<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3562031019475876056</id><updated>2024-08-30T07:29:55.128+08:00</updated><title type='text'>BIOLOJOY</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>53</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-5410340681008850921</id><published>2012-06-20T11:58:00.000+08:00</published><updated>2012-06-20T11:58:42.257+08:00</updated><title type='text'>Digestive System</title><content type='html'>&lt;h2 style=&quot;background-color: white; font-family: Georgia, &#39;Palatino Linotype&#39;, Palatino, serif; line-height: 1em; text-align: center; text-shadow: rgb(170, 170, 170) 1px 1px 2px;&quot;&gt;
&lt;/h2&gt;
&lt;h3 id=&quot;why&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0.5em; text-align: -webkit-auto;&quot;&gt;
&lt;span style=&quot;color: #444444; font-size: x-small;&quot;&gt;Why is digestion important?&lt;/span&gt;&lt;/h3&gt;
&lt;div style=&quot;color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 13px; font-weight: normal; line-height: 19px; padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em; text-align: -webkit-auto;&quot;&gt;
When you eat foods—such as bread, meat, and vegetables—they are not in a form that the body can use as nourishment. Food and drink must be changed into smaller molecules of nutrients before they can be absorbed into the blood and carried to cells throughout the body. Digestion is the process by which food and drink are broken down into their smallest parts so the body can use them to build and nourish cells and to provide energy.&lt;/div&gt;
&lt;h2 style=&quot;background-color: white; color: #333333; font-family: Georgia, &#39;Palatino Linotype&#39;, Palatino, serif; line-height: 1em; text-align: center; text-shadow: rgb(170, 170, 170) 1px 1px 2px;&quot;&gt;
&lt;span style=&quot;font-size: x-small; line-height: 1em;&quot;&gt;Tests for Chemical Components of Food&lt;/span&gt;&lt;/h2&gt;
&lt;br /&gt;
&lt;table class=&quot;generic&quot; style=&quot;background-color: white; border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-collapse: collapse; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px; margin-left: auto; margin-right: auto; vertical-align: top; width: 694px;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;&lt;td bgcolor=&quot;#00ff7f&quot; style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot; width=&quot;25%&quot;&gt;CHEMICAL&lt;/td&gt;&lt;td bgcolor=&quot;#00ff7f&quot; style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot; width=&quot;50%&quot;&gt;TEST&lt;/td&gt;&lt;td bgcolor=&quot;#00ff7f&quot; style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot; width=&quot;25%&quot;&gt;POSITIVE&lt;br /&gt;
RESULT&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;&lt;td bgcolor=&quot;#00ff7f&quot; style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Protein&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Add a few drops of copper sulphate solution to the food sample, then a few drops of sodium hydroxide solution and mix well.&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Blue-purple&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;&lt;td bgcolor=&quot;#00ff7f&quot; style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Starch&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Add a few drops of iodine solution to the food sample.&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Blue-black&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;&lt;td bgcolor=&quot;#00ff7f&quot; style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Glucose&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Add an equal volume of Benedict&#39;s solution to the food sample and warm in a very hot water bath for a few minutes.&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Orange-red&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;&lt;td bgcolor=&quot;#00ff7f&quot; style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Lipid (Fats and Oils)&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Rub a food sample onto brown paper and allow it to dry.&lt;/td&gt;&lt;td style=&quot;border-bottom-color: rgb(221, 221, 221); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(221, 221, 221); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(221, 221, 221); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; vertical-align: top;&quot;&gt;Translucent spot&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=3562031019475876056&quot; name=&quot;human-digestive-system&quot; style=&quot;background-color: white; color: blue; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px; text-decoration: underline;&quot;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2 style=&quot;background-color: white; color: #333333; font-family: Georgia, &#39;Palatino Linotype&#39;, Palatino, serif; line-height: 1em; text-align: center; text-shadow: rgb(170, 170, 170) 1px 1px 2px;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;3 Processes in Digestion&lt;/span&gt;&lt;/h2&gt;
&lt;ol style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Ingestion&lt;/span&gt;&amp;nbsp;- the mechanical taking in of food, chewing and swallowing&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Digestion&lt;/span&gt;&amp;nbsp;- The breakdown of food into smaller particles by physical or chemical means&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Absorption&lt;/span&gt;&amp;nbsp;- the absorption of these smaller food particles from the digestive tract into the blood&lt;/li&gt;
&lt;/ol&gt;
&lt;h2 style=&quot;background-color: white; color: #333333; font-family: Georgia, &#39;Palatino Linotype&#39;, Palatino, serif; line-height: 1em; text-align: center; text-shadow: rgb(170, 170, 170) 1px 1px 2px;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;2&lt;/span&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt; Types of Food Breakdown&lt;/span&gt;&lt;/h2&gt;
&lt;ol style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Physical or Mechanical Breakdown&lt;/span&gt;&amp;nbsp;- e.g. chewing, mixing with bile&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Chemical Breakdown&lt;/span&gt;&amp;nbsp;- e.g. enzymes, hydrochloric acid&lt;/li&gt;
&lt;/ol&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=3562031019475876056&quot; name=&quot;parts-of-the-human-digestive-system&quot; style=&quot;background-color: white; color: blue; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px; text-decoration: underline;&quot;&gt;&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: Verdana,sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h2 style=&quot;background-color: white; color: #333333; font-family: Georgia, &#39;Palatino Linotype&#39;, Palatino, serif; line-height: 1em; text-align: center; text-shadow: rgb(170, 170, 170) 1px 1px 2px;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;Parts and Functions of the Human Digestive System&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; line-height: 15px;&quot;&gt;
&lt;span style=&quot;color: #bb0000; font-size: x-small; font-weight: bold;&quot;&gt;Mouth&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;Ingests food&lt;/li&gt;
&lt;li&gt;Teeth physically break down food by chewing&lt;/li&gt;
&lt;li&gt;Saliva lubricates food&lt;/li&gt;
&lt;li&gt;The enzyme, salivary&amp;nbsp;&lt;b&gt;amylase&lt;/b&gt;&amp;nbsp;also called ptyalin, breaks down starch into simple sugar, glucose&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #cc0000; font-family: Verdana,sans-serif; font-size: x-small;&quot;&gt;The Tooth&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 12px; line-height: 18px; margin-bottom: 1.5em; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;A tooth is a hard structure, set in the upper or lower jaw, that is used for chewing food. Teeth also give shape to the face and aid in the process of speaking clearly. The enamel that covers the crown (the part above the gum) in each tooth can be broken down by acids produced by the mouth for digestive purposes. This process is called &quot;decay&quot;. To prevent decay, good oral hygiene, consisting of daily brushing and flossing, is necessary. The hardest substance in the human body is one of the four kinds of tissue which make up the tooth. It is enamel and covers the crown (area above the gum line) of the tooth. A bony material called &quot;cementum&quot; covers the root, which fits into the jaw socket and is joined to it with membranes. &quot;Dentin&quot; is found under the enamel and the cementum, and this material forms the largest part of the tooth. At the heart of each tooth is living &quot;pulp,&quot; which contains nerves, connective tissues, blood vessels and lymphatics. When a person gets a toothache, the pulp is what hurts.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Pharynx&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;At the back of the mouth cavity&lt;/li&gt;
&lt;li&gt;Both food and air pass through here&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Oesophagus&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;Tube between mouth and stomach&lt;/li&gt;
&lt;li&gt;A flap called the&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;epiglottis&lt;/span&gt;&amp;nbsp;closes over the top of the windpipe or trachea when swallowing, so that food does not enter the respiratory tract&lt;/li&gt;
&lt;li&gt;The walls of the digestive tract from the oesophagus to the anus are muscular, and contract rhythmically to move food. The muscular contractions are called&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;peristalsis&lt;/span&gt;.&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Stomach&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;2 circular muscles called&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;sphincters&lt;/span&gt;&amp;nbsp;surround the entry and exit of the stomach to control the flow of food&lt;/li&gt;
&lt;li&gt;Food remains in the stomach for about 3 hours where it physically broken down by the churning muscular contractions of the stomach wall muscles&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Gastric juice&lt;/span&gt;&amp;nbsp;contains&amp;nbsp;&lt;b&gt;hydrochloric acid&lt;/b&gt;&amp;nbsp;and has a pH of 1 without food, and 3 with food.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;HCl&lt;/b&gt;&amp;nbsp;helps to&amp;nbsp;&lt;b&gt;kill bacteria&lt;/b&gt;, and works in association with the enzyme,&amp;nbsp;&lt;b&gt;pepsin&lt;/b&gt;, to partially break down proteins.&lt;/li&gt;
&lt;li&gt;The stomach lining contains mucus to prevent damage from the acid&lt;/li&gt;
&lt;li&gt;Only alcohol and a few drugs can be absorbed through the stomach wall into the blood&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Small Intestine&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;Long tube that is about 7 metres long and 2.5 cm in diameter&lt;/li&gt;
&lt;li&gt;3 parts of the small intestine are duodenum, jejunum and ileum&lt;/li&gt;
&lt;li&gt;Most of digestion occurs in the small intestine&lt;/li&gt;
&lt;li&gt;The enzymes of the small intestine do not function on the acidic stomach contents. First, an&amp;nbsp;&lt;b&gt;alkaline substance from the pancreas&lt;/b&gt;&amp;nbsp;is secreted into the duodenum to neutralise the stomach acid.&lt;/li&gt;
&lt;li&gt;A green substance called&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;bile&lt;/span&gt;&amp;nbsp;that is made in the&amp;nbsp;&lt;b&gt;liver&lt;/b&gt;&amp;nbsp;and stored in the&amp;nbsp;&lt;b&gt;gall bladder&lt;/b&gt;&amp;nbsp;is released into the duodenum to break the large fat particles into smaller fat particles&lt;/li&gt;
&lt;li&gt;Enzymes from the&amp;nbsp;&lt;b&gt;pancreas&lt;/b&gt;&amp;nbsp;also break down food chemically.&amp;nbsp;&lt;b&gt;Amylase&lt;/b&gt;&amp;nbsp;breaks starch into simple sugars.&amp;nbsp;&lt;b&gt;Lipase&lt;/b&gt;&amp;nbsp;breaks lipids into fatty acids and glycerol.&amp;nbsp;&lt;b&gt;Peptidases and Trypsin&lt;/b&gt;&amp;nbsp;break down proteins into amino acids.&lt;/li&gt;
&lt;li&gt;After the food into broken into smaller particles, it is absorbed through finger-like projections called&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;villi&lt;/span&gt;on the walls of the small intestine into blood capillaries.&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Large Intestine&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;Thicker in diameter than the small intestine&lt;/li&gt;
&lt;li&gt;Water is absorbed from the remains of undigested food to make&amp;nbsp;&lt;b&gt;faeces&lt;/b&gt;&lt;/li&gt;
&lt;b&gt;&lt;/b&gt;
&lt;li&gt;&lt;b&gt;Bacteria produce Vitamin B&lt;/b&gt;&amp;nbsp;in the large intestine&lt;/li&gt;
&lt;li&gt;Mucus lubricates the faeces&lt;/li&gt;
&lt;li&gt;The&amp;nbsp;&lt;b&gt;appendix&lt;/b&gt;&amp;nbsp;is attached to part of the large intestine. It may be part of the body&#39;s immune system.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Diarrhoea&lt;/b&gt;&amp;nbsp;is the condition of more liquid faeces when the large intestine is infected.&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Rectum&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;Storage area for&amp;nbsp;&lt;b&gt;faeces&lt;/b&gt;&amp;nbsp;at the end of the large intestine&lt;/li&gt;
&lt;li&gt;There is a&amp;nbsp;&lt;b&gt;sphincter&lt;/b&gt;&amp;nbsp;surrounding the&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;anus&lt;/span&gt;, the hole through which faeces passes on&amp;nbsp;&lt;b&gt;defaecation&lt;/b&gt;.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Constipation&lt;/b&gt;&amp;nbsp;is the condition of dry hard faeces as a result of low fibre in the diet.&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;h2 style=&quot;background-color: white; color: #333333; font-family: Georgia, &#39;Palatino Linotype&#39;, Palatino, serif; line-height: 1em; text-align: center; text-shadow: rgb(170, 170, 170) 1px 1px 2px;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;The Role of the Liver in Digestion&lt;/span&gt;&lt;/h2&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Bile&lt;/span&gt;&amp;nbsp;- The liver produces bile which is stored temporarily in the gall bladder, and then secreted into the duodenum (first part of the small intestine) for the emulsification of lipids. Bile is also alkaline and aids in the neutralisation of stomach acid in the small intestine.&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Sugar Conversion&lt;/span&gt;&amp;nbsp;- After a meal, excess simple sugars in the bloodstream pass to the liver and are converted and stored as&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;glycogen&lt;/span&gt;. However, between meals, the glycogen is converted back to simple sugars and released into the bloodstream. In this way, the blood sugar remains constant.&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;span style=&quot;color: #333333; font-family: Verdana,sans-serif; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 15px;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;h2 style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: Helvetica, &#39;Helvetica Neue&#39;, Arial, sans-serif; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #cc0000; font-size: small;&quot;&gt;Appendix&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-size: 13px; line-height: 19px; padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em;&quot;&gt;
&lt;span style=&quot;font-family: &#39;Lucida Grande&#39;,Verdana,Arial,sans-serif; font-size: 12px; line-height: 18px;&quot;&gt;Digestion takes place almost continuously in a watery, slushy environment. The large intestine absorbs water from its inner contents and stores the rest until it is convenient to dispose of it. Attached to the first portion of the large intestine is a troublesome pouch called the (veriform) appendix. The appendix has no function in modern humans, however it is believed to have been part of the digestive system in our primitive ancestors.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-size: 13px; line-height: 19px; padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Additional hormones in the digestive system regulate appetite:&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-size: 13px; line-height: 19px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px;&quot;&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 28px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 7px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Ghrelin&lt;/b&gt;&amp;nbsp;is produced in the stomach and upper intestine in the absence of food in the digestive system and stimulates appetite.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin-bottom: 0px; margin-left: 28px; margin-right: 0px; margin-top: 0px; padding-bottom: 2px; padding-left: 0px; padding-right: 7px; padding-top: 2px;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;b style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Peptide YY&lt;/b&gt;&amp;nbsp;is produced in the digestive tract in response to a meal in the system and inhibits appetite.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-size: 13px; line-height: 19px; padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Both of these hormones work on the brain to help regulate the intake of food for energy. Researchers are studying other hormones that may play a part in inhibiting appetite, including glucagon-like peptide-1 (GPL-1), oxyntomodulin (+ ), and pancreatic polypeptide.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-size: 13px; line-height: 19px; padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em;&quot;&gt;
&lt;/div&gt;
&lt;h4 style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 1em;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Nerve Regulators&lt;/span&gt;&lt;/h4&gt;
&lt;div style=&quot;padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Two types of nerves help control the action of the digestive system.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Extrinsic, or outside, nerves come to the digestive organs from the brain or the spinal cord. They release two chemicals, acetylcholine and adrenaline. Acetylcholine causes the muscle layer of the digestive organs to squeeze with more force and increase the “push” of food and juice through the digestive tract. It also causes the stomach and pancreas to produce more digestive juice. Adrenaline has the opposite effect. It relaxes the muscle of the stomach and intestine and decreases the flow of blood to these organs, slowing or stopping digestion.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;The intrinsic, or inside, nerves make up a very dense network embedded in the walls of the esophagus, stomach, small intestine, and colon. The intrinsic nerves are triggered to act when the walls of the hollow organs are stretched by food. They release many different substances that speed up or delay the movement of food and the production of juices by the digestive organs.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;padding-bottom: 0.5em; padding-left: 0px; padding-right: 0px; padding-top: 0.5em;&quot;&gt;
&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Together, nerves, hormones, the blood, and the organs of the digestive system conduct the complex tasks of digesting and absorbing nutrients from the foods and liquids you consume each day.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;h2 style=&quot;background-color: white; color: #333333; font-family: Georgia, &#39;Palatino Linotype&#39;, Palatino, serif; line-height: 1em; text-align: center; text-shadow: rgb(170, 170, 170) 1px 1px 2px;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;Comparison between the Digestive Tracts of&lt;br /&gt;
Herbivores and Carnivores&lt;/span&gt;&lt;/h2&gt;
&lt;ul style=&quot;background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: 13px; line-height: 15px;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;Cellulose&lt;/span&gt;&amp;nbsp;is a complex carbohydrate that is a major component of leaves and grasses. Humans refer to cellulose as fibre, as it stimulates peristalsis and passes out in the faeces. Humans cannot digest cellulose.&lt;/li&gt;
&lt;li&gt;Only a few organisms, such as fungi, protozoans and bacteria, can break down cellulose with an&lt;b&gt;enzyme called cellulase.&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;Herbivores have a symbiotic relationship with these organisms that live in the herbivores&#39; digestive tracts. The micro-organisms receive food and shelter and, in return, digest cellulose anaerobically into smaller molecules that the host can absorb.&lt;/li&gt;
&lt;li&gt;Some herbivores have a&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;caecum&lt;/span&gt;&amp;nbsp;or hind-gut, where the small and large intestines join and where further breakdown of cellulose can occur. However, the faeces of these animals (e.g. horses, koalas, possums and rabbits) contain much cellulose.&lt;/li&gt;
&lt;li&gt;Other herbivores have a more effective&amp;nbsp;&lt;span style=&quot;color: #bb0000; font-weight: bold;&quot;&gt;rumen&lt;/span&gt;&amp;nbsp;or fore-gut before the stomach, where partly digested plant matter can be regurgitated into the mouth for further chewing and swallowed again. Ruminants mammals include cattle, sheep, kangaroos and wallabies.&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/5410340681008850921/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2012/06/digestive-system.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/5410340681008850921'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/5410340681008850921'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2012/06/digestive-system.html' title='Digestive System'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-702652308639723828</id><published>2012-01-09T22:20:00.001+08:00</published><updated>2012-01-09T22:37:19.074+08:00</updated><title type='text'>PHYLUM CHORDATA</title><content type='html'>&lt;div class=&quot;MsoNormal&quot;&gt;All chordates have a number of structures in common:&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;A&amp;nbsp;notochord&amp;nbsp;(noto&amp;nbsp;= the back;&amp;nbsp;chord&amp;nbsp;= string) is present in all embryos, and may be present or absent/reduced in adults. This is the structure for which the phylum was named.&lt;/div&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;A dorsal, hollow, ectodermal&amp;nbsp;nerve cord&amp;nbsp;(compare with Annelida and Arthropoda which have ventral, solid, mesodermal nerve cords) typically forms by an infolding of the ectoderm tissue, which then “pinches off” and becomes surrounded by mesoderm.&amp;nbsp;Spinal bifida&amp;nbsp;is the failure of the nervous system to close.&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;The&amp;nbsp;pharangeal slits&amp;nbsp;(pharynx&amp;nbsp;= throat) originally functioned in filter feeding: water is taken into the mouth and let out via the pharangeal slits. The slits filter out food particles and keep them in the animal’s body so they can be put into the digestive tract. In fish, these have become modified as gills, and in humans as our ears and eustachian tubes.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;A&amp;nbsp;postanal tail&amp;nbsp;(post&amp;nbsp;= behind, after;&amp;nbsp;anal&amp;nbsp;refers to the anus) is present and extends behind the anus in many taxa, thus the anus isn’t at posterior tip of body. In humans, the tail is present during embryonic development, but is subsequently resorbed.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;The main taxa within Phylum Chordata include:&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Subphylum Cephalochordata&amp;nbsp;(cephalo&amp;nbsp;= head), which doesn’t have a “head.” This subphylum includes Lancets, so-named for their shape. These are in genus&amp;nbsp;Branchiostoma&amp;nbsp;(branchio&amp;nbsp;= gill, fish;&amp;nbsp;stoma&amp;nbsp;= mouth) which was formerly know as genus&amp;nbsp;Amphioxus&amp;nbsp;(amphi&amp;nbsp;= on both sides, double) Lancets look a lot like the generic chordate described above. They have a notochord, but no bones. They are about one inch long, and live in the muddy ocean floor.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Subphylum Urochordata&amp;nbsp;(uro&amp;nbsp;= tail) are called the tunicates. Their larvae show typical chordate characteristics, but the adults have lost many of these organs, and what they do still have have become highly-modified.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Subphylum Vertebrata&amp;nbsp;may have come from an&amp;nbsp;Amphioxus-like ancestor, however vertebrates have a definite head and&amp;nbsp;Amphioxus&amp;nbsp;doesn’t. Another theory suggests that vertebrates may have come from a larval form similar to tunicate larvae that were capable of reproduction in the larval stage, that is, they are sexually mature prior to metamorphosis, which is referred to as&amp;nbsp;paedogenesis&amp;nbsp;(paedo&amp;nbsp;= child — same root as in pediatrician;&amp;nbsp;genesis&amp;nbsp;= origin, birth), defined as the precocious attainment of sexual maturity in a larva. Vertebrate characteristics include:&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;vertebrae, the skeletal units surrounding the nerve cord&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;a brain, enclosed within a skull&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;an&amp;nbsp;endoskeleton&amp;nbsp;which will grow along with the animal (unlike arthropods which must molt).&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;a closed circulatory system with a ventral heart&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;excretion via kidneys&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;separate males and females with sexual reproduction in most, with a few cases of parthenogenesis&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;The Classes in Subphylum Vertebrata include:&lt;/div&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;margin-left: .5in; mso-cellspacing: 0in; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 0in 0in 0in 0in;&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Class Agnatha&amp;nbsp;(a-&amp;nbsp;= not,   without;&amp;nbsp;gnatho&amp;nbsp;= jaw) which is the lampreys. They do not have   jaws, are eel-shaped, prey on fish, and have larval forms which are different   from the adults.&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Class Chondrichthyes&amp;nbsp;(chondro&amp;nbsp;= cartilage;&amp;nbsp;ichthys&amp;nbsp;= fish) which includes sharks and rays. They have a cartilage skeleton, not bone. They are not buoyant like other fish so they must swim or sink. Like other fish they have a&amp;nbsp;lateral line&amp;nbsp;system which detects differences in water pressure, the equivalent of our hearing.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Class Osteichthyes&amp;nbsp;(osteo&amp;nbsp;= bone) is the bony fish. This is the most numerous of all vertebrate classes. In fish, O2&amp;nbsp;is exchanged via the gills, which are covered by an&amp;nbsp;operculum&amp;nbsp;which helps to draw water across/through the gills. Their swim bladder is an air sac used to control buoyancy, thus unlike the sharks, bony fish can hold still at any depth and not sink.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Class Amphibia&amp;nbsp;(amphi&amp;nbsp;= on both sides, double;&amp;nbsp;bios&amp;nbsp;= life) is frogs, newts, and salamanders. They were the first land vertebrates. Frogs, especially, go through&amp;nbsp;metamorphosis. Their eggs have no egg shells, so the sperm can swim through the water to the eggs, and the embryos must develop in water.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Class Reptilia&amp;nbsp;(reptili&amp;nbsp;= creeping) is the dinosaurs (dino&amp;nbsp;= terrible&amp;nbsp;), snakes, turtles, crocodiles, and lizards. Reptiles have scales and are dry to the touch. Their eggs have leathery shells. Reptiles areexothermic&amp;nbsp;(exo&amp;nbsp;= out, outside), that is they maintain their body temperature through external means such as sunning on a rock or seeking shade. Reptiles need less food/energy to live and live longer than a comparable-sized mammal. Some dinosaurs may have been endothermic.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Class Aves&amp;nbsp;(avi&amp;nbsp;= a bird) is the birds. It is thought that birds are descended from dinosaurs, as evidenced, in part, by the scales on their feet. Also, feathers are modified scales: a key characteristic of birds is that they have feathers. Birds’ bones are light weight for flight. Birds are&amp;nbsp;endothermic&amp;nbsp;(endo&amp;nbsp;= within, inner), that is, they control their body temperature from within (they’re “warm-blooded”). Birds’ vision is the best of all vertebrates: soaring hawks can spot small mice scrambling through the grass in a field far below them. Birds have shelled eggs and so must have internal fertilization — the egg muct be fertilized before the hen’s reproductive tract secretes an eggshell. Generally, mating is accompanied by an elaborate courtship ritual. Eggs and often young birds are more exothermic (are not able to control their body temperatures from within) and so must be brooded/incubated by parents.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Class Mammalia&amp;nbsp;(mamma, mammil&amp;nbsp;= teat, nipple) is the mammals. Key characteristics of mammals are the presence of fur/hair and mammary glands, derived from modified sweat glands, which produce milk for the young. Mammals have a diaphragm to aid in respiration. They are endothermic. Most mammals bear live young.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;1&quot; class=&quot;MsoNormalTable&quot; style=&quot;background: white; mso-cellspacing: .7pt; mso-padding-alt: 1.5pt 1.5pt 1.5pt 1.5pt; mso-yfti-tbllook: 1184; width: 100.0%;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Animal Groups&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Description (Which group   do you like best?)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Details&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoYc6BrQqLMrJYY91_drdeZeeufLyUmzxFbhu06u-vvQaF7iKiXFeDM3dN06umD2AMTAw_SU_gIRhjpcmaLkoiCxIFGYeJLqtd-v8BvdM3Q8eIqduxIN4sYU3PAi4jMR4FTh5Yijxyh8NG/s1600/plat3-watts.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoYc6BrQqLMrJYY91_drdeZeeufLyUmzxFbhu06u-vvQaF7iKiXFeDM3dN06umD2AMTAw_SU_gIRhjpcmaLkoiCxIFGYeJLqtd-v8BvdM3Q8eIqduxIN4sYU3PAi4jMR4FTh5Yijxyh8NG/s200/plat3-watts.jpg&quot; width=&quot;154&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;Subclass   :&lt;/span&gt;&lt;/b&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/13&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;egg-laying mammals (monotremata)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; (&lt;/span&gt;trema&amp;nbsp;=   hole)&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Playtypuses, echidnas. Generally regarded as the most primitive   mammals since they lay eggs (like reptiles) and do not give birth to formed   young.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;These mammals lays eggs like reptiles, but do have fur and   milk. However, they have no nipples: their mammary glands just secrete milk   onto the fur, from which the babies lick it. They have one posterior opening   for their digestive, urinary, and genital tracts, hence the subclass name.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Families: 2&lt;br /&gt;
Genera: 3&lt;br /&gt;
Species: 3&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/13&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;Subclass:&lt;/span&gt;&lt;/b&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/14&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;marsupials or pouche mammals (marsupialia)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;&lt;/b&gt;marsupi&amp;nbsp;=   a bag, pouch)&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Includes kangaroos, wallabies, wombats, opossums, dunnarts,   bandicoots, cuscuses.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;The young are born as very immature embryos and must crawl   to their mother’s pouch to continue their development. Typically, once in the   pouch (marsupium) a baby would find a nipple there. Because of continental   drift, there is a wide variety of marsupials in Australia, yet few elsewhere   on Earth.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Families: 19&lt;br /&gt;
Genera: 83&lt;br /&gt;
Species: 295&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/14&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;height: 73.0pt; mso-yfti-irow: 3;&quot;&gt;   &lt;td style=&quot;height: 73.0pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;/td&gt;   &lt;td style=&quot;height: 73.0pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Subclass Placentals&amp;nbsp;(placent&amp;nbsp;= a round, flat   cake) contains most of the animals with which we are familiar. In this taxon,   young complete embryonic development within the mother’s uterus and are   nourished across a&amp;nbsp;placenta.&lt;br /&gt;
Some of the Orders in Subclass Placentals include:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;height: 73.0pt; padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/15&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/edentata.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image003.jpg&quot; v:shapes=&quot;Picture_x0020_3&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;Order:   &lt;/span&gt;&lt;/b&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/15&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;edentata&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Some of the worlds most bizarre animals - anteaters, armadillos,   sloths.&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;They   have reduced or no teeth&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt;.&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Families: 4&lt;br /&gt;
Genera: 13&lt;br /&gt;
Species: 29&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/15&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/16&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;monkeys and apes (primates)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Includes lemrus, bushbabies, lorises, pottos, tarsiers,   marmosets, tamarins, monkeys, apes, &lt;/span&gt;humansOrder Primates (prima&amp;nbsp;=   first) includes lemurs, monkeys, apes, and humans. These have opposable   thumbs and eyes that face forward&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt;.&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 180&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/16&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/17&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/pangolin.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image005.jpg&quot; v:shapes=&quot;Picture_x0020_5&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/17&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;pangolins (pholidota)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Seven living species of mammal are included in the Pholidota, the   pangolins or scaly anteaters.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 7&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/17&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/18&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/insectivora.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image006.jpg&quot; v:shapes=&quot;Picture_x0020_6&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/18&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;insectivores (insectivora)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Includes shrews, moles, golden moles, desmans, hedgehogs,   moonrats, solenodons, &lt;/span&gt;tenrecsOrder Insectivora (vora&amp;nbsp;= to eat,   devour) includes moles, shrews, and hedgehogs which eat insects.&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 375&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/18&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/19&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/aardvark.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image007.jpg&quot; v:shapes=&quot;Picture_x0020_7&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/19&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;aardvark (tubulidentata)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Aardvark&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 1&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/19&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/20&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/carnivora.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image008.jpg&quot; v:shapes=&quot;Picture_x0020_8&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/20&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;carnivores (carnivora)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;&lt;/b&gt;carni&amp;nbsp;=   flesh;&amp;nbsp;vore&amp;nbsp;= eat, devour)&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Includes big and small cats, dogs, foxes, wolves, hyenas, bears,   pandas, raccoons,weasels, stoats, badgers, skunks, otters,mongooses, civets.&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;These are   carnivorous and have pointed canine teeth and molars.&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 230&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/20&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/21&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/pinnipedia.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image009.jpg&quot; v:shapes=&quot;Picture_x0020_9&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/21&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;seals (pinnipedia)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Seals, sea lions, walruses&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 33&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/21&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/22&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/colugo.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image010.jpg&quot; v:shapes=&quot;Picture_x0020_10&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/22&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;colugos (dermopetera)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Also called flying lemurs.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 2&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/22&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/23&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/chiroptera.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image011.jpg&quot; v:shapes=&quot;Picture_x0020_11&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/23&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;bats (chiroptera)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Includes flying foxes (fruit bats), vampires, and all other   bats.&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;(chiro&amp;nbsp;=   a hand, like chiropractor;&amp;nbsp;ptera&amp;nbsp;= wing, feather) is the bats.   Their fingers are webbed to create wings.&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Families: 18&lt;br /&gt;
Genera: 177&lt;br /&gt;
Species: 993&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/23&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/24&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/rodentia.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image012.jpg&quot; v:shapes=&quot;Picture_x0020_12&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/24&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;rodents (rodentia)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Includesrats and mice, dormice, gerbils, beavers, squirrels,   porcupines, chinchillas, pacas, voles, hamsters,chipmunks.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Order Rodentia (roden&amp;nbsp;= gnaw, gnawing) includes   squirrels, beavers, rats, porcupines, woodchucks, guinea pigs, and mice.   These have chisel-like, constantly-growing incisors&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 1700&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/24&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/25&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/lagomorpha.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image013.jpg&quot; v:shapes=&quot;Picture_x0020_13&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/25&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;rabbits and hares (lagomorpha)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;includes rabbits, cottontails, jackrabbits, hares, pikas.&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;which have   chisel-like incisors and hind legs modified for jumping.&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 80&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/25&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/26&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/cetacea.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image014.jpg&quot; v:shapes=&quot;Picture_x0020_14&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/26&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;whales and dolphins (cetacea)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;&lt;/b&gt;ceta&amp;nbsp;=   a whale)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;toothed whales, baleen, (whalebone) whales, dolphins, propoises.&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;Their front   legs (equivalent to our arms) are fin-like, and they have no hind legs. They   have a thick layer of blubber for insulation&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt;.&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 78&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/26&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/27&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/artiodactyla.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image015.jpg&quot; v:shapes=&quot;Picture_x0020_15&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/27&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;even-toed hoofed mammals (artiodactyla)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Includes hippos, pigs, peccaries, camels, llamas, giraffes,   deer, chevrotains, gazelles, antelopes, cattle, sheep, goats.&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;which have   even-toed hooves and are herbivorous.&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 220&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/27&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/28&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/perissodactyla.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image016.jpg&quot; v:shapes=&quot;Picture_x0020_16&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/28&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;odd-toed hoofed mammals (perissodactyla)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;horses, asses, zebras, rhinos, tapirs&lt;/span&gt;. which have   odd-toed hooves and are herbivorous.&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 17&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/28&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/29&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/hyracoidea.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image017.jpg&quot; v:shapes=&quot;Picture_x0020_17&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/29&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;hyraxes (hyracoidea)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;bush hyraxes, tree hyraxes, rock hyraxes, dassies.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 7&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/29&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/30&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/proboscidea.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image018.jpg&quot; v:shapes=&quot;Picture_x0020_18&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/30&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;elephants (proboscidea)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;African and Indian &lt;/span&gt;elephantswhich have long, muscular   trunks and thick, loose skin. Their upper incisors are elongated as tusks.&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 3&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/30&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/31&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/sirenia.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image019.jpg&quot; v:shapes=&quot;Picture_x0020_19&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/31&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;sea cows (sirenia)&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Dugongs, manatees.&lt;/span&gt;&lt;span class=&quot;Heading3Char&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial; font-size: 13.5pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: green; background-image: initial; background-origin: initial;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;Their   front legs (“arms”) are fin-like, and they have no hind legs.&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 4&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/31&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show species&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 150.0pt;&quot; valign=&quot;top&quot; width=&quot;200&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt; text-align: center;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/32&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt; text-decoration: none;&quot;&gt;&lt;img alt=&quot;http://sciencecastle.com/sc/app/webroot/img/animals/scandentia.jpg&quot; border=&quot;0&quot; height=&quot;150&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image020.jpg&quot; v:shapes=&quot;Picture_x0020_20&quot; width=&quot;200&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 2.45pt; margin-left: 0in; margin-right: 0in; margin-top: 4.05pt;&quot;&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/32&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;scandentia&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #333366; font-family: Verdana, sans-serif; font-size: 11.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;tree shrews, tupais, and dendrogales or tree squirrels&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: 1.5pt 1.5pt 1.5pt 1.5pt; width: 112.5pt;&quot; valign=&quot;top&quot; width=&quot;150&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;Species: 18&lt;br /&gt;
&lt;/span&gt;&lt;a href=&quot;http://sciencecastle.com/sc/index.php/animalspecies/showgroup/32&quot;&gt;&lt;span style=&quot;color: #0033cc; font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;show&amp;nbsp;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: 9.5pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/702652308639723828/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2012/01/phylum-cordata.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/702652308639723828'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/702652308639723828'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2012/01/phylum-cordata.html' title='PHYLUM CHORDATA'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoYc6BrQqLMrJYY91_drdeZeeufLyUmzxFbhu06u-vvQaF7iKiXFeDM3dN06umD2AMTAw_SU_gIRhjpcmaLkoiCxIFGYeJLqtd-v8BvdM3Q8eIqduxIN4sYU3PAi4jMR4FTh5Yijxyh8NG/s72-c/plat3-watts.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-5035922261443118817</id><published>2012-01-09T21:59:00.001+08:00</published><updated>2012-01-09T22:33:44.907+08:00</updated><title type='text'>Nine Phyla of the Animal Kingdom</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 107%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 14.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;div style=&quot;text-indent: 0px;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -7.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;1. Phylum Porifera - The Sponges:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -2.5pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;&amp;nbsp;a.) &lt;u&gt;Habitat&lt;/u&gt;: mainly marine (salt &amp;nbsp;water)&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b.) Sponges have a &lt;u&gt;porous body wall&lt;/u&gt;. The pores or holes allow water to pass through this animal. Floating food particles are ca&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;ught once they are inside the sponge.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: .25in; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;c.) Adult sponges are &lt;u&gt;sessile feeders&lt;/u&gt; which means these animals are attached to shells or rocks on the ocean floor as they feed.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d.)&amp;nbsp; &lt;u&gt;Shape&lt;/u&gt;: &lt;u&gt;asymmetrical&lt;/u&gt; which means no definite shape.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;2. Phylum Coelenterata – The Coelenterates: jellyfish, hydras, corals&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;&amp;nbsp;a.) &lt;u&gt;Habitat&lt;/u&gt;: marine&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 4.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b.) &lt;u&gt;Body wall&lt;/u&gt;: Their body wall is made of 2 cell layers called the &lt;u&gt;ectoderm&lt;/u&gt; and &lt;u&gt;endoderm&lt;/u&gt;. The ectoderm is the &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;outside layer while the endoderm is found on the inside layer. A jellylike material is found between these 2 layers.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
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 to=&quot;399.75pt,-14.3pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -11;&quot;&gt;&lt;span style=&quot;height: 2px; left: 426px; position: absolute; top: -20px; width: 108px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif&quot; v:shapes=&quot;_x0000_s1026&quot; width=&quot;108&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;c.) &lt;u&gt;Digestive System&lt;/u&gt;: The digestive system is &lt;u&gt;incomplete&lt;/u&gt; which means that coelenterates have just one opening &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;to the digestive cavity. This single opening serves as both its mouth and anus.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d.)&amp;nbsp; &lt;u&gt;Symmetry&lt;/u&gt;: radial&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 3.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;e.) &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Specialized Cells: 1.Most coelenterates have &lt;u&gt;tentacles that contain stinging cells&lt;/u&gt; that are used for protection and capturing food. 2. Their bodies contain a nerve network that allows movement of the tentacles and body.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
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 to=&quot;98.3pt,-28.95pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.16931mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -10;&quot;&gt;&lt;span style=&quot;height: 2px; left: 22px; position: absolute; top: -40px; width: 110px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image002.gif&quot; v:shapes=&quot;_x0000_s1027&quot; width=&quot;110&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
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 to=&quot;297.25pt,-15.55pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -9;&quot;&gt;&lt;span style=&quot;height: 2px; left: 306px; position: absolute; top: -22px; width: 91px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image003.gif&quot; v:shapes=&quot;_x0000_s1028&quot; width=&quot;91&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -2.5pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;3. Phylum Platyhelminthes – The Flatworms: planaria, tapeworms&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -2.5pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;&amp;nbsp;a.) &lt;u&gt;Habitat&lt;/u&gt;: fresh and salt water; terrestrial(land)&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 5.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b.) &lt;u&gt;Body Plan&lt;/u&gt;: These animals are given their name because of their flattened bodies. Flatworms have 3 distinct &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;tissue layers called the &lt;u&gt;ectoderm&lt;/u&gt;, &lt;u&gt;endoderm&lt;/u&gt;, and &lt;u&gt;mesoderm&lt;/u&gt; or middle layer. Each layer gives rise to the various organs and systems of this animal.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 9.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;c.) &lt;u&gt;Digestive System&lt;/u&gt;: In &lt;u&gt;free-living species&lt;/u&gt; of flatworms the digestive system is &lt;u&gt;incomplete&lt;/u&gt; which means that &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;the digestive cavit y has only a single opening. The &lt;u&gt;parasitic tapeworm&lt;/u&gt; has no need for a digestive system because it absorbs nutrients that are already digested by the host in which it lives.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d.) &lt;u&gt;Symmetry&lt;/u&gt;: Flatworms have &lt;u&gt;bilateral symmetry&lt;/u&gt; and they have a &lt;u&gt;definite head and tail region&lt;/u&gt;.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 3.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;e.) &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Specialized Structures: 1. The planaria has a pair of &lt;u&gt;eyespots&lt;/u&gt; at its anterior or front end. These eyespots detect light which the planaria avoids so they are less visible to their predators. 2. The tapeworm like other parasitic worms has a thick protective &lt;u&gt;cuticle&lt;/u&gt; on the outside of its body. The cuticle protects the worm from being digested by the strong digestive enzymes of its host.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
 id=&quot;_x0000_s1029&quot; style=&#39;position:absolute;z-index:-8&#39; from=&quot;17.55pt,-42.25pt&quot;
 to=&quot;121.6pt,-42.25pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -8;&quot;&gt;&lt;span style=&quot;height: 2px; left: 22px; position: absolute; top: -57px; width: 141px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image004.gif&quot; v:shapes=&quot;_x0000_s1029&quot; width=&quot;141&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -2.5pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;4. Phylum Nematoda – The Roundworms &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -2.5pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;a.) &lt;u&gt;Habitat&lt;/u&gt;: fresh and salt water; terrestrial&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 8.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b.) &lt;u&gt;Body Plan&lt;/u&gt;: The body of a roundworm is long, smooth and unsegmented. Their cylindrical bodies are &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;tapered at both ends and are covered by a protective cuticle. Three tissue layers; ecto, endo and mesoderm.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 11.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;c.) &lt;u&gt;Digestive System&lt;/u&gt;: Roundworms have a &lt;u&gt;complete&lt;/u&gt; digestive system which means their digestive tract has 2 &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;openings; a mouth to ingest food and an anus to egest waste.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
 id=&quot;_x0000_s1030&quot; style=&#39;position:absolute;z-index:-7&#39; from=&quot;73.95pt,-.9pt&quot;
 to=&quot;103.7pt,-.9pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -7;&quot;&gt;&lt;span style=&quot;height: 2px; left: 98px; position: absolute; top: -2px; width: 41px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif&quot; v:shapes=&quot;_x0000_s1030&quot; width=&quot;41&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
 id=&quot;_x0000_s1031&quot; style=&#39;position:absolute;z-index:-6&#39; from=&quot;207.6pt,-.9pt&quot;
 to=&quot;229pt,-.9pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -6;&quot;&gt;&lt;span style=&quot;height: 2px; left: 276px; position: absolute; top: -2px; width: 30px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image006.gif&quot; v:shapes=&quot;_x0000_s1031&quot; width=&quot;30&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d.)&amp;nbsp; &lt;u&gt;Symmetry&lt;/u&gt;: Bilateral symmetry with an anterior end and a posterior end.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 14.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;e.) &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Interesting Facts: 1. Free-living roundworms are extremely plentiful in soil and are essential in producing quality soil. 2. Pinworms are common parasitic roundworms found in children.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
 id=&quot;_x0000_s1032&quot; style=&#39;position:absolute;z-index:-5&#39; from=&quot;17.55pt,-15.9pt&quot;
 to=&quot;94.95pt,-15.9pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -5;&quot;&gt;&lt;span style=&quot;height: 2px; left: 22px; position: absolute; top: -22px; width: 106px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image007.gif&quot; v:shapes=&quot;_x0000_s1032&quot; width=&quot;106&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;5. Phylum Annelida – The Segmented Worms: earthworm, leech, sandworm &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;a.) &lt;u&gt;Habitat&lt;/u&gt;: marine, freshwater, terrestrial&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 6.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b.) &lt;u&gt;Body Plan&lt;/u&gt; : similar shape as the roundworm but the body is &lt;u&gt;segmented both internally and externally&lt;/u&gt; which &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;allows for a quicker response for movement.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;c.) &lt;u&gt;Digestive System&lt;/u&gt;: Segmented worms have a &lt;u&gt;complete&lt;/u&gt; digestive system and this set-up is often referred to as &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;a tube-within-a-tube body plan.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
 id=&quot;_x0000_s1033&quot; style=&#39;position:absolute;z-index:-4&#39; from=&quot;25.55pt,-.9pt&quot;
 to=&quot;161.8pt,-.9pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -4;&quot;&gt;&lt;span style=&quot;height: 2px; left: 33px; position: absolute; top: -2px; width: 184px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image008.gif&quot; v:shapes=&quot;_x0000_s1033&quot; width=&quot;184&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d.)&amp;nbsp; &lt;u&gt;S&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;ymmetry&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;: Bilateral; anterior and posterior ends; dorsal and ventral surfaces.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -2.5pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;6. Phylum Arthropoda – The Arthropods: insects, spiders, crustaceans &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -2.5pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;a.) &lt;u&gt;Habitat&lt;/u&gt;: arthropods are found in all environments.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 25.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b.) &lt;u&gt;Numbers&lt;/u&gt;: Arthropods are the most successful of any animal group. This is mainly due to the success of &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;insects, which has more than a million different species.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 1.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;c.) &lt;u&gt;Body Plan&lt;/u&gt;: Arthropods have a segmented body with paired &lt;u&gt;jointed appendages&lt;/u&gt; that provide excellent &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;movement for walking, swimming, flying, grabbing, fighting, digging and biting just to name a few. In most arthropods the body is divided into a &lt;u&gt;head, abdomen and thorax&lt;/u&gt;.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 32.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d.) &lt;u&gt;Exoskeleton&lt;/u&gt;: The outside skeleton o&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;f arthropods is made of chitin which protects the soft body of this animal and prevents water loss allowing them to live successfully on land.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
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 to=&quot;324.75pt,-13.9pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -3;&quot;&gt;&lt;span style=&quot;height: 2px; left: 396px; position: absolute; top: -20px; width: 38px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image009.gif&quot; v:shapes=&quot;_x0000_s1034&quot; width=&quot;38&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;e.)&amp;nbsp; &lt;u&gt;Symmetry&lt;/u&gt;: Bilateral&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;7. Phylum Mollusca – The Mollusks: clams, snails, oysters, octopus &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;a.) &lt;u&gt;Habitat&lt;/u&gt;: marine and fresh water; terrestrial&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 26.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b.) &lt;u&gt;Body Plan&lt;/u&gt;: Mollusks have a soft, unsegmented body and often move with a strong &lt;u&gt;muscular foot&lt;/u&gt; on its &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;ventral surface.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 9.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;c.) &lt;u&gt;The radula&lt;/u&gt;: Mollusks are well known for their tongue-like organ called the &lt;u&gt;radula&lt;/u&gt; which has many rows of &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;teeth and is used to scrape food from the surface of plants and rocks.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: .5in; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d.) &lt;u&gt;The mantle&lt;/u&gt;: The mantle is a fold of skin that surrounds the body organs. The mantle acts like a gland &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;because it is capable of secretion. These secretions harden to help form the shells of mollusks.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;e.)&amp;nbsp; &lt;u&gt;Symmetry&lt;/u&gt;: bilateral&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;8.&amp;nbsp;&amp;nbsp; Phylum Echinodermata – The Echinoderms: sea stars, sea urchins&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; mso-pagination: none; punctuation-wrap: simple; tab-stops: list .25in; text-align: justify; text-autospace: none; text-indent: -17.95pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;a)&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;Habitat&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;: all are marine living mainly on the ocean floor.&lt;u&gt; &lt;/u&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 21.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; mso-pagination: none; punctuation-wrap: simple; tab-stops: list .25in; text-align: justify; text-autospace: none; text-indent: -17.95pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b)&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;Body&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;: Echinoderms have an&lt;u&gt; internal, limy skeleton &lt;/u&gt;and a&lt;u&gt; spiny outside &lt;/u&gt;surface or skin. These structures&lt;u&gt; &lt;/u&gt;give both &lt;u&gt;support and protec&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;tion&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 6.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; mso-pagination: none; punctuation-wrap: simple; tab-stops: list .25in; text-align: justify; text-autospace: none; text-indent: -17.95pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;c)&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;Water-va&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;scular System&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;: Echinoderms like sea stars and sea urchins are well known for their water-vascular&lt;u&gt; &lt;/u&gt;system which consist of water-filled tubes that run through their body. By moving water in and out of these tubes echinoderms can move on “jets” of water or use their tubed feet as suction cups. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; mso-pagination: none; punctuation-wrap: simple; tab-stops: list .25in; text-align: justify; text-autospace: none; text-indent: -17.95pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d)&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;Digestive System&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;: complete&lt;u&gt; &lt;/u&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; mso-pagination: none; punctuation-wrap: simple; tab-stops: list .25in; text-align: justify; text-autospace: none; text-indent: -17.95pt;&quot;&gt;&lt;!--[if !supportLists]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;e)&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Symmetry: Radial &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line
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 to=&quot;66pt,-.8pt&quot; o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -2;&quot;&gt;&lt;span style=&quot;height: 2px; left: 22px; position: absolute; top: -2px; width: 67px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image010.gif&quot; v:shapes=&quot;_x0000_s1035&quot; width=&quot;67&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;9. Phylum Chordata – The Chordates: fish, reptiles, amphibians, birds, mammals&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; tab-stops: 7.25in; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;&amp;nbsp;a.) &lt;u&gt;Habitat&lt;/u&gt;: marine, freshwater, or terrestrial&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 2.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;b.) &lt;u&gt;Symmetry&lt;/u&gt;: bilateral&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: -2.5pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;&amp;nbsp;c.) &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Dorsal nerve cord.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 14.0pt; margin-top: 0in; mso-layout-grid-align: none; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -17.5pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:line id=&quot;_x0000_s1036&quot; style=&#39;position:absolute;
 left:0;text-align:left;z-index:-1&#39; from=&quot;17.55pt,-1.1pt&quot; to=&quot;101.05pt,-1.1pt&quot;
 o:allowincell=&quot;f&quot; strokeweight=&quot;.21164mm&quot;/&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;span style=&quot;mso-ignore: vglayout; position: relative; z-index: -1;&quot;&gt;&lt;span style=&quot;height: 2px; left: 0px; left: 22px; position: absolute; top: -2px; width: 114px;&quot;&gt;&lt;img height=&quot;2&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image011.gif&quot; v:shapes=&quot;_x0000_s1036&quot; width=&quot;114&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: 12pt;&quot;&gt;d.) &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Chordates have a flexible, supporting rod or &lt;u&gt;notochord&lt;/u&gt; on their dorsal side. In the &lt;u&gt;invertebrates&lt;/u&gt; the notochord remains stiff and flexible. In the vertebrates, cartilage or bone replaces the notochord to form a supporting backbone.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/5035922261443118817/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2012/01/nine-phyla-of-animal-kingdom.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/5035922261443118817'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/5035922261443118817'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2012/01/nine-phyla-of-animal-kingdom.html' title='Nine Phyla of the Animal Kingdom'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-6207873964460514654</id><published>2011-12-31T07:29:00.002+08:00</published><updated>2011-12-31T07:29:54.570+08:00</updated><title type='text'>Central Dogma of Biology</title><content type='html'>&lt;div id=&quot;__ss_3043028&quot; style=&quot;width: 425px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/Jolie11/molecular-genetics-3043028&quot; target=&quot;_blank&quot; title=&quot;Molecular Genetics&quot;&gt;Molecular Genetics&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/3043028&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/Jolie11&quot; target=&quot;_blank&quot;&gt;Jolie Yu&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/6207873964460514654/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/central-dogma-of-biology.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6207873964460514654'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6207873964460514654'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/central-dogma-of-biology.html' title='Central Dogma of Biology'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-7742637290661770439</id><published>2011-12-30T13:46:00.001+08:00</published><updated>2011-12-31T07:28:44.090+08:00</updated><title type='text'>DNA and Chomosomal basis of heredity</title><content type='html'>Chromosomal basis: please click on the link:&lt;br /&gt;
&lt;a href=&quot;http://www.emunix.emich.edu/~rwinning/genetics/inherit.htm&quot;&gt;Chromosomes, Karyotyping, Sex determination, Sex Linkage and Pattern of Inheritance&lt;/a&gt;&lt;br /&gt;
&lt;div id=&quot;__ss_5043009&quot; style=&quot;width: 425px;&quot;&gt;&lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;DNA and molecular genetics:&lt;/strong&gt;&lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;div id=&quot;__ss_3758471&quot; style=&quot;width: 425px;&quot;&gt;&lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/robswatski/biol-102-chp-16-powerpoint&quot; target=&quot;_blank&quot; title=&quot;BIOL 102 Chp 16 PowerPoint&quot;&gt;BIOL 102 Chp 16 PowerPoint&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/3758471&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/robswatski&quot; target=&quot;_blank&quot;&gt;Rob Swatski&lt;/a&gt; &lt;/div&gt;&lt;/strong&gt;&lt;/div&gt;&lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;strong style=&quot;display: inline !important; margin-bottom: 4px; margin-left: 0px; margin-right: 0px; margin-top: 12px;&quot;&gt;Meiosis and its importance in Inheritance:&lt;/strong&gt;&lt;/strong&gt;&lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;div id=&quot;__ss_8494264&quot; style=&quot;width: 425px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/MMASSY/chromosomal-basis-of-heredity&quot; target=&quot;_blank&quot; title=&quot;Chromosomal basis of heredity&quot;&gt;Chromosomal basis of heredity&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/8494264&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/MMASSY&quot; target=&quot;_blank&quot;&gt;BRUNO THADEUS&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;/strong&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/7742637290661770439/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/dna-and-chomosomal-basis-of-heredity.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/7742637290661770439'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/7742637290661770439'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/dna-and-chomosomal-basis-of-heredity.html' title='DNA and Chomosomal basis of heredity'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-6189035971584089653</id><published>2011-12-30T13:40:00.001+08:00</published><updated>2011-12-30T13:53:56.399+08:00</updated><title type='text'>Review about heredity</title><content type='html'>&lt;div id=&quot;__ss_5043009&quot; style=&quot;width: 425px;&quot;&gt;&lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/fariss03/bab-3-f-4-part-1&quot; target=&quot;_blank&quot; title=&quot;Bab 3 F 4 Part 1&quot;&gt;Bab 3 F 4 Part 1&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/5043009&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;br /&gt;
&lt;div style=&quot;padding: 5px 0 12px;&quot;&gt;View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/fariss03&quot; target=&quot;_blank&quot;&gt;DSO&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div id=&quot;__ss_4838990&quot; style=&quot;width: 425px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/Pammy98/cell-cycle-dna-genetics-and-heredity&quot; target=&quot;_blank&quot; title=&quot;Cell Cycle, DNA, Genetics and Heredity&quot;&gt;Cell Cycle, DNA, Genetics and Heredity&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/4838990&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/Pammy98&quot; target=&quot;_blank&quot;&gt;Pammy98&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/6189035971584089653/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/review-about-heredity.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6189035971584089653'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6189035971584089653'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/review-about-heredity.html' title='Review about heredity'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-8775072915019582698</id><published>2011-12-30T13:30:00.000+08:00</published><updated>2011-12-30T13:30:33.651+08:00</updated><title type='text'>Heredity</title><content type='html'>&lt;b&gt;Heredity&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div id=&quot;__ss_10472100&quot; style=&quot;width: 425px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/coachpointer/genetics-and-heredity-10472100&quot; target=&quot;_blank&quot; title=&quot;Genetics and heredity&quot;&gt;Genetics and heredity&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/10472100&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/coachpointer&quot; target=&quot;_blank&quot;&gt;Karl Pointer&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Mendelian Genetics&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div id=&quot;__ss_30162&quot; style=&quot;width: 425px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/cgales/classical-genetics&quot; target=&quot;_blank&quot; title=&quot;Classical Genetics&quot;&gt;Classical Genetics&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/30162&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/cgales&quot; target=&quot;_blank&quot;&gt;cgales&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/8775072915019582698/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/heredity.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/8775072915019582698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/8775072915019582698'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/heredity.html' title='Heredity'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-8900308719616455404</id><published>2011-12-30T09:28:00.000+08:00</published><updated>2011-12-30T09:28:13.456+08:00</updated><title type='text'>Introduction to the Human Body</title><content type='html'>&lt;div align=&quot;left&quot; style=&quot;background-color: white; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 16px; margin-bottom: 15px; margin-top: 10px;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;1.&amp;nbsp; The human body is made up of a head, neck, torso, two arms and two legs.&amp;nbsp; The average height of an adult human is about 5 to 6 feet tall.&amp;nbsp; The human body is made to stand erect, walk on two feet, use the arms to carry and lift, and has opposable thumbs (able to grasp).&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand; font-size: 8pt;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;2.&amp;nbsp; The adult body is made up of:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand; font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;100 trillion cells,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand; font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;206 bones,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand; font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;600 muscles, and &amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand; font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;22 internal organs.&lt;br /&gt;
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3.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand; font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;There are many systems in the human body:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Circulatory System (heart, blood, vessels)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Respiratory System (nose, trachea, lungs)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Immune System (many types of protein, cells, organs, tissues)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Skeletal System (bones)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Excretory System (lungs, large intestine, kidneys)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Urinary System (bladder, kidneys)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Muscular System&amp;nbsp;(muscles)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Endocrine System (glands)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Digestive System (mouth, esophogus, stomach, intestines)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;Nervous System (brain, spinal cord, nerves)&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;Reproductive System (male and female reproductive organs)&lt;br /&gt;
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4.&amp;nbsp; Every square inch of the human body has about 19 million skin cells.&lt;br /&gt;
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5.&amp;nbsp; Every hour about 1 billion cells in the human body must be replaced.&lt;br /&gt;
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6.&amp;nbsp; The average human head has about 100,000 hairs.&lt;br /&gt;
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7.&amp;nbsp; The circulatory system of arteries, veins, and capillaries is about 60,000 miles long.&lt;br /&gt;
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8.&amp;nbsp; The heart beats more than 2.5 billion times in an average lifetime.&lt;br /&gt;
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9.&amp;nbsp; There are about 9,000 taste buds on the surface of the tongue, in the throat, and on the roof of the mouth.&lt;br /&gt;
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10.&amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-family: &#39;Comic Sans MS&#39;; font-size: small;&quot;&gt;&lt;span style=&quot;font-size: 13.5pt;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;The strongest muscle in the body is the tongue.&lt;br /&gt;
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11.&amp;nbsp; The human heart creates enough pressure when it pumps out to the body to squirt blood 30 feet.&lt;br /&gt;
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12.&amp;nbsp; You blink over 10,000,000 times a year.&lt;br /&gt;
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13.&amp;nbsp; The human brain weighs about 3 pounds.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: 10pt;&quot;&gt;14.&amp;nbsp; It takes about 20 seconds for a red blood cell to circle the whole body.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
15.&amp;nbsp; Only 10% of the population are left handed.&lt;br /&gt;
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16.&amp;nbsp;&amp;nbsp;One fourth&amp;nbsp;of the bones in your body are in your feet.&lt;br /&gt;
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17.&amp;nbsp; Children&amp;nbsp;tend to grow faster in the spring.&lt;br /&gt;
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18.&amp;nbsp; The most sensitive finger on the human hand is the index finger.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;left&quot; style=&quot;background-color: white; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 16px; margin-bottom: 15px; margin-top: 10px;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;19. &amp;nbsp;More men are color-blind than women.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;left&quot; style=&quot;background-color: white; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 16px; margin-bottom: 15px; margin-top: 10px;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;20. &amp;nbsp;More people have brown eyes than any other color.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrf1rGzmSHg2oJQKurtf_A9_lKHmUgyW89YjI3lhcAZ-TuE3Ml-SSqlfmgzQmz-cYtbHtyPztlNyud0OWdXYR-jJy0s4huU_yjI_5Fl3w1jDHRgjLjudFlTSNzw45MZF8MJNDoDX8QIDnG/s1600/715pxHuman_body_features.jp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;335&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrf1rGzmSHg2oJQKurtf_A9_lKHmUgyW89YjI3lhcAZ-TuE3Ml-SSqlfmgzQmz-cYtbHtyPztlNyud0OWdXYR-jJy0s4huU_yjI_5Fl3w1jDHRgjLjudFlTSNzw45MZF8MJNDoDX8QIDnG/s400/715pxHuman_body_features.jp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align=&quot;left&quot; style=&quot;background-color: white; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 16px; margin-bottom: 15px; margin-top: 10px;&quot;&gt;&lt;span lang=&quot;EN&quot; style=&quot;font-size: 10pt;&quot;&gt;&lt;span style=&quot;font-family: &#39;comic sans ms&#39;, sand;&quot;&gt;&lt;span style=&quot;font-size: 10pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/8900308719616455404/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/introduction-to-human-body.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/8900308719616455404'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/8900308719616455404'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/introduction-to-human-body.html' title='Introduction to the Human Body'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrf1rGzmSHg2oJQKurtf_A9_lKHmUgyW89YjI3lhcAZ-TuE3Ml-SSqlfmgzQmz-cYtbHtyPztlNyud0OWdXYR-jJy0s4huU_yjI_5Fl3w1jDHRgjLjudFlTSNzw45MZF8MJNDoDX8QIDnG/s72-c/715pxHuman_body_features.jp" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-2596607444589203046</id><published>2011-12-30T09:05:00.000+08:00</published><updated>2011-12-30T09:05:53.928+08:00</updated><title type='text'>Animal Behavior</title><content type='html'>&lt;b style=&quot;background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;&quot;&gt;Animal Behavior&lt;/b&gt;&lt;span style=&quot;background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;&quot;&gt;&amp;nbsp;is the scientific study of the wild and wonderful ways in which animals interact with each other, with other living beings, and with the environment. It explores how animals relate to their physical environment as well as to other organisms, and includes topics such as how animals find and defend resources, avoid predators, choose mates, reproduce, and care for their young.&lt;/span&gt; &lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;&quot;&gt;Behaviors exist on a continuum from being to a large extent contingent on genetic factors (i.e., instinctive), to others which are mostly acquired through experience. Instinctive components are those that are exhibited without the benefit of, or need for, prior experience. They come to the fore when, for instance, newly hatched, inexperienced individuals of a particular species of spider construct their webs with little variation, despite the lack of a tutor. Learned behaviors are those that are acquired through interactions with the surrounding world.&lt;/span&gt;&lt;br /&gt;
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&lt;div style=&quot;background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;&lt;b&gt;Nature vs. Nurture&lt;/b&gt;&amp;nbsp;describes a debate about the degree to which individual differences in physical and behavioral traits are the product of an individual&#39;s innate qualities (&quot;nature&quot;) versus those shaped by personal experiences (&quot;nurture&quot;). This dichotomy aims to delineate how much of the human (psychological) make-up is the result of environmental influences and how much is a result of phylogenetic heritage. In today&#39;s view there are multiple problems with phrasing the issue in this either-or form. Most significant of all, as the two are NOT mutually exclusive concepts. It is now clear that in every instance both influences play significant roles as all development represents a complex interaction between inherited factors and environmental conditions.&lt;/div&gt;&lt;div style=&quot;background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;&lt;b&gt;Inherited and Learned Behavior:&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;&lt;span style=&quot;font-family: sans-serif; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 19px;&quot;&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div id=&quot;__ss_3999474&quot; style=&quot;width: 425px;&quot;&gt;&lt;span style=&quot;font-family: sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/smithbio/ap-chap-51-animal-behavior&quot; target=&quot;_blank&quot; title=&quot;Ap chap 51 animal behavior&quot;&gt;Ap chap 51 animal behavior&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/3999474&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/smithbio&quot; target=&quot;_blank&quot;&gt;smithbio&lt;/a&gt; &lt;/div&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px; margin-bottom: 0.5em; margin-top: 0.4em;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/2596607444589203046/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/animal-behavior.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/2596607444589203046'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/2596607444589203046'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/animal-behavior.html' title='Animal Behavior'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-2055668837501770483</id><published>2011-12-30T07:45:00.000+08:00</published><updated>2011-12-30T07:45:40.856+08:00</updated><title type='text'>Kingdom Animalia</title><content type='html'>&lt;div id=&quot;__ss_285326&quot; style=&quot;width: 425px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/MrDPMWest/animal-apbio&quot; target=&quot;_blank&quot; title=&quot;Animal APBio&quot;&gt;Animal APBio&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/285326&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/MrDPMWest&quot; target=&quot;_blank&quot;&gt;Anthony DePhillips&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div id=&quot;__ss_1031630&quot; style=&quot;width: 425px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/pisgahscience/19-lecture-ppt&quot; target=&quot;_blank&quot; title=&quot;19 Lecture Ppt&quot;&gt;19 Lecture Ppt&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/1031630&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/pisgahscience&quot; target=&quot;_blank&quot;&gt;Wesley McCammon&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;div id=&quot;__ss_8764046&quot; style=&quot;width: 425px;&quot;&gt; &lt;strong style=&quot;display: block; margin: 12px 0 4px;&quot;&gt;&lt;a href=&quot;http://www.slideshare.net/anaruperez/vertebrates-8764046&quot; target=&quot;_blank&quot; title=&quot;Vertebrates&quot;&gt;Vertebrates&lt;/a&gt;&lt;/strong&gt; &lt;iframe frameborder=&quot;0&quot; height=&quot;355&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://www.slideshare.net/slideshow/embed_code/8764046&quot; width=&quot;425&quot;&gt;&lt;/iframe&gt; &lt;div style=&quot;padding: 5px 0 12px;&quot;&gt; View more &lt;a href=&quot;http://www.slideshare.net/&quot; target=&quot;_blank&quot;&gt;presentations&lt;/a&gt; from &lt;a href=&quot;http://www.slideshare.net/anaruperez&quot; target=&quot;_blank&quot;&gt;anaruperez&lt;/a&gt; &lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/2055668837501770483/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/kingdom-animalia.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/2055668837501770483'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/2055668837501770483'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/kingdom-animalia.html' title='Kingdom Animalia'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-496287278127743104</id><published>2011-12-30T06:49:00.000+08:00</published><updated>2011-12-30T06:49:17.034+08:00</updated><title type='text'>Seeds and Fruits</title><content type='html'>&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;Plants in the division Anthophyta (angiosperms) have evolved complex mechanisms to provide for protection and dispersal of their offspring. The two key features of this system are the production of embryos within seeds, and the enclosing of these seeds in ovaries which mature into fruits. Both the hard seed coat and internal nutrient supplies of seeds, and the hard or fleshy fruit create an effective buffer preventing harsh environmental conditions from causing damage to the enclosed embryo. In addition, both seeds and fruits often include specific mechanisms to facilitate seed dispersal..&lt;/span&gt;&lt;br style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot; /&gt;&lt;br style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot; /&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;Seeds&lt;/b&gt;&lt;br style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot; /&gt;&lt;br style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot; /&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;In angiosperms, seeds consist primarily of the external&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;seed coat&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;, the&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;embryo&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;, and a nutritive tissue called the&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;endosperm&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;. The embryo consists of a primary root (&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;radicle&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;) one or two embryonic leaves (&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;cotyledons&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;) , a stem-like portion below the cotyledons (the&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;hypocotyl&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;) , and a stem-like portion above the cotyledons (the&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;epicotyl&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;). Plants in the class Monocotyledones (&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;monocots&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;) contain just one cotyledon; plants in the class Dicotyledones (&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;dicots&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;) contain two cotyledons. In many of the monocots, the epicotyl and any developing leaves it bears are surrounded by a protective sheath called a&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;coleoptile&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;; the radicle is surrounded by another protective sheath called a&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;coleorhiza&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;.&lt;/span&gt;&lt;br style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot; /&gt;&lt;br style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot; /&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;The endosperm results from divisions of a&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: small;&quot;&gt;primary endosperm nucleus&lt;/b&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;. This nucleus arises when the two polar nuclei of the megagametophyte fuse with a sperm nucleus, a process which occurs simultaneously with the fusion of the egg with the other sperm nucleus. In the seeds of some plants, such as corn, the endosperm forms a large portion of the mature seed and serves as the major source of nutrition for the embryo during seed germination. In the seeds of other plants, such as pea and bean, the endosperm has been almost entirely consumed by the time the seed is mature. In these seeds the cotyledons are enlarged and fleshy and serve as the major nutrient source during germination.&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2Wp9_Y8q0woYZ_4hHh0Qeo-4OjY6o_5dFXkVbauuKmiabrdF65MJW0Jel9u-kTYaw49oBdR8Ll1fM_0WocCOSM8m3zIsEpvVT41lQMU4FjumAU_InqKMQiXLyKVHBZ8tXqFhnM4THCOf/s1600/seeds+monocot+and+dicot.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;376&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2Wp9_Y8q0woYZ_4hHh0Qeo-4OjY6o_5dFXkVbauuKmiabrdF65MJW0Jel9u-kTYaw49oBdR8Ll1fM_0WocCOSM8m3zIsEpvVT41lQMU4FjumAU_InqKMQiXLyKVHBZ8tXqFhnM4THCOf/s640/seeds+monocot+and+dicot.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;background-color: #faffe3; font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;&lt;br /&gt;
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&lt;div style=&quot;background-color: #faffe3;&quot;&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;&lt;b&gt;Fruits&lt;/b&gt;&lt;br /&gt;
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Fruits are formed when an ovary undergoes changes, becoming either dry and hardened or enlarged and fleshy. This maturation process is generally triggered by signals accompanying seed formation. The nature of the fruit in a particular plant will depend, to a large extent, on the nature of the ovary from which it develops. For example, the placentation of the ovules carried in a particular ovary will determine the eventual placement of seeds within the fruit. Also, the number of locules in the ovary will be apparent in the fruit.&lt;br /&gt;
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There are several key features which are used to classify fruits. These include:&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;background-color: #faffe3;&quot;&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;1. The&amp;nbsp;&lt;b&gt;composition&lt;/b&gt;&amp;nbsp;of the fruit

A&amp;nbsp;&lt;b&gt;true fruit&lt;/b&gt;&amp;nbsp;is one that forms from ovary tissue alone, while an&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/images/38_10bFruitDevelopment-L.jpg&quot;&gt;accessory fruit&lt;/a&gt;&amp;nbsp;is one that includes modified tissue of other floral parts (usually the receptacle).

2. The&amp;nbsp;&lt;b&gt;origin&lt;/b&gt;&amp;nbsp;of the fruit

A&amp;nbsp;&lt;b&gt;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/images/38_10aFruitDevelopment-L.jpg&quot;&gt;simple fruit&lt;/a&gt;&lt;/b&gt;&amp;nbsp;is one that forms from a single ovary; an&amp;nbsp;&lt;b&gt;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/images/38_10aFruitDevelopment-L.jpg&quot;&gt;aggregate fruit&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(e.g. the&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/aggreg_raspberryberry.html&quot;&gt;raspberry&lt;/a&gt;, the&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/aggreg_strawberry.html&quot;&gt;strawberry&lt;/a&gt;&amp;nbsp;with its development from&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/aggreg_straw_flow_to_fruit.html&quot;&gt;flower to fruit&lt;/a&gt;) forms from several ovaries of a multipistillate flower; a&amp;nbsp;&lt;b&gt;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/images/38_10bFruitDevelopment-L.jpg&quot;&gt;multiple fruit&lt;/a&gt;&amp;nbsp;&lt;/b&gt;(e.g. the&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/multiple_pineapple.html&quot;&gt;pineapple&lt;/a&gt;) forms from the ovaries of several different flowers within an inflorescence.

3. The&amp;nbsp;&lt;b&gt;texture&lt;/b&gt;&amp;nbsp;of the fruit

Some fruits are dry, whereas others are fleshy.&lt;/span&gt;&lt;/ul&gt;&lt;div style=&quot;background-color: #faffe3;&quot;&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;The following is a key to some specific fruit types.&lt;br /&gt;
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I.&amp;nbsp;&lt;b&gt;Dry fruits&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;background-color: #faffe3;&quot;&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;A.&amp;nbsp;&lt;b&gt;Indehiscent fruits&lt;/b&gt;&amp;nbsp;(these are fruits which do not open at maturity)&lt;/span&gt;
&lt;ul&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;1.&amp;nbsp;&lt;b&gt;Achene&lt;/b&gt;&amp;nbsp;- a small, dry, hard, indehiscent fruit, one-seeded, nut-like, often mistaken for a seed. Examples:&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/achene_sunflower.html&quot;&gt;sunflower&lt;/a&gt;, lettuce, strawberry,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/achene_buttercup.html&quot;&gt;buttercup&lt;/a&gt;.

2.&amp;nbsp;&lt;b&gt;Caryopsis (grain)&lt;/b&gt;&amp;nbsp;- an achene in which the ovary wall and seed coat are inseparable. Examples:&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/caryopsis_wheat.html&quot;&gt;wheat&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/caryopsis_corn.html&quot;&gt;corn&lt;/a&gt;.

3.&amp;nbsp;&lt;b&gt;Nut&lt;/b&gt;&amp;nbsp;- a large, indehiscent achene, commonly one-seeded.
Examples: chestnut,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/nut_acorn.html&quot;&gt;acorn of oak&lt;/a&gt;.

4.&amp;nbsp;&lt;b&gt;Samara&lt;/b&gt;&amp;nbsp;- a winged achene or nut. Examples:&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/samara_acer.html&quot;&gt;maple&lt;/a&gt;, elm,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/samara_ash.html&quot;&gt;ash&lt;/a&gt;.&lt;/span&gt;&lt;/ul&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;B.&amp;nbsp;&lt;b&gt;Dehiscent fruits&lt;/b&gt;&amp;nbsp;(these are fruits which do open at maturity to shed their seeds)&lt;/span&gt;
&lt;ul&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;1.&amp;nbsp;&lt;b&gt;Follicle&lt;/b&gt;&amp;nbsp;- derived from one carpel, several seeded, opening along one side at maturity. Examples:&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/follicle_milkweed.html&quot;&gt;milkweed&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/follicle_proboscidea.html&quot;&gt;proboscidea&lt;/a&gt;, larkspur.

2.&amp;nbsp;&lt;b&gt;Legume&lt;/b&gt;&amp;nbsp;- derived from one carpel, usually several-seeded, opening along two sides at maturity. Examples: bean,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/legume_pea.html&quot;&gt;pea&lt;/a&gt;.

3.&amp;nbsp;&lt;b&gt;Capsule&lt;/b&gt;&amp;nbsp;- developed from a pistil of two or more united carpels, each opening at maturity. Examples: lily,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/capsule_iris.html&quot;&gt;iris&lt;/a&gt;.&lt;/span&gt;&lt;/ul&gt;&lt;/ul&gt;&lt;div style=&quot;background-color: #faffe3;&quot;&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;II.&amp;nbsp;&lt;b&gt;Fleshy or partly fleshy fruits&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;ul style=&quot;background-color: #faffe3;&quot;&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;A.&amp;nbsp;&lt;b&gt;Berry&lt;/b&gt;&amp;nbsp;- ovary wall becomes fleshy throughout, one to many seeds.
Examples:&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/berry_grape.html&quot;&gt;grape&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/berry_eggplant.html&quot;&gt;eggplant&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/berry_persimmon.html&quot;&gt;persimmon&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/berry_tomato.html&quot;&gt;tomato&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/berry_carambola.html&quot;&gt;carambola&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/berry_kiwi.html&quot;&gt;kiwi fruit&lt;/a&gt;.

B.&amp;nbsp;&lt;b&gt;Pepo&lt;/b&gt;&amp;nbsp;- an accessory berry, in which the ovary wall and floral tube are adherent, with a hard rind. Applied to fruits of the gourd family.
Examples:&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/pepo_cucumber.html&quot;&gt;cucumber&lt;/a&gt;&amp;nbsp;(also&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/pepo_cucumber_cs.html&quot;&gt;cucumber in c.s&lt;/a&gt;.),&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/pepo_squash.html&quot;&gt;squash&lt;/a&gt;, pumpkin,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/pepo_cantaloupe.html&quot;&gt;cantaloupe&lt;/a&gt;.

C.&amp;nbsp;&lt;b&gt;Hesperidium&lt;/b&gt;&amp;nbsp;- a modified berry, in which the outer part of the ovary wall becomes leathery. Applied to fruits of the citrus family.
Examples:&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/hesperidium_grapefruit.html&quot;&gt;grapefruit&lt;/a&gt;, lemon.

D.&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/drupes.html&quot;&gt;&lt;b&gt;Drupe&lt;/b&gt;&lt;/a&gt;&amp;nbsp;- a fruit from a single carpel, in which the outer wall of the ovary has become fleshy and the inner part stony at maturity. Often termed a &quot;stone fruit&quot;. Examples: plum, peach, almond,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/drupe_cherry.html&quot;&gt;cherry&lt;/a&gt;.

E.&amp;nbsp;&lt;b&gt;Pome&lt;/b&gt;&amp;nbsp;- an accessory fruit derived from a compound pistil of several carpels, parts of which are stony or membranous and parts of which are fleshy; the whole permanently enclosed in the fleshy floral tube or receptacle. Examples:&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/pome_pear.html&quot;&gt;pear&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;http://www.esu.edu/~milewski/intro_biol_two/lab_4_seeds_fruits/pome_apple.html&quot;&gt;apple&lt;/a&gt;, quince, hawthorn.&lt;/span&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjadARDh5YLj6h_AIhEwSAbo_vizzpUDWgNsnOSzsZENUhpkoilgZUbuDSGjAqJPgkS0KI9lbUkoKUEsaL7y-UmKzZIPQQT67L2DE_QYcyB211XwlE3Pyo7vfXAqLtC69EIT702TGbfWdOz/s1600/fruit.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjadARDh5YLj6h_AIhEwSAbo_vizzpUDWgNsnOSzsZENUhpkoilgZUbuDSGjAqJPgkS0KI9lbUkoKUEsaL7y-UmKzZIPQQT67L2DE_QYcyB211XwlE3Pyo7vfXAqLtC69EIT702TGbfWdOz/s640/fruit.jpg&quot; width=&quot;634&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Verdana, Arial, Helvetica; font-size: x-small;&quot;&gt;
&lt;/span&gt;&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/496287278127743104/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/seeds-and-fruits.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/496287278127743104'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/496287278127743104'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/seeds-and-fruits.html' title='Seeds and Fruits'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2Wp9_Y8q0woYZ_4hHh0Qeo-4OjY6o_5dFXkVbauuKmiabrdF65MJW0Jel9u-kTYaw49oBdR8Ll1fM_0WocCOSM8m3zIsEpvVT41lQMU4FjumAU_InqKMQiXLyKVHBZ8tXqFhnM4THCOf/s72-c/seeds+monocot+and+dicot.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-6419318321857526719</id><published>2011-12-30T06:20:00.000+08:00</published><updated>2011-12-30T06:20:21.351+08:00</updated><title type='text'>The Flower</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ8Q2XS4MYmGauJL7JasspYegjpCSZvXkIKrTbcM2_ZgBijW9mN74xhZd6Vif3ZhF3li3cPTGg5Hc_i9glRIXaNNt8y_1ysCcFwbe8V8oWKnXKHlQ8gi9Q5YVl3tOl2Dlhgu4sscsNOw9X/s1600/Floweranatomy_bw.GIF&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;202&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ8Q2XS4MYmGauJL7JasspYegjpCSZvXkIKrTbcM2_ZgBijW9mN74xhZd6Vif3ZhF3li3cPTGg5Hc_i9glRIXaNNt8y_1ysCcFwbe8V8oWKnXKHlQ8gi9Q5YVl3tOl2Dlhgu4sscsNOw9X/s320/Floweranatomy_bw.GIF&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 12pt;&quot;&gt;The Flower:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 12pt;&quot;&gt;&lt;br /&gt;
The flower is the reproductive unit of some plants (angiosperms). Parts of the flower include&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp; petals, sepals&lt;span style=&quot;background: white;&quot;&gt; one or more&lt;/span&gt;&amp;nbsp; carpels&amp;nbsp;&lt;span style=&quot;background: white;&quot;&gt;(the female reproductive organs), and stamens (the male reproductive organs).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 12pt;&quot;&gt;The Female Reproductive Organs:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 12pt;&quot;&gt;&lt;br /&gt;
The pistil is the collective term for the carpel(s). Each carpel includes an&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;ovary &lt;span style=&quot;background: white;&quot;&gt;(where the ovules are produced; ovules are the female reproductive cells, the eggs), a style&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;background: white;&quot;&gt;(a tube on top of the ovary), and a&lt;/span&gt;&amp;nbsp; stigma&amp;nbsp;&lt;span style=&quot;background: white;&quot;&gt;(which receives the pollen during fertilization).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 12pt;&quot;&gt;The Male Reproductive Organs:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 12pt;&quot;&gt;&lt;br /&gt;
&amp;nbsp;Stamens are the male reproductive parts of flowers. A stamen consists of an anther (which produces pollen) and a filament. The pollen consists of the male reproductive cells; they fertilize ovules.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 12pt;&quot;&gt;Fertilization:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 12pt;&quot;&gt;&lt;br /&gt;
Pollen must fertilize an ovule to produce a viable seed. This process is called pollination, and is often aided by animals like bees, which fly from flower to flower collecting sweet nectar. As they visit flowers, they spread pollen around, depositing it on some stigmas. After a male&#39;s pollen grains have landed on the stigma during fertilization, pollen tubes develop within the style, burrowing down to the ovary, where the sperm fertilizes an ovum (an egg cell), in the ovule. After fertilization, the ovule develops into a seed in the ovary.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Types of Flowers:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&lt;br /&gt;
Some flowers (called&amp;nbsp; perfect flowers) have both male and female reproductive organs; some flowers (called imperfect flowers) have only male reproductive organs or only female reproductive organs. Some plants have both male and female flowers, while other have males on one plant and females on another.&amp;nbsp; While Complete flowers have&amp;nbsp; stamens, a&amp;nbsp; pistil, petals and&amp;nbsp; sepals.&amp;nbsp; Incomplete flowers &amp;nbsp;lack one of these parts.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: #bfffbf; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #336633; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Pollination and flower structure&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #008f00; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: #bfffbf; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: #bfffbf; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Although many angiosperms have the potential to self-fertilize, most plants cross-fertilize. To transfer pollen from flower to flower, angiosperms make use of wind dispersal and animal pollinators. Animals which pollinate flowers include insects, birds, and mammals. One of the important functions of flowers is to attract animal pollinators. Because of this, flower structure, color, and odor vary dramatically in correlation with the primary pollinators. For example, flowers which are pollinated by flies smell like rotting meat, while some flowers pollinated by wasps mimic the appearance of a female wasp (potential mate). The benefits to pollinators include nutrition from nectar and pollen.&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color: #008f00; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: #bfffbf; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: #bfffbf; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;It is often possible to determine what type of pollination/pollinator a plant uses by the structure, color, shape, and smell of the flower. You should be familiar with this table:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: #bfffbf; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; width: 448px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td style=&quot;border-right: none; border: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Flower   Trait&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-left: none; border: solid windowtext 1.0pt; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Pollinator&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border-left: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Reduced   sepals and petals&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Wind&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border-left: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Large   sepals or petals&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Animal&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border-left: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;   Petals white&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Moth   or bat&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border-left: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;   Petals colored&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border-left: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;   Flower tubular&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border-left: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;   Sweet odor&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Butterfly&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td style=&quot;border-left: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;   No odor&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; padding: 0in 5.4pt 0in 5.4pt;&quot; valign=&quot;top&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Hummingbird&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
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&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: #BFFFBF; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Inside the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;anther&lt;/b&gt;,&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;microspores&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;are produced through meiosis. These microspores give rise to the&lt;/span&gt;&lt;b&gt;microgametophyte&lt;/b&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;– the pollen grain.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: #BFFFBF; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;The female reproductive organ, the&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;ovary&lt;/b&gt;, contains developing&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;ovules&lt;/b&gt;. Each ovule produces megaspores (haploid) through meiosis. One megaspore survives in each ovule and develops into a multi-nucleated &lt;b&gt;megagametophyte&lt;/b&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: #BFFFBF; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;When pollen reaches the stigma, it grows a pollen tube to extend down the style. Two sperm nuclei enter the ovule: one fuses with the egg to produce the zygote, the other fuses with two polar nuclei to make the 3n&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;endosperm&lt;/b&gt;. The endosperm is part of the seed and provides nutrition for the sporophyte embryo. The fusion of two sperm nuclei with megagametophyte nuclei is called&lt;span class=&quot;apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;double fertilization.&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;background: #BFFFBF; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;Following fertilization, the zygote develops into an embryo, the endosperm grows, the ovule forms a seed, and the ovary develops into a fruit.&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/6419318321857526719/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/flower.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6419318321857526719'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6419318321857526719'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/flower.html' title='The Flower'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ8Q2XS4MYmGauJL7JasspYegjpCSZvXkIKrTbcM2_ZgBijW9mN74xhZd6Vif3ZhF3li3cPTGg5Hc_i9glRIXaNNt8y_1ysCcFwbe8V8oWKnXKHlQ8gi9Q5YVl3tOl2Dlhgu4sscsNOw9X/s72-c/Floweranatomy_bw.GIF" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-8192863465111140200</id><published>2011-12-30T05:42:00.000+08:00</published><updated>2011-12-30T05:42:41.360+08:00</updated><title type='text'>Leaves</title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOTURnnYErD5VzGC0IjI0-PFLMuSpMJIoP_Lfsomombtd7uQL4MtCbst-j9xmYVjvyDlYkTPN16K_4AfrLqUbOdOBhoOciP_MK96i3UmPHZZvTwp4yunuLSqCFBVKjYShhDbzQza6W0Rjy/s1600/leaf-morphology.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;584&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOTURnnYErD5VzGC0IjI0-PFLMuSpMJIoP_Lfsomombtd7uQL4MtCbst-j9xmYVjvyDlYkTPN16K_4AfrLqUbOdOBhoOciP_MK96i3UmPHZZvTwp4yunuLSqCFBVKjYShhDbzQza6W0Rjy/s640/leaf-morphology.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Add caption&lt;/td&gt;&lt;/tr&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirfOLxsPKzUWehyphenhyphenbSPbN3DOKHm85R3N1mycUWr_N_G8xFqo2N_YMuiYBfWiD-iX6Uuv-WXnLZ7D-uZCBXRcBs6LBpozZnzqlnkNA3KpKbisE4O2POQorOM6njVplm6RZX5q_uVg64jZpb4/s1600/a_glossary_leaf_shapes.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirfOLxsPKzUWehyphenhyphenbSPbN3DOKHm85R3N1mycUWr_N_G8xFqo2N_YMuiYBfWiD-iX6Uuv-WXnLZ7D-uZCBXRcBs6LBpozZnzqlnkNA3KpKbisE4O2POQorOM6njVplm6RZX5q_uVg64jZpb4/s400/a_glossary_leaf_shapes.jpg&quot; width=&quot;308&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/8192863465111140200/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/leaves.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/8192863465111140200'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/8192863465111140200'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/leaves.html' title='Leaves'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOTURnnYErD5VzGC0IjI0-PFLMuSpMJIoP_Lfsomombtd7uQL4MtCbst-j9xmYVjvyDlYkTPN16K_4AfrLqUbOdOBhoOciP_MK96i3UmPHZZvTwp4yunuLSqCFBVKjYShhDbzQza6W0Rjy/s72-c/leaf-morphology.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-6394608037065571735</id><published>2011-12-28T23:16:00.000+08:00</published><updated>2011-12-28T23:16:47.597+08:00</updated><title type='text'>Terrariums</title><content type='html'>&lt;div class=&quot;step_content &quot; style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; margin-bottom: 1em; margin-top: 0.6em; padding-bottom: 0px; padding-left: 20px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: #3c3c3c; font-family: Verdana, Geneva, sans-serif; font-size: 14px; margin-bottom: 12pt; margin-left: 0in; margin-right: 0in; margin-top: 0.1in; text-align: justify; vertical-align: baseline;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjijYZ2IxjROICgSKhfxv11WugnPHOj9NnBqi0Xg837YDL4NprH342S3rkax46QaAAggsEQNtGJypT5bXDgEvfGgLh0hBz6qr526fa2dDWJaG0A0J6SPTRuBEJS7mF8d143sUs07Z6nIh-y/s1600/gasl_terrarium_10.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjijYZ2IxjROICgSKhfxv11WugnPHOj9NnBqi0Xg837YDL4NprH342S3rkax46QaAAggsEQNtGJypT5bXDgEvfGgLh0hBz6qr526fa2dDWJaG0A0J6SPTRuBEJS7mF8d143sUs07Z6nIh-y/s320/gasl_terrarium_10.jpg&quot; width=&quot;302&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;Terrariums are a great way to bring life to your tiny cubbyhole in the office, or a bare space at home. They are very easy and inexpensive to make. Basically, all you need is a clear container, sand, pebbles, gravel, activated charcoal, potting soil, plants, and decorative elements.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;ol start=&quot;1&quot; style=&quot;color: #3c3c3c; font-family: Verdana, Geneva, sans-serif; font-size: 14px; margin-top: 0in;&quot; type=&quot;1&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 14.55pt; margin-bottom: 0.0001pt; margin-right: 24pt; text-align: justify; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;The      first step to making a&amp;nbsp;terrarium&amp;nbsp;is to select a clear container.      Anything can be used as the home of your&amp;nbsp;terrarium as long as it is      clear. Popular choices include a fishbowl, an empty aquarium, or any large      glass container. You can also use dishes, soda bottles,&amp;nbsp;and glass      jars. Of course, your container of choice will depend on whether you want      to create an open-air&amp;nbsp;terrarium, or a closed      environment&amp;nbsp;terrarium.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #3c3c3c; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 14.55pt; margin-bottom: 0.0001pt; margin-left: 36.4pt; margin-right: 24pt; margin-top: 0in; text-align: justify; text-indent: -0.25in; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;2.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;Once you have selected your container, the next step is to create a drainage layer for your terrarium. This is important because it will ensure that your plants will thrive inside your terrarium. You can use pebbles, sand and gravel to make the drainage layer. Adding activated charcoal is also recommended, especially if you are making a closed environment terrarium. The charcoal will filter the air and keep it fresh. Activated charcoal can be bought at any pet shop that sells aquarium supplies.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #3c3c3c; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 14.55pt; margin-bottom: 0.0001pt; margin-left: 36.4pt; margin-right: 24pt; margin-top: 0in; text-align: justify; text-indent: -0.25in; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;3.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;You may also opt to add sphagnum moss on top of your drainage layer. Why? The sphagnum moss will prevent the soil from falling through the cracks in your drainage layer once you start watering the plants. You can also use a very fine screen as an alternative to sphagnum moss. However, this will need to be replaced as it will rust over time.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #3c3c3c; font-family: Verdana, Geneva, sans-serif; font-size: 14px; line-height: 14.55pt; margin-bottom: 0.0001pt; margin-left: 36.4pt; margin-right: 24pt; margin-top: 0in; text-align: justify; text-indent: -0.25in; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;4.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;Now that we&#39;re done with the drainage layer, the next step is to add the potting soil&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;up to 3 inches deep. Create hills and angles by distributing the potting soil unevenly&lt;span style=&quot;border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-image: initial; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; padding-bottom: 0in; padding-left: 0in; padding-right: 0in; padding-top: 0in;&quot;&gt;. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;Any potting soil will do. Just make sure that the potting soil you are using is fresh. You can buy this at any garden store. A world of caution though: if you are planning on creating a desert terrarium, make sure to pick the right potting soil for such plants.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;Use a long handled spoon to dig holes for the roots of your plants.&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;border-color: initial; border-image: initial; border-style: initial; color: #3c3c3c; font-family: Verdana, Geneva, sans-serif; font-size: 14px; outline-color: initial; outline-style: initial; outline-width: 0px;&quot;&gt;  &lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 14.55pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 36.4pt; margin-right: 24.0pt; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;border-color: initial; border-image: initial; border-style: initial; color: #3c3c3c; font-family: Verdana, Geneva, sans-serif; font-size: 14px; outline-color: initial; outline-style: initial; outline-width: 0px;&quot;&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;5.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;Now, you are ready to add plants to your&amp;nbsp;terrarium. Do not just put any plant you want. Create a theme for your&amp;nbsp;terrarium. If you like the tropics, then you can use tropical plants like African violets. For a desert feel, you can use cacti and other succulents.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white; line-height: 14.55pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 36.4pt; margin-right: 24.0pt; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-indent: -.25in; vertical-align: baseline;&quot;&gt;&lt;span style=&quot;border-color: initial; border-image: initial; border-style: initial; color: #3c3c3c; font-family: Verdana, Geneva, sans-serif; font-size: 14px; outline-color: initial; outline-style: initial; outline-width: 0px;&quot;&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;6.&lt;span style=&quot;font: normal normal normal 7pt/normal &#39;Times New Roman&#39;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;Once you have decided on a theme, do not put the plants in just yet. Think how you want your&amp;nbsp;terrarium&amp;nbsp;to look. Here is where your artistic side comes in. You can sketch a design, or you can try arranging the plants inside the container to see which layout appeals to you the most. Once you have found the perfect lay out, then you can start adding your plants in the terrarium.&lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt; Plant your plants in the dirt, gently spreading out their roots, and replace the dirt over their roots.&lt;/span&gt;&lt;span style=&quot;border-color: initial; border-image: initial; border-style: initial; outline-color: initial; outline-style: initial; outline-width: 0px;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;After planting them in, &lt;/span&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; color: black; font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt;&quot;&gt;Mist the inside walls of your terrarium with an ounce or two of distilled water. Do not water your terrarium again until it has begun to dry out.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #515151; font-family: &#39;Arial Narrow&#39;, sans-serif; font-size: 12pt; line-height: 115%;&quot;&gt;Keep your terrarium in indirect sunlight.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; border-bottom-color: windowtext; border-bottom-style: none; border-bottom-width: 1pt; border-image: initial; border-left-color: windowtext; border-left-style: none; border-left-width: 1pt; border-right-color: windowtext; border-right-style: none; border-right-width: 1pt; border-top-color: windowtext; border-top-style: none; border-top-width: 1pt; padding-bottom: 0in; padding-left: 0in; padding-right: 0in; padding-top: 0in;&quot;&gt; &lt;br /&gt;
&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/6394608037065571735/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/terrariums.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6394608037065571735'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6394608037065571735'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/terrariums.html' title='Terrariums'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjijYZ2IxjROICgSKhfxv11WugnPHOj9NnBqi0Xg837YDL4NprH342S3rkax46QaAAggsEQNtGJypT5bXDgEvfGgLh0hBz6qr526fa2dDWJaG0A0J6SPTRuBEJS7mF8d143sUs07Z6nIh-y/s72-c/gasl_terrarium_10.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-6736603084136363985</id><published>2011-12-08T19:19:00.000+08:00</published><updated>2011-12-08T19:19:19.967+08:00</updated><title type='text'>Roots and Types of roots</title><content type='html'>Roots are the principal &lt;a href=&quot;http://www.botgard.ucla.edu/html/botanytextbooks/generalbotany/typesofroots/b0574tx.html&quot;&gt;water-absorbing organs&lt;/a&gt; of a plant.&lt;br /&gt;
&amp;nbsp;There are three primary functions of &lt;a href=&quot;http://www.botgard.ucla.edu/html/botanytextbooks/generalbotany/typesofroots/d1069tx.html&quot;&gt;roots&lt;/a&gt;:   (1) to anchor the plant to a substrate, (2) to absorb water and  dissolved minerals, and (3) to store food reserves.  Typically we see  roots in soil, but there are specialized types of &lt;strong&gt;aerial roots&lt;/strong&gt; (air roots) that &lt;a href=&quot;http://www.botgard.ucla.edu/html/botanytextbooks/generalbotany/typesofroots/a1179tx.html&quot;&gt;enable climbing plants&lt;/a&gt; and epiphytes to become &lt;a href=&quot;http://www.botgard.ucla.edu/html/botanytextbooks/generalbotany/typesofroots/a1171tx.html&quot;&gt;attached to rocks&lt;/a&gt;, &lt;a href=&quot;http://www.botgard.ucla.edu/html/botanytextbooks/generalbotany/typesofroots/a1131tx.html&quot;&gt;bark&lt;/a&gt;, and other nonsoil substrates.  In addition, parasitic plants may form specialized &lt;strong&gt;haustorial roots&lt;/strong&gt; that form an attachment disc to the host during the first stage of colonization.&lt;br /&gt;
&lt;br /&gt;
TYPES OF ROOTS:&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhChNTDs1aJsM-0U6m2BV-4usHbreO6VHxbDXw2oetlwk3yBgwkEXDGtt0gqG5rCXBys6tVsqKKviqhY0X3aQPSgmORrXHKgyTWOk9q0DeOSalDbwkGYGo2VEqoz86pgTlJpoAaLpyK0FdG/s1600/types+of+root2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;376&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhChNTDs1aJsM-0U6m2BV-4usHbreO6VHxbDXw2oetlwk3yBgwkEXDGtt0gqG5rCXBys6tVsqKKviqhY0X3aQPSgmORrXHKgyTWOk9q0DeOSalDbwkGYGo2VEqoz86pgTlJpoAaLpyK0FdG/s640/types+of+root2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&amp;nbsp;OTHER TYPES OF ROOTS:&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBZep1RyggGKP9fuZQcgWIDnW_vHi8lH0URKSeCtTtB0MZKOMBliRGH7s9bc9PalRSjkexuN07zbFWB3bJzLk9gm4GdSsN6ev4hXIidJh-RIDL6v9itaUsREqgNiZI4ICjM3OCcBkTBy-c/s1600/types+of+root1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;563&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBZep1RyggGKP9fuZQcgWIDnW_vHi8lH0URKSeCtTtB0MZKOMBliRGH7s9bc9PalRSjkexuN07zbFWB3bJzLk9gm4GdSsN6ev4hXIidJh-RIDL6v9itaUsREqgNiZI4ICjM3OCcBkTBy-c/s640/types+of+root1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/6736603084136363985/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/roots-and-types-of-roots.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6736603084136363985'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/6736603084136363985'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/roots-and-types-of-roots.html' title='Roots and Types of roots'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhChNTDs1aJsM-0U6m2BV-4usHbreO6VHxbDXw2oetlwk3yBgwkEXDGtt0gqG5rCXBys6tVsqKKviqhY0X3aQPSgmORrXHKgyTWOk9q0DeOSalDbwkGYGo2VEqoz86pgTlJpoAaLpyK0FdG/s72-c/types+of+root2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-2861764878419334805</id><published>2011-12-08T18:58:00.000+08:00</published><updated>2011-12-08T18:58:06.677+08:00</updated><title type='text'>Photosynthesis VS Cellular Respiration</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;h1&gt;Photosynthesis vs Respiration&lt;/h1&gt;&lt;b&gt;Photosynthesis&lt;/b&gt; and &lt;b&gt;respiration&lt;/b&gt; are reactions that complement each other in the environment. They are in reality the same reactions but occurring in reverse. While in photosynthesis carbon dioxide and water yield glucose and oxygen, through the respiration process glucose and oxygen yield carbon dioxide and water. &lt;br /&gt;
They work well since living organisms supply plants with carbon dioxide which undergoes photosynthesis and produces glucose and these plants and bacteria give out oxygen which all living organisms need for respiration. &lt;br /&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;/h2&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;1&quot; class=&quot;MsoNormalTable&quot; style=&quot;mso-cellspacing: .7pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;thead&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;    &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;    &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.diffen.com/difference/Special:EditTable?diffenVal1=Photosynthesis&amp;amp;diffenVal2=Respiration&quot;&gt;&lt;b&gt;Improve    this chart&lt;/b&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;    &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;    &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;Photosynthesis&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;    &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;    &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;Respiration&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/td&gt;   &lt;/tr&gt;
&lt;/thead&gt;  &lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Main function:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Production of food. Energy Capture.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Breakdown of food. Energy release.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Electron Carrier:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;NADPH&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;NADH&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Electron source:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Oxidation H2O at PSII&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;NADH + FADH2&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;What pumps protons across the membrane:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;C&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Complex I, III, IV&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 5;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;What powers ATP synthesase:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;H+ gradient across thylakoid membrane. High H+   concentration in the thylakoid space&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;H+ gradient across the inner mitochondria membrane. High   H+ concentration in the intermembrane space&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 6;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Process:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;The production of organic carbon (glucose and starch) from   inorganic carbon (carbon dioxide) with the use of ATP and NADPH produced in   the light dependent reaction&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;The production of ATP from the oxidation of organic sugar   compounds.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 7;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Fate of oxygen and carbon dioxide:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Carbon dioxide is absorbed and oxygen is released.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Oxygen is absorbed and carbon dioxide is released.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 8;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Occurrence:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Occurs in plants and some bacteria.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Occurs in all living organisms.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 9;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Location:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;chloroplasts&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;mitochondria&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 10;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Product:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;C6H12O6 and O2&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;CO2 and H2O&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 11;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Reactants:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;CO2 and H2O&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;C6H12O6 and O2&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 12;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Equation:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;6CO2 + 6H2O light --&amp;gt; C6H12O6 + 6O2&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;6O2 + C6H12O6 --&amp;gt; 6CO2 +6H2O + energy&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 13;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Production of ATP:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;yes&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;yes, 36-38&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 14;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Requirement of sunlight:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Can occur only in presence of sunlight&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Occurs at all times.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 15;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Chemical reaction:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Carbon dioxide and water combine in presence of sunlight   to produce glucose.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Glucose is broken down into water and carbon dioxide.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 16;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Final electron receptor:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;NADP+&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Oxygen&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 17;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Catalyst:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Reaction takes places in presence of chlorophyll.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;No catalyst is required for respiration reaction.&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 18; mso-yfti-lastrow: yes;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;Stages:&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;2 stages (The light dependent reaction, light independent   reaction).&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot;&gt;3 stages (Glycolysis, Link reaction, Krebs cycle).&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
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&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Photosynthesis&lt;/b&gt; is a process that converts carbon dioxide into organic compounds in presence of sunlight. &lt;b&gt;Respiration&lt;/b&gt; is the set of metabolic reactions that take in cells of living organisms that convert nutrients like sugar into ATP (adenosine tri phosphate) and waste products.&lt;/div&gt;Processes in &lt;b&gt;photosynthesis&lt;/b&gt; are divided on basis of requirement of sunlight while respiration processes are divided on basis of requirement of oxygen. Hence in photosynthesis you have the light dependent reactions and the dark reactions while in &lt;b&gt;respiration&lt;/b&gt; there is aerobic respiration and anaerobic respiration. &lt;br /&gt;
In photosynthesis light dependent reactions, ultra violet light strikes chlorophyll pigments which excites electrons leading to separation of oxygen molecules from carbon dioxide. In the dark reactions, carbon molecules now independent of oxygen are converted into carbohydrates and stored in plant cells as energy and food source. In aerobic cellular respiration oxygen is utilized to convert organic compounds into energy and in anaerobic respiration converts organic compounds into energy without using oxygen. &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;&lt;b&gt;Photosynthesis&lt;/b&gt; takes place in the chloroplasts and organelles of a plant cell. &lt;b&gt;Respiration&lt;/b&gt; takes place in the cytoplasm and mitochondria in the cell of a living organism.&lt;/div&gt;&lt;h2&gt;&lt;span class=&quot;mw-headline&quot;&gt;Reaction kinetics &lt;/span&gt;&lt;/h2&gt;The electron acceptor in photosynthesis is NAD+ while in respiration the electron acceptor is NADH. In cellular respiration reaction 36 molecules of ATP are produced in complete oxidation of one molecule of glucose.</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/2861764878419334805/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/photosynthesis-vs-cellular-respiration.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/2861764878419334805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/2861764878419334805'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/photosynthesis-vs-cellular-respiration.html' title='Photosynthesis VS Cellular Respiration'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-4480522778654485659</id><published>2011-12-08T18:55:00.000+08:00</published><updated>2011-12-08T18:55:09.583+08:00</updated><title type='text'>Electron Transport Chain</title><content type='html'>ELECTRON TRANSPORT SYSTEM&lt;br /&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
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 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
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 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
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 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
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 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
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/&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Introduction:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The majority of the energy conserved during catabolism reactions occurs near the end of the metabolic series of reactions in the electron transport chain. The &lt;b&gt;electron transport&lt;/b&gt; &lt;b&gt;or respiratory chain&lt;/b&gt; gets its name from the fact electrons are transported to meet up with oxygen from respiration at the end of the chain. The overall electron chain transport reaction is:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2 H&lt;sup&gt;+&lt;/sup&gt; + 2 e&lt;sup&gt;+&lt;/sup&gt; + 1/2 O&lt;sub&gt;2&lt;/sub&gt; ---&amp;gt; H&lt;sub&gt;2&lt;/sub&gt;O + energy&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Notice that 2 hydrogen ions, 2 electrons, and an oxygen molecule react to form as a product water with energy released in an exothermic reaction. This relatively straight forward reaction actually requires eight or more steps. The energy released is coupled with the formation of three ATP molecules per every use of the electron transport chain.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;h4&gt;&lt;span class=&quot;mw-headline&quot;&gt;Complex I&lt;/span&gt;&lt;/h4&gt;In &lt;i&gt;Complex I&lt;/i&gt; (&lt;a href=&quot;http://en.wikipedia.org/wiki/NADH_dehydrogenase&quot; title=&quot;NADH dehydrogenase&quot;&gt;NADH dehydrogenase&lt;/a&gt;, also called NADH:ubiquinone oxidoreductase; two electrons are removed from NADH and transferred to a lipid-soluble carrier, &lt;i&gt;ubiquinone&lt;/i&gt; (Q). The reduced product, &lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Ubiquinol&quot; title=&quot;Ubiquinol&quot;&gt;ubiquinol&lt;/a&gt;&lt;/i&gt; (QH&lt;sub&gt;2&lt;/sub&gt;) freely diffuses within the membrane, and Complex I translocates four protons (H&lt;sup&gt;+&lt;/sup&gt;) across the membrane, thus producing a proton gradient. Complex I is one of the main sites at which premature electron leakage to oxygen occurs, thus being one of the main sites of production of harmful superoxide.&lt;br /&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;The pathway of electrons occurs as follows:&lt;br /&gt;
&lt;a href=&quot;http://en.wikipedia.org/wiki/NADH&quot; title=&quot;NADH&quot;&gt;NADH&lt;/a&gt; is oxidized to NAD&lt;sup&gt;+&lt;/sup&gt;, by reducing &lt;a href=&quot;http://en.wikipedia.org/wiki/Flavin_mononucleotide&quot; title=&quot;Flavin mononucleotide&quot;&gt;Flavin mononucleotide&lt;/a&gt; to FMNH&lt;sub&gt;2&lt;/sub&gt; in one two-electron step. FMNH&lt;sub&gt;2&lt;/sub&gt; is then oxidized in two one-electron steps, through a &lt;a href=&quot;http://en.wikipedia.org/wiki/Ubiquinone#Chemical_properties&quot; title=&quot;Ubiquinone&quot;&gt;semiquinone&lt;/a&gt; intermediate. Each electron thus transfers from the FMNH&lt;sub&gt;2&lt;/sub&gt; to an &lt;a href=&quot;http://en.wikipedia.org/wiki/Iron-sulfur_cluster&quot; title=&quot;Iron-sulfur cluster&quot;&gt;Fe-S cluster&lt;/a&gt;, from the Fe-S cluster to ubiquinone (Q). Transfer of the first electron results in the free-radical (&lt;a href=&quot;http://en.wikipedia.org/wiki/Ubiquinone#Chemical_properties&quot; title=&quot;Ubiquinone&quot;&gt;semiquinone&lt;/a&gt;) form of Q, and transfer of the second electron reduces the semiquinone form to the ubiquinol form, QH&lt;sub&gt;2&lt;/sub&gt;. During this process, four protons are translocated from the mitochondrial matrix to the intermembrane space. &lt;br /&gt;
&lt;h4&gt;&lt;span class=&quot;mw-headline&quot;&gt;Complex II&lt;/span&gt;&lt;/h4&gt;In &lt;i&gt;Complex II&lt;/i&gt; (&lt;a href=&quot;http://en.wikipedia.org/wiki/Succinate_dehydrogenase&quot; title=&quot;Succinate dehydrogenase&quot;&gt;succinate dehydrogenase&lt;/a&gt;; &lt;a href=&quot;http://en.wikipedia.org/wiki/EC_number&quot; title=&quot;EC number&quot;&gt;EC&lt;/a&gt; &lt;a href=&quot;http://enzyme.expasy.org/EC/1.3.5.1&quot;&gt;1.3.5.1&lt;/a&gt;) additional electrons are delivered into the quinone pool (Q) originating from succinate and transferred (via &lt;a href=&quot;http://en.wikipedia.org/wiki/FAD&quot; title=&quot;FAD&quot;&gt;FAD&lt;/a&gt;) to Q. Complex II consists of four protein subunits: &lt;a href=&quot;http://en.wikipedia.org/wiki/SDHA&quot; title=&quot;SDHA&quot;&gt;SDHA&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/SDHB&quot; title=&quot;SDHB&quot;&gt;SDHB&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Succinate_dehydrogenase_complex_subunit_C&quot; title=&quot;Succinate dehydrogenase complex subunit C&quot;&gt;SDHC&lt;/a&gt;, and &lt;a href=&quot;http://en.wikipedia.org/wiki/SDHD&quot; title=&quot;SDHD&quot;&gt;SDHD&lt;/a&gt;. Other electron donors (e.g., fatty acids and glycerol 3-phosphate) also direct electrons into Q (via FAD).&lt;br /&gt;
&lt;h4&gt;&lt;span class=&quot;mw-headline&quot;&gt;Complex III&lt;/span&gt;&lt;/h4&gt;In &lt;i&gt;Complex III&lt;/i&gt; (&lt;a href=&quot;http://en.wikipedia.org/wiki/Cytochrome_bc1_complex&quot; title=&quot;Cytochrome bc1 complex&quot;&gt;cytochrome &lt;i&gt;bc&lt;sub&gt;1&lt;/sub&gt;&lt;/i&gt; complex&lt;/a&gt;; &lt;a href=&quot;http://en.wikipedia.org/wiki/EC_number&quot; title=&quot;EC number&quot;&gt;EC&lt;/a&gt; &lt;a href=&quot;http://enzyme.expasy.org/EC/1.10.2.2&quot;&gt;1.10.2.2&lt;/a&gt;), the &lt;a href=&quot;http://en.wikipedia.org/wiki/Q_cycle&quot; title=&quot;Q cycle&quot;&gt;Q-cycle&lt;/a&gt; contributes to the proton gradient by an asymmetric absorption/release of protons. Two electrons are removed from QH&lt;sub&gt;2&lt;/sub&gt; at the Q&lt;sub&gt;O&lt;/sub&gt; site and sequentially transferred to two molecules of &lt;a href=&quot;http://en.wikipedia.org/wiki/Cytochrome_c&quot; title=&quot;Cytochrome c&quot;&gt;cytochrome &lt;i&gt;c&lt;/i&gt;&lt;/a&gt;, a water-soluble electron carrier located within the intermembrane space. The two other electrons sequentially pass across the protein to the Q&lt;sub&gt;i&lt;/sub&gt; site where the quinone part of ubiquinone is reduced to quinol. A proton gradient is formed by two quinol (4H+4e-) oxidations at the Q&lt;sub&gt;o&lt;/sub&gt; site to form one quinol (2H+2e-) at the Q&lt;sub&gt;i&lt;/sub&gt; site. (in total six protons are translocated: two protons reduce quinone to quinol and four protons are released from two ubiquinol molecules).&lt;br /&gt;
Cytochromes are very similar to the structure of myoglobin or hemoglobin. The significant feature is the heme structure containing the iron ions, initially in the +3 state and changed to the +2 state by the addition of an electron. The CoQH&lt;sub&gt;2&lt;/sub&gt; (yellow)passes along the 2 electrons first to cytochrome (blue) b1 heme (magenta), then b2 heme , then to an iron-sulfur protein (green), then to cytochrome c1 (red with black heme), and finally to cytochrome c (not shown). Co Q is represented by the inhibitor antimycin (yellow) in the graphic&lt;br /&gt;
When electron transfer is reduced (by a high membrane potential or respiratory inhibitors such as antimycin A), Complex III may leak electrons to molecular oxygen, resulting in superoxide formation.&lt;br /&gt;
&lt;h4&gt;&lt;span class=&quot;mw-headline&quot;&gt;Complex IV&lt;/span&gt;&lt;/h4&gt;In &lt;i&gt;Complex IV&lt;/i&gt; (&lt;a href=&quot;http://en.wikipedia.org/wiki/Cytochrome_c_oxidase&quot; title=&quot;Cytochrome c oxidase&quot;&gt;cytochrome &lt;i&gt;c&lt;/i&gt; oxidase&lt;/a&gt;;), sometimes called cytochrome A3, four electrons are removed from four molecules of &lt;a href=&quot;http://en.wikipedia.org/wiki/Cytochrome_c&quot; title=&quot;Cytochrome c&quot;&gt;cytochrome &lt;i&gt;c&lt;/i&gt;&lt;/a&gt; and transferred to molecular oxygen (O&lt;sub&gt;2&lt;/sub&gt;), producing two molecules of water. At the same time, four protons are translocated across the membrane, contributing to the proton gradient. The activity of cytochrome c oxidase is inhibited by &lt;a href=&quot;http://en.wikipedia.org/wiki/Cyanide&quot; title=&quot;Cyanide&quot;&gt;cyanide&lt;/a&gt;.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot;&gt;Coupling with oxidative phosphorylation&lt;/span&gt;&lt;/h3&gt;According to the &lt;a href=&quot;http://en.wikipedia.org/wiki/Chemiosmosis&quot; title=&quot;Chemiosmosis&quot;&gt;chemiosmotic coupling hypothesis&lt;/a&gt;, proposed by &lt;a href=&quot;http://en.wikipedia.org/wiki/Nobel_Prize_in_Chemistry&quot; title=&quot;Nobel Prize in Chemistry&quot;&gt;Nobel Prize in Chemistry&lt;/a&gt; winner &lt;a href=&quot;http://en.wikipedia.org/wiki/Peter_D._Mitchell&quot; title=&quot;Peter D. Mitchell&quot;&gt;Peter D. Mitchell&lt;/a&gt;, the electron transport chain and &lt;a href=&quot;http://en.wikipedia.org/wiki/Oxidative_phosphorylation&quot; title=&quot;Oxidative phosphorylation&quot;&gt;oxidative phosphorylation&lt;/a&gt; are coupled by a proton gradient across the inner mitochondrial membrane. The efflux of protons from the mitochondrial matrix creates an &lt;a href=&quot;http://en.wikipedia.org/wiki/Electrochemical_gradient&quot; title=&quot;Electrochemical gradient&quot;&gt;electrochemical gradient&lt;/a&gt; (proton gradient). This gradient is used by the F&lt;sub&gt;O&lt;/sub&gt;F&lt;sub&gt;1&lt;/sub&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/ATP_synthase&quot; title=&quot;ATP synthase&quot;&gt;ATP synthase&lt;/a&gt; complex to make ATP via oxidative phosphorylation. ATP synthase is sometimes described as &lt;i&gt;Complex V&lt;/i&gt; of the electron transport chain.&lt;sup&gt;[&lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:Citation_needed&quot; title=&quot;Wikipedia:Citation needed&quot;&gt;&lt;span title=&quot;This claim needs references to reliable sources from May 2010&quot;&gt;citation needed&lt;/span&gt;&lt;/a&gt;&lt;/i&gt;]&lt;/sup&gt; The F&lt;sub&gt;O&lt;/sub&gt; component of &lt;a href=&quot;http://en.wikipedia.org/wiki/ATP_synthase&quot; title=&quot;ATP synthase&quot;&gt;ATP synthase&lt;/a&gt; acts as an &lt;a href=&quot;http://en.wikipedia.org/wiki/Ion_channel&quot; title=&quot;Ion channel&quot;&gt;ion channel&lt;/a&gt; that provides for a proton flux back into the mitochondrial matrix. This reflux releases &lt;a href=&quot;http://en.wikipedia.org/wiki/Gibb%27s_free_energy&quot; title=&quot;Gibb&#39;s free energy&quot;&gt;free energy&lt;/a&gt; produced during the generation of the oxidized forms of the electron carriers (NAD&lt;sup&gt;+&lt;/sup&gt; and Q). The free energy is used to drive ATP synthesis, catalyzed by the F&lt;sub&gt;1&lt;/sub&gt; component of the complex.&lt;sup&gt;[&lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:Citation_needed&quot; title=&quot;Wikipedia:Citation needed&quot;&gt;&lt;span title=&quot;This claim needs references to reliable sources from May 2010&quot;&gt;citation needed&lt;/span&gt;&lt;/a&gt;&lt;/i&gt;]&lt;/sup&gt;&lt;br /&gt;
Coupling with oxidative phosphorylation is a key step for ATP production. However, in specific cases, uncoupling the two processes may be biologically useful. The uncoupling protein, &lt;a href=&quot;http://en.wikipedia.org/wiki/Thermogenin&quot; title=&quot;Thermogenin&quot;&gt;thermogenin&lt;/a&gt;—present in the inner mitochondrial membrane of &lt;a href=&quot;http://en.wikipedia.org/wiki/Brown_adipose_tissue&quot; title=&quot;Brown adipose tissue&quot;&gt;brown adipose tissue&lt;/a&gt;—provides for an alternative flow of protons back to the inner mitochondrial matrix. This alternative flow results in &lt;a href=&quot;http://en.wikipedia.org/wiki/Thermogenesis&quot; title=&quot;Thermogenesis&quot;&gt;thermogenesis&lt;/a&gt; rather than ATP production and generates heat.&lt;sup&gt;[&lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Wikipedia:Citation_needed&quot; title=&quot;Wikipedia:Citation needed&quot;&gt;&lt;span title=&quot;This claim needs references to reliable sources from May 2010&quot;&gt;citation needed&lt;/span&gt;&lt;/a&gt;&lt;/i&gt;]&lt;/sup&gt; Synthetic uncouplers (e.g., &lt;a href=&quot;http://en.wikipedia.org/wiki/2,4-Dinitrophenol&quot; title=&quot;2,4-Dinitrophenol&quot;&gt;2,4-dinitrophenol&lt;/a&gt;) also exist, and, at high doses, are lethal&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot;&gt;Summary&lt;/span&gt;&lt;/h3&gt;In the mitochondrial electron transport chain electrons move from an electron donor (NADH or QH&lt;sub&gt;2&lt;/sub&gt;) to a terminal electron acceptor (O&lt;sub&gt;2&lt;/sub&gt;) via a series of redox reactions. These reactions are coupled to the creation of a proton gradient across the mitochondrial inner membrane. There are three proton pumps: &lt;i&gt;I&lt;/i&gt;, &lt;i&gt;III&lt;/i&gt;, and &lt;i&gt;IV&lt;/i&gt;. The resulting transmembrane proton gradient is used to make ATP via ATP synthase.&lt;br /&gt;
The reactions catalyzed by &lt;i&gt;Complex I&lt;/i&gt; and &lt;i&gt;Complex III&lt;/i&gt; work roughly at equilibrium. This means that these reactions are readily reversible, by increasing the concentration of the products relative to the concentration of the reactants (for example, by increasing the proton gradient). ATP synthase is also readily reversible. Thus ATP can be used to build a proton gradient, which in turn can be used to make NADH. This process of &lt;i&gt;reverse electron transport&lt;/i&gt; is important in many prokaryotic electron transport chains&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/9aN0FNhHm3g?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/4480522778654485659/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/electron-transport-chain.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/4480522778654485659'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/4480522778654485659'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/electron-transport-chain.html' title='Electron Transport Chain'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-7211717009149181991</id><published>2011-12-08T06:03:00.000+08:00</published><updated>2011-12-08T06:03:43.320+08:00</updated><title type='text'>Krebs Cycle</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;div align=&quot;center&quot; style=&quot;text-align: center;&quot;&gt;The Krebs Cycle or the Citric Acid Cycle (TCA)&lt;/div&gt;The &lt;b&gt;citric acid cycle&lt;/b&gt; — also known as the &lt;b&gt;tricarboxylic acid cycle&lt;/b&gt; (&lt;b&gt;TCA cycle&lt;/b&gt;), the &lt;b&gt;Krebs cycle&lt;/b&gt;, or the &lt;b&gt;Szent-Györgyi-Krebs cycle&lt;/b&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Krebs_cycle#cite_note-isbn0-12-181870-5-0&quot;&gt;&lt;sup&gt;[1]&lt;/sup&gt;&lt;/a&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Krebs_cycle#cite_note-isbn0-904498-22-0-1&quot;&gt;&lt;sup&gt;[2]&lt;/sup&gt;&lt;/a&gt; — is a series of &lt;a href=&quot;http://en.wikipedia.org/wiki/Chemical_reaction&quot; title=&quot;Chemical reaction&quot;&gt;chemical reactions&lt;/a&gt; which is used by all &lt;a href=&quot;http://en.wikipedia.org/wiki/Aerobic_organism&quot; title=&quot;Aerobic organism&quot;&gt;aerobic&lt;/a&gt; living organisms to generate energy through the &lt;a href=&quot;http://en.wikipedia.org/wiki/Redox&quot; title=&quot;Redox&quot;&gt;oxidization&lt;/a&gt; of &lt;a href=&quot;http://en.wikipedia.org/wiki/Acetate&quot; title=&quot;Acetate&quot;&gt;acetate&lt;/a&gt; derived from &lt;a href=&quot;http://en.wikipedia.org/wiki/Carbohydrate&quot; title=&quot;Carbohydrate&quot;&gt;carbohydrates&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Fat&quot; title=&quot;Fat&quot;&gt;fats&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Protein&quot; title=&quot;Protein&quot;&gt;proteins&lt;/a&gt; into &lt;a href=&quot;http://en.wikipedia.org/wiki/Carbon_dioxide&quot; title=&quot;Carbon dioxide&quot;&gt;carbon dioxide&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Water&quot; title=&quot;Water&quot;&gt;water&lt;/a&gt;. In addition, the cycle provides &lt;a href=&quot;http://en.wikipedia.org/wiki/Precursor_%28chemistry%29&quot; title=&quot;Precursor (chemistry)&quot;&gt;precursors&lt;/a&gt; for the biosynthesis of compounds including certain &lt;a href=&quot;http://en.wikipedia.org/wiki/Amino_acid&quot; title=&quot;Amino acid&quot;&gt;amino acids&lt;/a&gt; as well as the &lt;a href=&quot;http://en.wikipedia.org/wiki/Reducing_agent&quot; title=&quot;Reducing agent&quot;&gt;reducing agent&lt;/a&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/Nicotinamide_adenine_dinucleotide&quot; title=&quot;Nicotinamide adenine dinucleotide&quot;&gt;NADH&lt;/a&gt; that is used in numerous biochemical reactions. Its central importance to many biochemical pathways suggests that it was one of the earliest established components of cellular &lt;a href=&quot;http://en.wikipedia.org/wiki/Metabolism&quot; title=&quot;Metabolism&quot;&gt;metabolism&lt;/a&gt; and may have originated &lt;a href=&quot;http://en.wikipedia.org/wiki/Abiogenesis&quot; title=&quot;Abiogenesis&quot;&gt;abiogenically&lt;/a&gt;.&lt;a href=&quot;http://en.wikipedia.org/wiki/Krebs_cycle#cite_note-isbn0-393-06596-0-2&quot;&gt;&lt;sup&gt;[3]&lt;/sup&gt;&lt;/a&gt;&lt;br /&gt;
The name of this metabolic pathway is derived from &lt;a href=&quot;http://en.wikipedia.org/wiki/Citric_acid&quot; title=&quot;Citric acid&quot;&gt;citric acid&lt;/a&gt; which is first consumed and then regenerated by the pathway to complete the cycle. In addition, the cycle consumes acetate in the form of &lt;a href=&quot;http://en.wikipedia.org/wiki/Acetyl-CoA&quot; title=&quot;Acetyl-CoA&quot;&gt;acetyl-CoA&lt;/a&gt;, reduces &lt;a href=&quot;http://en.wikipedia.org/wiki/Nicotinamide_adenine_dinucleotide&quot; title=&quot;Nicotinamide adenine dinucleotide&quot;&gt;NAD&lt;sup&gt;+&lt;/sup&gt;&lt;/a&gt; to NADH, and produces carbon dioxide. The NADH generated by the TCA cycle is fed into the &lt;a href=&quot;http://en.wikipedia.org/wiki/Oxidative_phosphorylation&quot; title=&quot;Oxidative phosphorylation&quot;&gt;oxidative phosphorylation&lt;/a&gt; pathway. The net result of these two closely linked pathways is the oxidation of nutrients to produce energy in the form of &lt;a href=&quot;http://en.wikipedia.org/wiki/Adenosine_triphosphate&quot; title=&quot;Adenosine triphosphate&quot;&gt;ATP&lt;/a&gt;.&lt;br /&gt;
In &lt;a href=&quot;http://en.wikipedia.org/wiki/Eukaryotic&quot; title=&quot;Eukaryotic&quot;&gt;eukaryotic&lt;/a&gt; cells, the citric acid cycle occurs in the matrix of the &lt;a href=&quot;http://en.wikipedia.org/wiki/Mitochondrion&quot; title=&quot;Mitochondrion&quot;&gt;mitochondrion&lt;/a&gt;. Bacteria also use the TCA cycle to generate energy, but since they lack mitochondria, the reaction sequence is performed in the &lt;a href=&quot;http://en.wikipedia.org/wiki/Cytosol&quot; title=&quot;Cytosol&quot;&gt;cytosol&lt;/a&gt;.&lt;br /&gt;
The components and reactions of the citric acid cycle were established in the 1930s by seminal work from the Nobel laureates &lt;a href=&quot;http://en.wikipedia.org/wiki/Albert_Szent-Gy%C3%B6rgyi&quot; title=&quot;Albert Szent-Györgyi&quot;&gt;Albert Szent-Györgyi&lt;/a&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Krebs_cycle#cite_note-Nobel_Prize_1937-3&quot;&gt;&lt;sup&gt;[4]&lt;/sup&gt;&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Hans_Adolf_Krebs&quot; title=&quot;Hans Adolf Krebs&quot;&gt;Hans Adolf Krebs&lt;/a&gt;.&lt;a href=&quot;http://en.wikipedia.org/wiki/Krebs_cycle#cite_note-Nobel_Prize_1953-4&quot;&gt;&lt;sup&gt;[5]&lt;/sup&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The citric acid cycle is a key component of the metabolic pathway by which all &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Aerobic_organism&quot; title=&quot;Aerobic organism&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;aerobic organisms&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; generate energy. Through &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Catabolism&quot; title=&quot;Catabolism&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;catabolism&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; of sugars, fats, and proteins, a two carbon organic product acetate in the form of &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Acetyl-CoA&quot; title=&quot;Acetyl-CoA&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;acetyl-CoA&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; is produced. Acetyl-CoA along with two &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Equivalent_%28chemistry%29&quot; title=&quot;Equivalent (chemistry)&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;equivalents&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; of water (H&lt;sub&gt;2&lt;/sub&gt;O) are consumed by the citric acid cycle producing two equivalents of carbon dioxide (CO&lt;sub&gt;2&lt;/sub&gt;) and and one equivalent of &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coenzyme_A&quot; title=&quot;Coenzyme A&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;HS-CoA&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;. In addition, one cycle of the pathway converts three equivalents of &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Nicotinamide_adenine_dinucleotide&quot; title=&quot;Nicotinamide adenine dinucleotide&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;nicotinamide adenine dinucleotide&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; (NAD&lt;sup&gt;+&lt;/sup&gt;) into three equivalent of reduced NAD&lt;sup&gt;+&lt;/sup&gt; (NADH), one equivalent of &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Ubiquinone&quot; title=&quot;Ubiquinone&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;ubiquinone&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; (Q) of into one equivalent of reduced ubiquinone (QH&lt;sub&gt;2&lt;/sub&gt;), and one equivalent each of &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Guanosine_diphosphate&quot; title=&quot;Guanosine diphosphate&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;guanosine diphosphate&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; (GDP) and inorganic &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Phosphate&quot; title=&quot;Phosphate&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;phosphate&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; (P&lt;sub&gt;i&lt;/sub&gt;) into one equivalent of &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Guanosine_triphosphate&quot; title=&quot;Guanosine triphosphate&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;guanosine triphosphate&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; (GTP). The NADH and QH&lt;sub&gt;2&lt;/sub&gt; that is generated by the citric acid cycle is in turn used by &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Oxidative_phosphorylation&quot; title=&quot;Oxidative phosphorylation&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;oxidative phosphorylation&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; pathway to generate energy rich &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Adenosine_triphosphate&quot; title=&quot;Adenosine triphosphate&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;adenosine triphosphate&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; (ATP).&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;One of the primary sources of acetyl-CoA are sugars that are broken down by &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Glycolysis&quot; title=&quot;Glycolysis&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;glycolysis&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; to produce &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Pyruvic_acid&quot; title=&quot;Pyruvic acid&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;pyruvate&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; that in turn is decarboxylated by the enzyme &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Pyruvate_dehydrogenase&quot; title=&quot;Pyruvate dehydrogenase&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;pyruvate dehydrogenase&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; generating acetyl-CoA according to the following reaction scheme:&lt;/span&gt;&lt;/div&gt;&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Pyruvic_acid&quot; title=&quot;Pyruvic acid&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;CH&lt;sub&gt;3&lt;/sub&gt;C(=O)C(=O)O&lt;sup&gt;–&lt;/sup&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; (pyruvate) + &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Coenzyme_A&quot; title=&quot;Coenzyme A&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;HSCoA&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;      + &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Nicotinamide_adenine_dinucleotide&quot; title=&quot;Nicotinamide adenine dinucleotide&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;NAD&lt;sup&gt;+&lt;/sup&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; → &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Acetyl-CoA&quot; title=&quot;Acetyl-CoA&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;CH&lt;sub&gt;3&lt;/sub&gt;C(=O)SCoA&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; (acetyl-CoA) + NADH + H&lt;sup&gt;+&lt;/sup&gt; + CO&lt;sub&gt;2&lt;/sub&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The product of this reaction, acetyl-CoA, is the starting point for the citric acid cycle. Below is a schematic outline of the cycle:&lt;/span&gt;&lt;/div&gt;&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Citric_acid&quot; title=&quot;Citric acid&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;citric acid&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;      cycle begins with the transfer of a two-carbon &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Acetyl&quot; title=&quot;Acetyl&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;acetyl&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;      group from &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Acetyl-CoA&quot; title=&quot;Acetyl-CoA&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;acetyl-CoA&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; to the four-carbon acceptor compound (oxaloacetate) to      form a six-carbon compound (citrate).&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The citrate then goes through a series of chemical      transformations, losing two &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Carboxyl&quot; title=&quot;Carboxyl&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;carboxyl&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;      groups as CO&lt;sub&gt;2&lt;/sub&gt;. The carbons lost as CO&lt;sub&gt;2&lt;/sub&gt; originate      from what was oxaloacetate, not directly from acetyl-CoA. The carbons      donated by acetyl-CoA become part of the oxaloacetate carbon backbone      after the first turn of the citric acid cycle. Loss of the      acetyl-CoA-donated carbons as CO&lt;sub&gt;2&lt;/sub&gt; requires several turns of the      citric acid cycle. However, because of the role of the citric acid cycle      in &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Anabolic&quot; title=&quot;Anabolic&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;anabolism&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;,      they may not be lost, since many TCA cycle intermediates are also used as      precursors for the biosynthesis of other molecules.&lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Krebs_cycle#cite_note-pmid2106256-7&quot;&gt;&lt;sup&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;[8]&lt;/span&gt;&lt;/sup&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Most of the energy made available by the oxidative      steps of the cycle is transferred as energy-rich &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Electrons&quot; title=&quot;Electrons&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;electrons&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;      to NAD&lt;sup&gt;+&lt;/sup&gt;, forming NADH. For each acetyl group that enters the      citric acid cycle, three molecules of NADH are produced.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Electrons are also transferred to the electron acceptor      Q, forming QH&lt;sub&gt;2&lt;/sub&gt;.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;At the end of each cycle, the four-carbon oxaloacetate      has been regenerated, and the cycle continues.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
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 mso-style-qformat:yes;
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 line-height:115%;
 mso-pagination:widow-orphan;
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 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
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 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_ptx4SX3aL4X_f69DpczAl_8Vf_82SALP1SEwCqzt9nULzTsy72_5TzfuRUs8zDowUcuqhioDzymE73gPh8xRBrgnjfEVGqbYqcfn8GI_QHH-8JEPu6tURLJRcqSRjTUvnizIZ31beMvX/s1600/500px-Citric_acid_cycle_with_aconitate_2.svg.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;508&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_ptx4SX3aL4X_f69DpczAl_8Vf_82SALP1SEwCqzt9nULzTsy72_5TzfuRUs8zDowUcuqhioDzymE73gPh8xRBrgnjfEVGqbYqcfn8GI_QHH-8JEPu6tURLJRcqSRjTUvnizIZ31beMvX/s640/500px-Citric_acid_cycle_with_aconitate_2.svg.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;&quot;&gt;Products&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Products of the first turn of the cycle are: &lt;i&gt;one GTP (or ATP), three NADH, one QH&lt;sub&gt;2&lt;/sub&gt;, two CO&lt;sub&gt;2&lt;/sub&gt;&lt;/i&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Because two acetyl-CoA &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Molecules&quot; title=&quot;Molecules&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;molecules&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; are produced from each &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Glucose&quot; title=&quot;Glucose&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;glucose&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; molecule, two cycles are required per glucose molecule. Therefore, at the end of two cycles, the products are: two GTP, six NADH, two QH&lt;sub&gt;2&lt;/sub&gt;, and four CO&lt;sub&gt;2&lt;/sub&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;sub&gt;&amp;nbsp;&lt;/sub&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Description&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Reactants&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Products&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The sum of all reactions in the   citric acid cycle is:&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Acetyl-CoA + 3 NAD&lt;sup&gt;+&lt;/sup&gt; + Q   + GDP + P&lt;sub&gt;i&lt;/sub&gt; + 2 H&lt;sub&gt;2&lt;/sub&gt;O&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;→ CoA-SH + 3 NADH + 3 H&lt;sup&gt;+&lt;/sup&gt;   + QH&lt;sub&gt;2&lt;/sub&gt; + GTP + 2 CO&lt;sub&gt;2&lt;/sub&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Combining the reactions occurring   during the &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Pyruvate_decarboxylation&quot; title=&quot;Pyruvate decarboxylation&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;pyruvate oxidation&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;   with those occurring during the citric acid cycle, the following overall   pyruvate oxidation reaction is obtained:&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Pyruvate ion + 4 NAD&lt;sup&gt;+&lt;/sup&gt; +   Q + GDP + P&lt;sub&gt;i&lt;/sub&gt; + 2 H&lt;sub&gt;2&lt;/sub&gt;O&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;→ 4 NADH + 4 H&lt;sup&gt;+&lt;/sup&gt; + QH&lt;sub&gt;2&lt;/sub&gt;   + GTP + 3 CO&lt;sub&gt;2&lt;/sub&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3; mso-yfti-lastrow: yes;&quot;&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Combining the above reaction with   the ones occurring in the course of &lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Glycolysis&quot; title=&quot;Glycolysis&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;glycolysis&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;,   the following overall glucose oxidation reaction (excluding reactions in the   respiratory chain) is obtained:&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Glucose + 10 NAD&lt;sup&gt;+&lt;/sup&gt; + 2 Q   + 2 ADP + 2 GDP + 4 P&lt;sub&gt;i&lt;/sub&gt; + 2 H&lt;sub&gt;2&lt;/sub&gt;O&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;→ 10 NADH + 10 H&lt;sup&gt;+&lt;/sup&gt; + 2   QH&lt;sub&gt;2&lt;/sub&gt; + 2 ATP + 2 GTP + 6 CO&lt;sub&gt;2&lt;/sub&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
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&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The above reactions are balanced if P&lt;sub&gt;i&lt;/sub&gt; represents the H&lt;sub&gt;2&lt;/sub&gt;PO&lt;sub&gt;4&lt;/sub&gt;&lt;sup&gt;-&lt;/sup&gt; ion, ADP and GDP the ADP&lt;sup&gt;2-&lt;/sup&gt; and GDP&lt;sup&gt;2-&lt;/sup&gt; ions, respectively, and ATP and GTP the ATP&lt;sup&gt;3-&lt;/sup&gt; and GTP&lt;sup&gt;3-&lt;/sup&gt; ions, respectively.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;The total number of ATP obtained after complete oxidation of one glucose in glycolysis, citric acid cycle, and &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Oxidative_phosphorylation&quot; title=&quot;Oxidative phosphorylation&quot;&gt;&lt;span style=&quot;color: blue; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;oxidative phosphorylation&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt; is estimated to be between 30 and 38. A recent assessment of the total ATP yield with the updated proton-to-ATP ratios provides an estimate of 29.85 ATP per glucose molecule.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/A1DjTM1qnPM?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/7211717009149181991/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/krebs-cycle.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/7211717009149181991'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/7211717009149181991'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/krebs-cycle.html' title='Krebs Cycle'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_ptx4SX3aL4X_f69DpczAl_8Vf_82SALP1SEwCqzt9nULzTsy72_5TzfuRUs8zDowUcuqhioDzymE73gPh8xRBrgnjfEVGqbYqcfn8GI_QHH-8JEPu6tURLJRcqSRjTUvnizIZ31beMvX/s72-c/500px-Citric_acid_cycle_with_aconitate_2.svg.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-4643609536406562455</id><published>2011-12-07T05:20:00.000+08:00</published><updated>2011-12-07T05:20:46.603+08:00</updated><title type='text'>Glycolysis</title><content type='html'>&amp;nbsp;Glycolysis literally means &quot;splitting sugars.&quot; Glucose, a six carbon sugar, is  split into two molecules of a three carbon sugar. In the process, two  molecules of ATP, two molecules of pyruvic acid and two &quot;high energy&quot;  electron carrying molecules of NADH are produced. Glycolysis can occur  with or without oxygen. In the presence of oxygen, glycolysis is the  first stage of cellular respiration. Without oxygen, glycolysis allows  cells to make small amounts of ATP. This process is called fermentation.&lt;br /&gt;
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&lt;img alt=&quot;&quot; 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&quot; 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&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/4643609536406562455/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/glycolysis.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/4643609536406562455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/4643609536406562455'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/glycolysis.html' title='Glycolysis'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-1139327889738849982</id><published>2011-12-07T04:48:00.001+08:00</published><updated>2011-12-07T04:56:36.597+08:00</updated><title type='text'>Cellular Respiration</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Once the&lt;span style=&quot;color: #32323d;&quot;&gt; energy&lt;/span&gt; that was in sunlight is transformed into chemical energy, often by photosynthesis, the organism has to now convert the chemical energy into a usable form. It may seem a bit odd for there still to be more steps. After all, when you eat a candy bar isn&#39;t the sugar in the candy bar &quot;burnt&quot; by the body to provide energy? Well the answer is yes and no. First of all when we burn something normally in the air we combine that substance with oxygen releasing energy from the substance. Indeed, an analogous process does happen in our bodies.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;What goes on in living things is not really like burning because the molecules from which we harvest energy give up their energy in a controlled fashion rather than all at once as what happens in a fire. Think of your car. All the energy in the gas tank when you get in your car is not released all at once but rather in small bursts which allow you to control the car&#39;s movement. In the same way cells take the energy from the &quot;food&quot; and package that energy into manageable bursts that provide just the right amount of energy for the organism&#39;s activities be those activities driving a car or flashing a light to attract a mate.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;The point of cellular respiration is to harvest electrons from organic compounds such as glucose and use that energy to make a molecule called ATP. ATP in turn is used to provide energy for most of the immediate work that the cell does. ATP can be thought of as being like a small package of energy that has just the right amount of energy that can be used in a controlled manner.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;ATP:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: red;&quot;&gt; &lt;/span&gt;Adenosine tri-phosphate,ATP is a nucleotide with three phosphate groups instead of one phosphate group. The point of cellular respiration is to harvest chemical energy from food and store it in the chemical bonds of ATP. ATP is said to be the currency for energy.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red; font-size: 12pt;&quot;&gt;Types of cellular respiration:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt; There are two basic types of cellular respiration aerobic cellular respiration and anaerobic cellular respiration. Aerobic respiration requires the use of oxygen and anaerobic respiration which does not use oxygen. There are several types of anaerobic respiration, most familiar is a process called Fermentation. During fermentation, the pyruvic acid produced during glycolysis is converted to either ethanol or lactic acid. This continued use of pyruvic acid during fermentation permits glycolysis to continue with its associated production of ATP.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Aerobice Respiration on the other hand, has three main stages: glycolysis, the citric acid cycle, and electron transport.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;color: red; font-size: 12pt;&quot;&gt;Glycolysis&lt;/span&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt; can occur in either the absence or the presence of oxygen. Glycolysis occurs in the cytoplasm of cells, not in organelles, and occurs in all kinds of living organisms. Prokaryote cells use glycolysis and the first living cells most likely used glycolysis.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;In glycolysis glucose is partially oxidized and broken down into two 3 carbon molecules called pyruvate or pyruvic acid. In the process, glycolysis produced 4 ATP for a net gain of two ATP and two molecules of NADH. Each NADH is carrying two energy rich electrons away from the glucose and these electrons can be used by the cell to do work. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;After glycolysis the pyruvate is processed to harvest 2 more NADH molecules and remove one carbon per pyruvate. The carbon and two oxygens is removed since it no longer has any useful energy. So it is waste. This little step is the source of some of the carbon dioxide we produce.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;Kreb&#39;s Cycle&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: red;&quot;&gt;.&lt;/span&gt;&amp;nbsp; The remaining two carbons from the pyruvate feed into a complicated set of reactions called the Kreb&#39;s cycle. The Kreb&#39;s cycle produces 8 more NADH molecules and two molecules of FADH2. Again both of these are carrying energy rich electrons.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Electron transport phosphorylation.&lt;/span&gt;&lt;/b&gt; Most of the NADH and FADH2 travel to special membranes in the cell which have a series of molecules called the electron transport system that harvest the energy rich electrons from the NADH and FADH2 and use that energy to male lots of ATP by a process called electron transport phosphosphorylation. If we are dealing with aerobic respiration this is where the oxygen becomes important.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Role of oxygen in Aerobic Respiration.&lt;/span&gt;&lt;/b&gt; As the energy rich electrons from food are used to make ATP by electron transport phosphorylation they loose energy and once they are no longer useful they have to be removed. Oxygen is a great electron acceptor and so the electrons are combined with hydrogen ions and oxygen to make water. This prevents electrons from building up in the electron transport system. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Some forms of anaerobic respiration also use the electron transport phosphoylation but differ in that they use other inorganic molecules as the final electron acceptor instead of oxygen. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;In eukaryotic organisms aerobic respiration is compartmentalized, Glycolysis takes place in the cytoplasm and the Kreb&#39;s cycle and electron transport chein takes place in the mitochondrion.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp;Simply put:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Respiration is the opposite of photosynthesis, and is described by the equation: &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;C&lt;sub&gt;6&lt;/sub&gt;H&lt;sub&gt;12&lt;/sub&gt;O&lt;sub&gt;6&lt;/sub&gt;+6O&lt;sub&gt;2&lt;/sub&gt; ----------&amp;gt; 6CO&lt;sub&gt;2&lt;/sub&gt;+6H&lt;sub&gt;2&lt;/sub&gt;O+36ATP&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;Simply stated, this equation means that oxygen combines with sugars to break molecular bonds, releasing the energy (in the form of ATP) contained in those bonds. In addition to the energy released, the products of the reaction are carbon dioxide and water.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-size: 12pt;&quot;&gt;&amp;nbsp; **&amp;nbsp; Note that photosynthesis is a reduction-oxidation reaction, just like respiration. In respiration energy is released from sugars when electrons associated with hydrogen are transported to oxygen (the electron acceptor), and water is formed as a byproduct.&amp;nbsp; The mitochondria use the energy released in this oxidation in order to synthesize ATP.&amp;nbsp; In photosynthesis, the electron flow is reversed, the water is split (not formed), and the electrons are transferred from the water to CO&lt;sub&gt;2&lt;/sub&gt; and in the process the energy is used to reduce the CO&lt;sub&gt;2&lt;/sub&gt; into sugar.&amp;nbsp; In respiration the energy yield is 686 kcal per mole of glucose oxidized to CO&lt;sub&gt;2&lt;/sub&gt;, while photosynthesis requires 686 kcal of energy to boost the electrons from the water to their high-energy perches in the reduced sugar -- light provides this energy.&lt;/span&gt;&lt;br /&gt;
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v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
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&lt;/style&gt; &lt;![endif]--&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-no-proof: yes;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt; &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/1139327889738849982/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/cellular-respiration.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/1139327889738849982'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/1139327889738849982'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/cellular-respiration.html' title='Cellular Respiration'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-4700629972437658478</id><published>2011-12-05T20:32:00.000+08:00</published><updated>2011-12-05T20:32:14.417+08:00</updated><title type='text'>Nature of Sunlight and Pigment</title><content type='html'>&lt;!--[if !mso]&gt; &lt;style&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Nature of Sunlight&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;and Pigments&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;The electromagnetic spectrum&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;!--[if !mso]&gt; &lt;style&gt;
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults v:ext=&quot;edit&quot; spidmax=&quot;1030&quot;/&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout v:ext=&quot;edit&quot;&gt;   &lt;o:idmap v:ext=&quot;edit&quot; data=&quot;1&quot;/&gt;   &lt;o:rules v:ext=&quot;edit&quot;&gt;    &lt;o:r id=&quot;V:Rule1&quot; type=&quot;connector&quot; idref=&quot;#_x0000_s1027&quot;/&gt;    &lt;o:r id=&quot;V:Rule2&quot; type=&quot;connector&quot; idref=&quot;#_x0000_s1028&quot;/&gt;    &lt;o:r id=&quot;V:Rule3&quot; type=&quot;connector&quot; idref=&quot;#_x0000_s1029&quot;/&gt;   &lt;/o:rules&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;  &lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;&lt;span style=&quot;height: 55px; left: 0px; margin-left: 174px; margin-top: 14px; mso-ignore: vglayout; position: absolute; width: 358px; z-index: 251661312;&quot;&gt;&lt;img height=&quot;55&quot; src=&quot;file:///C:/Users/User/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif&quot; width=&quot;358&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;GAMMA RAYS- X-RAYS - UV &lt;b&gt;VISIBLE LIGHT&lt;/b&gt; INFRARED MICRO RADIO WAVES&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 5.0pt; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 5.0pt; text-align: center;&quot;&gt;&lt;br /&gt;
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&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;color: #0000af; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;VIOLET&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;color: #0000af; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;INDIGO&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;color: #0000af; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;BLUE&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;color: #00af00; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;GREEN&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;color: #d6d600; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;YELLOW&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;color: #ea9f21; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;ORANGE&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;color: #af0000; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;RED&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1; mso-yfti-lastrow: yes;&quot;&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;380 nm&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;450 nm&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;500 nm&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;550 nm&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;600 nm&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;650 nm&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;700 nm&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 5.0pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Plants use light in the 450 and 700 nm range. Meaning the plants like indigo-blue and orange-red light.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Certain colors in light rays are important for proper plant growth. Leaves reflect and derive little energy from many of the yellow and green rays of the visible spectrum. Yet the red and blue parts of the light spectrum are the most important energy sources for plants, and plants require more rays from the red range than from the blue. Plants growing outdoors, in greenhouses or close to windows are exposed to a natural balance of the blue and red light rays that plants need. Where plants receive little or no natural light, you must provide additional light from artificial sources.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Most people are familiar with the incandescent light produced by ordinary light bulbs in our homes. As a single light source for plants, these bulbs are not particularly good. They are a good source of red rays but a poor source of blue. They produce too much heat for most plants and, if used, must be kept away from the plants, thus reducing the intensity of the light the plants receive. They are also about three times less efficient than fluorescent tubes inconverting electrical energy to light.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Photosynthesis occurs in organelles called CHLOROPLASTS.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Comic Sans MS&amp;quot;; font-size: 10.0pt; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;More specifically, half of the photosynthesis chemistry stuff occurs in a liquid inside the chloropasts called STROMA,&amp;nbsp; &amp;amp; the other half of photosynthesis occurs in stacks of membranes inside the chloroplast called GRANA.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 10.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;What are the main structures of chloroplasts?&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Chloroplasts are involved by two membrane layers, the outer and the inner membranes. Inside the organelle the formative unit is called the granum, a coin-shaped structure that, piled with others grana, forms several structures called thylakoids. The thylakoids fill the chloroplast and an intergrana membrane permeates the interior of the organelle.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;Chlorophyll looks green because it absorbs red and blue light, making these colors unavailable to be seen by our eyes. It is the green light which is NOT absorbed that finally reaches our eyes, making chlorophyll appear green. However, it is the energy from the red and blue light that are absorbed that is, thereby, able to be used to do photosynthesis. The green light we can see is not/cannot be absorbed by the plant, and thus cannot be used to do photosynthesis.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Various plant pigments help use light. Carotenoids, chlorophyll a, b, and c. Chlorophyll a absorbs indigo and red lights, b absorbs blue and orange -red, c absorbs blue and orange in smaller amounts.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Chlorophyll is a molecule containing 2 main parts: a complex ring with a magnesium ion in the center and a nonpolar tail.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: 0.0001pt;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Chlorophyll is a complex molecule. Several modifications of chlorophyll occur among plants and other photosynthetic organisms. All photosynthetic organisms (plants, certain protistans, prochlorobacteria, and cyanobacteria) have &lt;a href=&quot;http://www.emc.maricopa.edu/faculty/farabee/biobk/BioBookglossC.html#chlorophyll%20a&quot;&gt;chlorophyll a&lt;/a&gt;. Accessory pigments absorb energy that chlorophyll a does not absorb. Accessory pigments include &lt;a href=&quot;http://www.emc.maricopa.edu/faculty/farabee/biobk/BioBookglossC.html#chlorophyll%20b&quot;&gt;chlorophyll b&lt;/a&gt; (also c, d, and e in algae and protistans), xanthophylls, and &lt;a href=&quot;http://www.emc.maricopa.edu/faculty/farabee/biobk/BioBookglossC.html#carotenoids&quot;&gt;carotenoids&lt;/a&gt; (such as beta-carotene). Chlorophyll a absorbs its energy from the Violet-Blue and Reddish orange-Red wavelengths, and little from the intermediate (Green-Yellow-Orange) wavelength.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt;Did you notice that these main pigments do not absorb green light well?&amp;nbsp; Chlorophyll a and b both absorb blue light and red light best, resulting in an overall green appearance, whereas beta-carotene absorbs blue and some green light best resulting in an orange color (carotene was first derived from carrots, hence its name).&amp;nbsp; During the summer, chlorophylls dominate, resulting in leaves of plants being green.&amp;nbsp; In the autumn, when deciduous plants are getting ready for winter, they digest their chlorophyll resulting in the accessory pigments like carotenes becoming dominant, hence the bright red and orange colors of fall foliage.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;&amp;nbsp;&lt;/span&gt; In Light dependent reaction, all the pigment molecules in the LHC are constantly absorbing light, and when light of a certain wavelength (&amp;lt;680 nm) is absorbed, the absorbed energy is transfered from one molecule to another until it reaches the reaction center.&amp;nbsp; Because it works optimally with light of &amp;lt;680 nm, the core reaction center of &lt;b&gt;photosystem II&lt;/b&gt; is called the &lt;span style=&quot;font-weight: bold;&quot;&gt;P680 complex&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
In Dark reaction, the proteins associated with the pair of special Chl a molecules in the reaction center are different, PSI functions optimally with photons of light with an wavelength of 700 nm, so the reaction center of PSI is called the &lt;span style=&quot;font-weight: bold;&quot;&gt;P700 complex&lt;/span&gt;. &lt;br /&gt;
&lt;br /&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults v:ext=&quot;edit&quot; spidmax=&quot;1030&quot;/&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout v:ext=&quot;edit&quot;&gt;   &lt;o:idmap v:ext=&quot;edit&quot; data=&quot;1&quot;/&gt;   &lt;o:rules v:ext=&quot;edit&quot;&gt;    &lt;o:r id=&quot;V:Rule1&quot; type=&quot;connector&quot; idref=&quot;#_x0000_s1027&quot;/&gt;    &lt;o:r id=&quot;V:Rule2&quot; type=&quot;connector&quot; idref=&quot;#_x0000_s1028&quot;/&gt;    &lt;o:r id=&quot;V:Rule3&quot; type=&quot;connector&quot; idref=&quot;#_x0000_s1029&quot;/&gt;   &lt;/o:rules&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;  &lt;/div&gt;&lt;span style=&quot;mso-ignore: vglayout;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; 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&lt;/td&gt;   &lt;td style=&quot;padding: .75pt .75pt .75pt .75pt;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/4700629972437658478/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/nature-of-sunlight-and-pigment.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/4700629972437658478'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/4700629972437658478'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/nature-of-sunlight-and-pigment.html' title='Nature of Sunlight and Pigment'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3562031019475876056.post-3865317035457043263</id><published>2011-12-05T19:32:00.001+08:00</published><updated>2012-01-08T01:58:35.082+08:00</updated><title type='text'>Photosynthesis- Light Independent Reaction or CALVIN CYCLE</title><content type='html'>&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: 18pt; line-height: 115%;&quot;&gt;Light-independent or Dark Reaction&lt;/span&gt;&lt;/div&gt;&lt;h3&gt;&lt;span class=&quot;mw-headline&quot;&gt;The Calvin Cycle&lt;/span&gt;&lt;/h3&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Main articles: &lt;a href=&quot;http://en.wikipedia.org/wiki/Calvin_cycle&quot; title=&quot;Calvin cycle&quot;&gt;Calvin cycle&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Carbon_fixation&quot; title=&quot;Carbon fixation&quot;&gt;Carbon fixation&lt;/a&gt;, and &lt;a href=&quot;http://en.wikipedia.org/wiki/Light-independent_reactions&quot; title=&quot;Light-independent reactions&quot;&gt;Light-independent reactions&lt;/a&gt;&lt;/div&gt;In the &lt;a href=&quot;http://en.wikipedia.org/wiki/Light-independent_reactions&quot; title=&quot;Light-independent reactions&quot;&gt;light-independent&lt;/a&gt; or dark reactions the &lt;a href=&quot;http://en.wikipedia.org/wiki/Enzyme&quot; title=&quot;Enzyme&quot;&gt;enzyme&lt;/a&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/RuBisCO&quot; title=&quot;RuBisCO&quot;&gt;RuBisCO&lt;/a&gt; captures &lt;a href=&quot;http://en.wikipedia.org/wiki/Carbon_dioxide&quot; title=&quot;Carbon dioxide&quot;&gt;CO&lt;sub&gt;2&lt;/sub&gt;&lt;/a&gt; from the &lt;a href=&quot;http://en.wikipedia.org/wiki/Earth%27s_atmosphere&quot; title=&quot;Earth&#39;s atmosphere&quot;&gt;atmosphere&lt;/a&gt; and in a process that requires the newly formed NADPH, called the Calvin-Benson Cycle, releases three-carbon sugars, which are later combined to form sucrose and starch. The overall equation for the light-independent reactions in green plants is:&lt;sup&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Photosynthesis#cite_note-Raven-17&quot;&gt;[18]&lt;/a&gt;&lt;/sup&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0.5in;&quot;&gt;3 CO&lt;sub&gt;2&lt;/sub&gt; + 9 ATP + 6 NADPH + 6 H&lt;sup&gt;+&lt;/sup&gt; → C&lt;sub&gt;3&lt;/sub&gt;H&lt;sub&gt;6&lt;/sub&gt;O&lt;sub&gt;3&lt;/sub&gt;-phosphate + 9 ADP + 8 P&lt;sub&gt;i&lt;/sub&gt; + 6 NADP&lt;sup&gt;+&lt;/sup&gt; + 3 H&lt;sub&gt;2&lt;/sub&gt;O&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0.5in;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0.5in;&quot;&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
CALVIN BENSON CYCLE DIAGRAM ( Note to my students: Below is the diagram for printing in tarpauline)&lt;br /&gt;
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&lt;img alt=&quot;&quot; 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&quot; 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&quot; /&gt;&lt;br /&gt;
&amp;nbsp;  &lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;The Calvin Cycle&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;&amp;nbsp;ATP and NADPH produced by the light reactions are used in the Calvin cycle to reduce carbon dioxide to sugar.&lt;/span&gt;&lt;/div&gt;&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;The      Calvin cycle is similar to the Krebs cycle in that the starting material      is regenerated by the end of the cycle.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;Carbon      enters the Calvin cycle and leaves as sugar.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;ATP      is the energy source, while NADPH is the reducing agent that adds high      energy electrons to form sugar.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;The      Calvin cycle actually produces a 3 carbon sugar glyceraldehyde      3-phosphate.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;The      Calvin cycle may be divided into 3 steps.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;Step 1: Carbon Fixation&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;. This phase begins when a carbon dioxide molecule is attached to a 5 carbon sugar, ribulose biphosphate (RuBP). &lt;/span&gt;&lt;/div&gt;&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;This      reaction is catalyzed by the enzyme RuBP carboxylase (rubisco) one of the      most abundant proteins on earth.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;The      products of this reaction is an unstable 6 carbon compound that      immediately splits into 2 molecules of 3-phosphoglycerate.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;For      every 3 molecules of carbon dioxide that enter the cycle via rubisco, 3      RuBP molecules are carboxylated forming 6 molecules of 3-phosphoglycerate.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;Step 2: Reduction&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;. This endergonic reduction phase is a 2 step process that couples ATP hydrolysis with the reduction of 3-phosphoglycerate to glyceraldehyde phosphate. &lt;/span&gt;&lt;/div&gt;&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;An      enzyme phosphorylates ( adds a phosphate) 3-phosphoglycerate by      transferring a phosphate from the ATP. The product is      1-3-bisphosphoglycerate.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;Electrons      from the NADPH reduce the carboxyl group of the 1-3-bisphosphoglycerate to      the aldehyde group of glyceraldehyde-3-phosphate.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l2 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;For      every three carbon dioxide molecules that enter the Calvin cycle,6      glyceraldehyde-3-phosphates are produced, only one can be counted as a net      gain. The other 5 are used to regenerate 3 molecules of RuBP.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;Step 3: Regeneration of RuBP&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;. A complex series of reactions rearranges the carbon skeletons of 5 glyceraldehyde-3-phosphate molecules into 3 RuBP molecules. &lt;/span&gt;&lt;/div&gt;&lt;ul type=&quot;disc&quot;&gt;&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;These      reactions require 3 ATP molecules.&lt;/span&gt;&lt;/li&gt;
&lt;li class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;RuBP      is thus regenerated to begin the cycle again.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/div&gt;To be more specific, carbon fixation produces an intermediate product, which is then converted to the final carbohydrate products. The carbon skeletons produced by photosynthesis are then variously used to form other organic compounds, such as the building material &lt;a href=&quot;http://en.wikipedia.org/wiki/Cellulose&quot; title=&quot;Cellulose&quot;&gt;cellulose&lt;/a&gt;, as precursors for &lt;a href=&quot;http://en.wikipedia.org/wiki/Lipid&quot; title=&quot;Lipid&quot;&gt;lipid&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Amino_acid&quot; title=&quot;Amino acid&quot;&gt;amino acid&lt;/a&gt; biosynthesis, or as a fuel in &lt;a href=&quot;http://en.wikipedia.org/wiki/Cellular_respiration&quot; title=&quot;Cellular respiration&quot;&gt;cellular respiration&lt;/a&gt;. The latter occurs not only in plants but also in &lt;a href=&quot;http://en.wikipedia.org/wiki/Animal&quot; title=&quot;Animal&quot;&gt;animals&lt;/a&gt; when the energy from plants gets passed through a &lt;a href=&quot;http://en.wikipedia.org/wiki/Food_chain&quot; title=&quot;Food chain&quot;&gt;food chain&lt;/a&gt;.&lt;br /&gt;
The fixation or reduction of carbon dioxide is a process in which &lt;a href=&quot;http://en.wikipedia.org/wiki/Carbon_dioxide&quot; title=&quot;Carbon dioxide&quot;&gt;carbon dioxide&lt;/a&gt; combines with a five-carbon sugar, &lt;a href=&quot;http://en.wikipedia.org/wiki/Ribulose_1,5-bisphosphate&quot; title=&quot;Ribulose 1,5-bisphosphate&quot;&gt;ribulose 1,5-bisphosphate&lt;/a&gt; (RuBP), to yield two molecules of a three-carbon compound, &lt;a href=&quot;http://en.wikipedia.org/wiki/Glycerate_3-phosphate&quot; title=&quot;Glycerate 3-phosphate&quot;&gt;glycerate 3-phosphate&lt;/a&gt; (GP), also known as 3-phosphoglycerate (PGA). GP, in the presence of &lt;a href=&quot;http://en.wikipedia.org/wiki/Adenosine_triphosphate&quot; title=&quot;Adenosine triphosphate&quot;&gt;ATP&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/NADPH&quot; title=&quot;NADPH&quot;&gt;NADPH&lt;/a&gt; from the light-dependent stages, is reduced to &lt;a href=&quot;http://en.wikipedia.org/wiki/Glyceraldehyde_3-phosphate&quot; title=&quot;Glyceraldehyde 3-phosphate&quot;&gt;glyceraldehyde 3-phosphate&lt;/a&gt; (G3P). This product is also referred to as 3-phosphoglyceraldehyde (&lt;a href=&quot;http://en.wikipedia.org/wiki/PGAL&quot; title=&quot;PGAL&quot;&gt;PGAL&lt;/a&gt;) or even as triose phosphate. &lt;a href=&quot;http://en.wikipedia.org/wiki/Triose&quot; title=&quot;Triose&quot;&gt;Triose&lt;/a&gt; is a 3-carbon sugar (see &lt;a href=&quot;http://en.wikipedia.org/wiki/Carbohydrate&quot; title=&quot;Carbohydrate&quot;&gt;carbohydrates&lt;/a&gt;). Most (5 out of 6 molecules) of the G3P produced is used to regenerate RuBP so the process can continue (see &lt;a href=&quot;http://en.wikipedia.org/wiki/Calvin-Benson_cycle&quot; title=&quot;Calvin-Benson cycle&quot;&gt;Calvin-Benson cycle&lt;/a&gt;). The 1 out of 6 molecules of the triose phosphates not &quot;recycled&quot; often condense to form &lt;a href=&quot;http://en.wikipedia.org/wiki/Hexose&quot; title=&quot;Hexose&quot;&gt;hexose&lt;/a&gt; phosphates, which ultimately yield &lt;a href=&quot;http://en.wikipedia.org/wiki/Sucrose&quot; title=&quot;Sucrose&quot;&gt;sucrose&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Starch&quot; title=&quot;Starch&quot;&gt;starch&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Cellulose&quot; title=&quot;Cellulose&quot;&gt;cellulose&lt;/a&gt;. The sugars produced during carbon &lt;a href=&quot;http://en.wikipedia.org/wiki/Metabolism&quot; title=&quot;Metabolism&quot;&gt;metabolism&lt;/a&gt; yield carbon skeletons that can be used for other metabolic reactions like the production of &lt;a href=&quot;http://en.wikipedia.org/wiki/Amino_acids&quot; title=&quot;Amino acids&quot;&gt;amino acids&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Lipids&quot; title=&quot;Lipids&quot;&gt;lipids&lt;/a&gt;.&lt;br /&gt;
&lt;h3&gt;&lt;span class=&quot;mw-headline&quot;&gt;Carbon concentrating mechanisms&lt;/span&gt;&lt;/h3&gt;C4 CARBON FIXATION&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; 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2VnF5KT6JxYQCKzWOZ12cGZm3GQ2TU+P6XRD8/PTFsuCTi8zGOUWs2luXq/TDU3PaMwm08zsuHq0Q9Kd3yXJVKmaZfLGTklafz9RrZb09TM7u+JV6haDQdPdk9MpyTLoNRpNp6Q7VTrCm53RDwywJd3Jusm+mpGmV3K+duQeiKjZH7oqv5DLtfsvltiuzf8K33sNAM5v8wgSgLVzKZfkyrKARjOm1WoBAIPD3NY2VEcXcmiQ09OVOyw7bpxz6ejybhSmtrY7GOdchEK/+vpvRyechmUOjYKo9m7UnPl0R6dbQ2Ni36D9lPGkSHSZXx8wZTjRIbGvqo2U9HnPmlxaO70ETYlyleO47oRIFNPQADPMunRKzlRXR0l6LxrnXZpEvqKWOM2ks2LMsVEY19LuM7PgIunxqqmJ7JQ4a40n+HxUs/h7reHEoNReIExs63KfNZ1q74LX8qP6Bu00U851DRFCUbB+9qSkx6FRkCDpc501ubS2oxuFN9XjTnL1caHoZkOj78yCS0vrKX5dTHf/WcOci0gcIBLfmDKc7JfaNzYli5ovzJpPtXV41tRc7x10ntA5NwiCWtqvGmZdegeONwhSOrvPzJpPdUgwNTVX+4bs5WrHmpoIcXvI9LyLpNepUZgs6T05s+DS0h5W1/Cdetypf9ihuvY7QZPXjOlUs9hhYJCvN7TNzNTodK0TE/16fYNxunZislOn75ueqdUb6ianhrVa0fRsjU7XPDHerzc0Lpga5LJ6J6fjiyxQVsYym7tnZqq1+ubxiX6dXjA9XTM11abVDRin+XpD7eTU4ORUi3GmWqdvmpgY1Bua2zquD8kcJvXODUKEoMlnynCiZ+B4NT9Q2Ow4veDS1Aytr782LHMYHXcWCL8XtwfPmly6us80NKZIehyMcy4dbcHRbMTr2V+c4tiG1+wPrl6Vn8ul2v2ePJv1xV/ldH4PAOfXvxQsFAHLcpcarBQLWCyW7m6GpDdY0n25R1LW3QM1zJ2cWzhRIfLI53mrxo5PTNgJuk9G0SEtXXYTk8fw5SezOBeVKjuZwj6T41PddsGgs6vvOJXIgg3J7DXjx3LLL2SzT45p7Np77JIonsKus3qdXWXLybQSuEJ5bGzsGK7Mh1DuNDlxTNR5PI54sbnLeXLKjllzIq8KqR49plTZpZZASwVOuim7hs6TUYQLLV12Go1dHvsEvtp7fPyYVOGQXoLgt5/Q6+wq2y4kML0GpXaq0WM4zhlCxZmJiWOSPvt0Nry5x0WvtWM3nk/neo+O2cuUdqkcN2K509SUHb/ZLonq3dXvrJ2yY9afz6uATIzbDY7Yx3HgvAY73dSx8ibHONL5nsHjYxr7orKzlHrI1JRd76BdPAshaLPXTdlxhGfiKWcHho/JFHbptLPsRjftlF1nn30KB9nWba/T2tEaPTPYF1Rqu/5huyTqOXb9CZ3WTtBmTxbljOsF5oV6jVYwoBAajPWzM3z5qEA5IZ6b5Run+YPq1nFtw8I8f1zb0K8Q6o0NZnPj4EjF0ePfLLIAgVk4Z2qbn+ePa+v7FUKtoX5ulq8eF8g04tlZ/swsf1AtVo3Xzc/zJ7X1AwqRVi9gNYYNyewnJuzyK84Tq89Njh/rHHCIpbtXN9lptXb0Kqd0ptuw3E49ap9X5lUi9NDr7Fq6j8cyYJIBu6lJOyr/LBzv/HrOFy5s27BFFriDC0J+wQshNf/U4Oey/L/es/xS713kVym9Ry0Rtfs9eDbriw5ntoYBwAZWJjDTgOl+uWDxUoNl6hc9aBaYm5sbGhKPjHRJh0VtHc7T8ycNRsf8Cnh+2fkRhb2k2y6SC3ElXUqkeRXxLkTywr1Y0depflkl3mhyOJJyNZUJSWCi0NSbN7jXsnmQGyXfBpQmx1CROC4EyfoOSb6SwfKKYWB8iZFR7IisEu9vaZciKlJTOOhMNhzJjvQnX85ked5gBbvjr95g+GdxfYLI34ZyYtI58BQ2MqQy8TL9OyzT4xo31I3yQxQDjWX7IPCXQhnXsRxILA0VwEmM5v2Qxfb6ofQqlBEdTYdn8uC+5MsB5MtYllckFYOhR8dwwrNKIFd4PwSVJiXToelchA/z+yDaZRzb43taAIx8I4YViONAQqnfR5QmZnLgyRwMnBsbSgrJYnt8ywp1I1yNZSIz2FAU6dqVkugsLjSe7R9YmXKVHoZjeYVzLntRryUwoGkcOIT43SXG1Syu9zWyfyA3MY4bhuN4XSqLRNCjkhmQlBK0O+FKOD0im+t5hRyY0krrVnfK1CKJql0klwyoxMMqUZu8q0vVPawWDajE7aP9EmWHVN3UrWwTybv61WL5RKuwV/j18aOLLJBXQhoxDEvVTT2qdpGsq08lHlY3dSi6utR9Q8rmIbW4Vd3boeiUqpt6Ve0t8u5+VdvNstREDiaD7RvM/uFSSWQm0zueG+BJ++EKOTC7xCuIEgYlXk1mQlPYcDT15rWSqCwuJLokFFWeeJ3ql83xCWR9e7QI80r2YRe2TVjN/pCa/aF1NrcX1b9ggVqbn76s2R/K/+nHUL5NKN8mtM4mrM72vpfxL7Qss7BDavaH8m81WDQ4lG8TVmcTWmtzj52H1NrcLwu8lP/lzZpzhtHrSlnQmPIHyzzxfsKHi/lRdykY9yBZYHpa39oe0z98TtLnxqm6JmhzHpbbtXQ4hLBR7sTr35HCwsnX/CsLT+GvBZYQEIRUGDvbpzTZl5gRwCa4URIgtFR/Jt6XkApnpoRUURAkHJKODazJgxKwGHq+OyfFlZyIoeah2PmelJiQcgqSjPMlp0Twi5G0XDgRBynDelNSUdRcREnhecJNf04xmpzlQUgIrsj3Yxb7FKcF1uQimblwfCaMk3eWFg0j4fw5BDdinF9JXgCH4JWfGFiRFVhKgOHTUbw835J0X2JmAJdwnhYHoWf4UQt8CKkoTlpoOQ2GT0dyswNqCuEkLJqef4EV50lJ9WMUQBlZPpT4kHI6HJ8Oo6WE1hBQlBw4NQteiYVQ0jHUPCgn25USi2EWIsk4L3JcaCXBj1bgg08N4uciaDkIIg7CxZ2nxsDJWQElhIuEm/68Qn96gUdBfHBlrh+7CF6cji7Pg3Iz4cRM/xLCOcpNGC3Ln17gRUpJbWOLVUNtCqlYPSyU97Yqpa2K4RZ5X+eYrFUx3CIb6BiXipVDYtmQWDUsVPS2qUY6x+T8vvZvHI8tskA+j9Kn17QqpGK1VCDvaVONtMqHWhQDHaOyVoW0VTHUNi5tUQ61KYbFqmGRsq9jVP5DJSGojAopTIaxM/wri+CEDBQr34OT6ENMC2TjvRhp3rSkQA4Rik+HMVPDK6lIUhaMgsPU5PgSMzDUPE9WxjfFAa9mH3Zh24Tz96NYu8/Ev4/h7Ilo/Mwz9+MjoVtQrN3hjbbhDbbhDbZh9bbfBL3pfGNrhOCzsDqb4Jr9gRX7FtdkYMW+86kf2kW85fj9O1DSjlC+TUjt/rB62/AG28UGYXU24Q22YXU2i+swvMF2kSxC62xuNwuu3h8h+My/dM/nvq97ZH8cIfgsvPHWr4T92CyUbxNcvT+wYl9IrU0o38aPt+dM/PvHwracSXjfn7f3TqWLWm73vGhAKN8mqHJfSM1+NHv3YcxmOHVnWINteKNtWL1t8C07f9ISVmcb3mh7qc7Gg2fzYs4hf5a9fODQqGqXdHiPWuEPTCxgYQEL/S7vCAtFwMQA1rtXjnkwLKDXTxgM4wqFqLnlG+OMk2bC4Qe6Wzg9PJrse4V6Dc7MRPMyg0ppcGoepgLvSb0ZWkmDULDBNVQoOwlGzcRwi33oqTB6GoqRC2dkYVjp4dU0GCUzqLQopCYPQc/2K8FDOGnelEQEPQfNyYfSEoN4eBgNh6RjL9UUo5i5GG4xqjLbl5IGo2dheEVe1HgMIwfByIYzM0PLC9CcQgQjO7gqN7CsCE7L8q8kupGj4VQsml3gQ00KKsnFcAqgVGxIeU5oJQVKxYbW05DcdBglw7+k2IuZDGdkIOm5cGaWHzszvIoCpWQElOYFVxcimNmB5WQPRgKEmopk5iLYOXB6UiAPD6Pi/DnZl2qJSHp2QCkBU4H1pWYiGblIbp4nJQFJz0Ywc+C01IhKIoqZi6DhgqqyMZx8BD0HXZ7vTomFUTMxnEIILSGAm49i5kIp6WHl+UE8AoKRFcwnwJnpMAo2oIzkTo1D0LEoZh6chUtv57SNyVpV0rYxmUjeJ5YPtSqlYuVA57hCrBxuVQx3jA23qUfEyuG2UZlI0SdWSDs1irq+jq+P2y+yQEEJZcA4IVYOt47KRPK+VpVUrBxuVQ11auRipbRVPdKukbaqhsXK4bYxWYtyoE01EllFCiwjQSmZaA4uqAoPo2QGVdG82YlQWgaKle/LSIfSk9CsfAQjC81Ov1xDgdNwAbzioIpsJCMLxS72K0t3Y7i9nnvoJNvmssD2XNK2517/H/fsj79rPXg2advOM+uRjF2BFft8ij5FsXYHlO99Y+/TH9q/CKfsDK21ccv66OPjL52Kfi9CYItk7Nrwwd9ffu/JjTueeuHNx86nfnhJ8BmMshNS/GlIzX7/0r1o9m6fok8xnD3hjbZBVfu8C7cjGbtCamww3D1w6k4ocUdwzf7QOhs0Z8+5pA+e3vCo47V3MCV7PHM/wXD3hNbaoJi7kYxdMPLOUL7N2YRt253XuWI/utz8uXvWR8++/uimnU+vfeOxvW6vhvJtELRdPkW3lHrlfwIj7wyu2R9Wb4vh7PEp3A4j7dh78ZWDiE0Qwqfbndf5Ej4Nq7P1LtiOoO0K5dv4lexBsXZD8J/68/aGN9qiWLu98j4J4u3xKLV5MfugO/N4T++uWf128/wu+bCdRhVrmEqY1mUCE2VpIsADEwVYlrlh8YGygFRWJxL7tbSiqxpuljSeE3fZMWpPYYhXYeWZGC4ewy5GM/Mw5ekB5Xg4DYdmZGM4yd/W05FUnH9JgTc7Hk7PRDPyPMlxcEZyEJcAISVjuBmXaqkICta/JM+vAgunZPqzCzxo8R6kOH9WIYya5ktP+LaOiSBnIGnpEfVFKHoWhpkL46V505LRzFwEE+dBiQopJaDoWVBq0qXaYj92AYKaGVybi2Rlohg5SG7uOeIPKGY2ip7tQYoJrswP4hEghKQwfn5QaQGCivOrKIKwEhB0HIaV706ORnKwQVyCDyExoDQzvJoCp2QEVBRgSnEIKtafU+hKi/amJfkxCyDUNDgj8VINA0pK9ePiLtXjUVQcmpmHKEmDUFMwjFwoI82NdCOIR4BTM2H0pMv1ZAwrD07JCOTnwmiZaEYujJ15gRSJZuai6DgvSkxYNd6PU+BVGBfBz/fj5CFpOL+KPAgrGUXPxrDzXUlRKCbOj13oQ0lJb+eKVUPtqpFW1bBQ3t2ulrUqhsTK/s5xeatS2qoYatdIW5VDbUppq0rapOhpH5V1amR1vR1fH/9xL1BC6TNo2lQjYpVUJO/tGFOKFYNi5UDXhEysGG5VSltHh8WqwTalVKwcalb0dY4pohqowRUUKDHFvyIHw8MhKJl+vCIPRjSUlo5h5HmR4qGMpNAKqi8xGcNNu8ynImk4DDcXU57pS8nw4xTcqAmFcx1fy/niJNv2ssD2bMK2f6z7mzvu46vtB0/FvP/BkbXuuI92nVm/xebZt2yetYvY8t7hF559/X827Xr6IHzTIdSmv/y///rI/qXA8n1Ixq6X33/iS8zmS4LPXvvkH+8eev588gfbT778wdG1JyK3HvZ/Y+uXL7y579mP7F9E0nd9E/TmRw4v7Ty9/nzKBztOrX/30POvb3/qxI2tnnmfvHPw+c27nvnr439xjnz3xI2tWw+/8LHjSxD8ju0nXn7n4PObdj5td+mt/e6v/t///i8bj1fDG23dsB8988rfPvN5beuXz293fvlC2oefnnx529EXHa+945n7ya6z69/c9+yp2PehpB3vff3Ce4dfOBLy5mPPPvLCG485XHnnI7sXvQu3f4l5Y9Oup989+NzF9A+/QG3a+uXzG+WCJXsAACAASURBVHc8td/9VV/8p9uOrP3I/iWf3I+9ymzXZn3uyjpDrbVv69rdNbC3Rnyks+PwYN/HvT3faCcSgImyZFDALLnHJfxbWUCrnWjvRBpmT2o09lllZ3xpV7+jf48oiA6qZHhw4wLLC2CUdD9OgS83DUJP9GMXeOKjA6twfqVYT2KcNz7OnR3lSYrzxiecKf4eyoqFUtNdi2/4l6WjOVgvUpwvMR5TleFJjvcujj9D+v4s6ZovKcUNHwXlxvlzcZ6EWB9KbHBNlicp3rMgxpsd60q74UNMdCdEu9Gvo9k4L2K8JzkqpDrXm5jgUXjTvyrTixHvTYx3w988Sf7Oi5LkRYhzJV33L8P6kJJdC64H1WRBaMme+FgfUoIXN8aLFO+NTzhLvOrDToRS0i8W/hBQlYFkpnkQYmGMFER5mhc53qsw9hTp6nlyFISUfLEoElYSj2Jh3QnRcFZyUFWWFynOIz8aVproRr7pQ0y6iL9xnnYdwcJ64KN9mHEhVdnepAS3gii/aqwHJcaLkHCRcMOF8h2EnOxJjHWn3cCUZXmTky7mXwurzfYmJ3riY6GMRC9OrDc50aMo9jTpCoSRBCEnXyj+Ia2NJVL2ieX9TbKeJlWPWDnYNNLboupvHxsWyfpEI33tmuFmZV+zrG+xQYtysFU9yO9rPeL0416glNqtUzXLBoQjPU3K3lbVsFDa3aLs69RIRbJe0UifeHRApOxrlg8IR7qbVb3tamlUI9GHmuxWFAVnJ/uwEz0JcV6Fsa6M627kaG9C4rniHyDsOBgtw7UoElWaFsDDeRHjPPExyIo0V1LsJVZwUs0p3xKHV3O+cFlkgcRtT2941Dt/+43+L4+Fv/XC5sd2ndvw4luPHw3b8sKbj+/3ePX9b9Zu3PH0B8deXPfOEw5X3n7mlUftLr0dIfwMTt254YMnv/J7I2rw8Ptfv/Dqx//YYvvss68/+tT6v23c+fR7h19Y//6TR8O2PL/pf3a4rF+75fEX33r8yRf++2OHl15654mPj7/0lu2zW2ye/fj4Sxs++Lvj9+88/twjTj+8ezR0y2uf/ONvT/xfu0tvvfbJP97+/Lk39z3zxt5njgS/ufbNx87Eb/u2+XM33MfPvPLo85see/LFv564/u5H9i899fLfnnn10Vc+/LvTD+9+eOzF/378Lx/avbj77Pp17z7hhvsYUvzpy1uf/NjhpXOpHzy94dFj4Vue3vCo3aW33tj3zDsHn3v3y+df/eQfu85ueH7T/xwJ2fL0+r+9c/A5BPFTzzLbtVmf+ZS65TZAc/geadWnsmqPDwztnDXumJrcOTzgCUAZsHKA+Z+5wFwMLM3Aeq93z/96FtBOaXp7eS0t7LYOX63OobXLIYpzybMkPaiG5sfBo+jZGF4ukpcawCmE0jIuEiIDqjI8ifE+lMSg2jwYK9WjOAbDzvFmJ3gSYuCUDC9yHJSZACGlQGnpASUZQWX5PuSkIF4hpiLDvTgGQcN6MhIvUqN8CIlQegaMlejPzvalpqLYmWF1eV74OAQNiyzP9CBH+5AS4UycNy0GQU2F0dJgzPTw2nxfSiqcjg3mF/hSk70JCUh2zjlypCcpHkZNh1AT/UoyodR0KCUttCYPyc70ISUGlhf6cBI9CbFIepYnNdabHr9oWGA5zp+XA6EkB1cVY0rTPYujUcwcV1rMRdJNCDkFSktHspNQDKwvPdWvJCusJt+HmIBiZKPKM1xJMRBSCpyJdafGQCkpMFo6gpkaXJHnS0lB0LFBNdkehFgIKRnOxp4jX/cmJcIoGT7UBBQ7w5ea7ktKjuDnQ+lpvqSUwIoCH0acFykeycp2Jd/0ocb7ktN8aanp7RyRoq9VMSBWDTUpelrkA83ywRbVYIdmpFne36oc6hiXNiv6muX9YvXwYoP2sZG6/o6vb/sFuJQenapZ3i9WDTcpelsUA82KAbFqsFMz0izvFyuH2jTDIllvs2ygRTnUoupvUw5F8vFwJhZKSfUrz4ZxUj2L49DcAg9WrDs5BkpO86YmQ5hxUHIKlJ7uV4ILrsj3JiaiuXmoCmwAIzyjzhsncINynV7LOXSSdYsFnlz734dQm7yLPj2E3vzilsd3ntnw4pbHj4ZtWffuE5/5bHzni+d3n99g/+3b6959wiXmvec2Pnos/K3LzZ/DKTvXbX1i78VXTkZt/ce6vx7wff3dL55/5tVHPz358vGr72x3Xrdxx1NO19998a3Ht594ee2bj2/89KnPfF63//bt9e8/aRfxlo3Xa69/+tS2Iy++9uk/TtzY+vizjxz237x+25Obdj39xHP/fSRky6adT32J2rzf/bVNu552uPL2C5sfOx33/hXxgYsZHz372qMHYRs37X56h8vLW7984akNf9vhss7+27e2Hn7h5feefG7j/7z31QufOK9b9+4TPkWfopi7Nu995oOjL17M+PDpDX87Frbl6fV/c7r27tsHnnv3i+c/OLL205Mvn7z53rOvPnry5tZj4Vueevlvh2EbvSs/W5v1uTf7fEG9b44YkybywNV5lgi+Ghr4cGhwZ2v7abkUOjIIm9ZlAgvtJ4+gpW65YsoPigV0+tHm1vDBoRO1wouJpUFxbPQVcgSaikOX5cNKEgJ5eCg+BUbLcGfcQDFSPfFxcFZWYE2WNz7ej5kXWFHgTY1HULChFRRPWgyMlunHKoDQUhDMlOAyIpKOC6rIiaghIyjYCD4NXZYBJacGcIt8GKnu5NgAThGKmY2gJ12qpaKYOYHlxeF1hVBCWiCPgCrDeZMSMMw8FDvXkxIdUobHsPPR7KwIfhGamefHLgzhF8FpaQh6tn9p8XnCdTQrx49TAKWlBJfmBpYSUIzciLoiP3YOkooL41O9aDEIBi6AXeBNiYcx04LKiAg6NqgsK6yCiKThwvg0dGkmlJwWVEbyoCV4UZL82YUIJg7JSA6rpqKY2SGVxeE1BTBSenA5BcHL8CYn+bMKEMwsD3JMaAUZzcxBszLCawloZp4/tzCYn+9LTsUwczGlBRcIkShmLoaVB6EkBJYX+HOLkbSs8LoiJB2HZuSE1pJ9aHEoZpY/t9CdFItiZwfw8AgGNrOjpFkx2KYaaVNLm2Q97aPyVuVwq3KwSyNrVUrb1bKO8RGxYrBNJW1TS5tk3e1j8s5xRcNA520WyOOS+nRj7Sppm0raJO/p0ChalcNtquGucXmrYrhdLW/TjLQoB9uUI61KaYuir0ujiOQTgyvIKBouoKYIyc2EEtNDq+metFhfapofq9CXmgalJYZWUFGM7OCK3IgaEpyMDapiRNTcTKn2yWuC4QQ+MK7zqzmHTrJtLzfauuE+fu2Tf6zd8tgHx1783HfjOwefc838aM+5DZv3PP3Uur8egG7cc3HDF/CNzpFb3z30PIy0c+vh5987/LxfyV4/3p53vnj+5a1Pvrn/mQOwjQHl+y6mf/j258+9/dlzZxLe33Nhw9/X/nXDtr9vd16HYu7+Ern5zb3P7Dq7/mL6h+99vdbxh3cPYzbvcFl/Me3DjTufevvz51798O8nIre+//XaLTbPbtzxlOO1dz9xfOlo2JbDmM0f2b/kU/zp5t1Pb3deF1pr45W/fYvNs64ZHx0JfXPb0bWn49/feuj5tz9/ziX6vS8QmzbufHrznqd3n9vgmffJm/ue2bjz6fOpH3zl/8a6rU98HfDG258/55X3yReIjevff/It2+dcsR8d8N1o6/na6fhtbx147ljElu3O61796O9no7d6ldu+mPX5BaojsQWTxnfLaobkiTC4Wq/ihnM5jcdLhQfGlJ+MqnYMD5ybnykEFtqtw0LAePc1/NtZoLePJVc5zMw6ijuOwynB7uxUJKMQQkjx4xTASzOh7CQEDetKjIYxkzEVWDg1w49V4M1IgtCT0cw8CD3TjRyDYBYgmfnulGgYOw/JInpTU5El6X48CpyWF84n+JcV+FJzQippcF4KhJqJYhO96akXaXH+pXQYJcu/NDOkmuRLygmtpgVWZXsTMzFsEoyT6UGJw5RQobQcCDMhqIoCpxX48wrD6gp8KdkYDimgssCbmghnFCHZhedJ11GleDijEMbMDK7Kh9OLUEx8RCMRSs+A0/MDykgelBgkpxDFLPaipsB4WDSHBKPmhtcV+pUUQCk5YbV0OCfFl5KF4ZA8aIkejBR/HhVKwfqXZgaVU6CU3PA6ul9FJoSM9edRYCVpHrRUDJvsS8V5MhMCqui+5JzgiuKQ2kIoJcePSwqsyvYiJyPoxXBO7jnidb8yCpyeD2emB9YUwekFaC4+rKHIl5KOZBYHVuDdKDEodjGCUeBBi0eU5qDZBAQjN6ON16Toa1PJWlXSJmVv25iiRT7cPjrSMS5rUUjb1PJ2jbRFOdiqGmlVSkXK3vZRefuoQjDU+42T3S0WYJN6dKOtKplYKW1W9reNKZrlwx0aeYdmpEU21KaWt44OiRT9bSp5i2JIrB7sGFfebKQiOcVwWkFwLRHCSPQlZ/uVUdwp0RBWFppD9iGnw0tS/XlkGCU3op4YUJbrQ8q5VJWfLICl8z2yGtHYRgiU6/xqzhcn2bZhtfsDK/ahmLt9iTvglJ0Y7h4MZ09g+d4DsI1vffbsi1sePx37XmDlPj/e3oCyvWj27uDq/Yu+vcDKfcHV+9Hs3VDiDjh1Z0jN/rA6m5BaGyRjl0/Rdv/SvXvObXhz/zM+RZ8GlO0Nr7cNqtwHJe7wJe7wL92L5uwJKNvrz9uL4e4JqbVBMXcjaDtRrN2BFfsw3D0w8g4kc5d/2V4MZ49/6V5/3l40Z3dwzX40azeCtiu4an9Q5T40a3dA+b7A8n1o9u6Qmv0o5m6fou1o9u7Ain1w6k4EbReGuyeUb4Ph7Fl0+wVW7INRdqLZu9Hs3cFV+4Oq9vsSdqCYu0P5Nn68vX4lewLK96HZuzHcPb6EHQjarsVI4YtZBy7QnbD1rjiRZ04DNKvBN0sAT6r3SmnwYDZ8NTn28fzMjoE+W914qsXEAKACWMfvdznfNwtMT+vHNN2CpjxR54nOPofsEs9AVh6kLAPFwwaXkxF0rA81GVGe6EG6CaNhMdwCCDMew86BUbFIdl5gVV4Au9i9INaLmhBIiQugJrpTY9DUuAhajBcxGsZKucRJDSDeCCzNuVSZH0q5EcrJQPAy0MSbYZRoL0q0GynqEivJn3ITxki+XJkXSo4KZmUG83P9CTfD6PEwVrI34WYELdaPEu1BiY4ow4XTb6KoSRG1+SG0+GBKTFB1NoISH0q+4UdPPIO/HsBIDKVGQ8hxQeW5l9jJAcTo8Ppif0ZyGOVGUEm6Oy0ukBoXRo32IEbBmMmXWYlofFRAWVZ4aVYYOSqsFIcoSQ8g3gxjJFwkRnmToi8z4pCkm3Bm2pWKnBDyjeCy7JDa/CDCjXBGPJyTBiHFRtCikZRYN2rMpRJsCDkKSU+5VFsQTo8NpMT7V2XD8DHhlJtIRuJZ/PVQZmIINcqLEhtSnnOJEY/BR4c3FvlTEsOo0f4lWA9KTAg1NpgaewEfhWKlXGbGI4nR6e0lLcq+LkVfq3JAKO/tUA+1y3taVYOdY7J2eV+7or99TCqW93UqelsVAwJZd4dqUDI6WNfbfpsFcjnkPp26U9HXquhvkvd2jA63y3tbVYOd4yNt8t4O5UCrerBZ3tel7BfL+1qUA52j0uh6UnhJZjDxRkBZFpyZFEy4HsJOdqXchJNjIyg3fYk3fRnJl3kZAYTIgNKsiOqiCPr1dD4S1+SBqz5XVH8BW+8K5TjdYoGa/SE1tyJtYYtB+AbbgLJ9R0K37HV95VTs+yG1t4LzIbU2iwG8xeyAxbj6YjAvrN52MRofXLN/MeoWVm97PuUDl+j3wupsbkcKb7cMrbNZjPktpgCE1dkuyuI//dSMbxNSaxNaaxN6O3BYdyvmH1ZnsxgXDK2zWfwxvME2tNbmtpYfw342i10tfr8YvAyu+dGYOpvFSOFiBsRi9sHir1/i7/fg2byA+wxW7pkjck8TumbWeWHrfHJbUFmNbtlNyOwat2rRgf6RPcLWIwO9norhYL2u/X5X9H2zgNEw3tIW2Sx2qqj3CiOjwykRCHwSnJ4VUErAVGQGVeVBWRkXcFch1CR0BTaAU4hm5vqX5cPZqfCiJD9ygh8nJZnjn85yCyWH0qtOkWpcUARkIe9Uo+hoDMs9goaoanSsanC4VhKMrYCKxHaFVeeDaCHMmhP1wmM/sCHfUr35QgdWrXMY1S+3yrOpxS633P27ssvlDU61ArtLDPg1snu98Bi52sWPAC+quSBsPpZe4nGtNLyq8XhVg/1lbmAix13QdLSw6iyGiCBUuTQ0HbtJc4/k+tcJHcrqj1/lXc4p8xCJjuLKL6KISGa1E19od4Xq/T0T0iCyZ9ec+JYTUVzt2tR8LK3MK5weWFHvVNloH06HRtHdBKJj+HKXEGoQlX9B2GyXUgq9URZaJzxe2nA8iOGfxLggaDqSU34OQ4Qx6043CO2iOdDY8sBGkQO7xjGYGZrHOytsOpJa7hZAgnFrnasE9t9SfONKYUKRPa3qxJXSK8Sqc0LR0TgeJIgIL687Xlp/PJAEieO4NzUfI1S4pAty+9Wiicn6AbVQLBPLNYKx8bpelbh3tHNsvF6laehUdw2oROOTdYNqoVjWKtMIp/TCjkH+144/Zg2xitWGnvHJ+mG1oFXeKtM0aSbqBkbFPWNd6vH60fGGTmV7r7J5fKJeOipoV7TLNOIM/g1ug0uD0O4GB3qDBasX2NNrnREEOJZzRig6ksK9GEJBl9Y71wocIkuCUipQXZ37G9t25dTZ17fs6ev5mNN0IJj75WvZB0+yfswd/IX8FOr/tblAt5bcb8gjeoiyuBdYm/W5O+tUQbN3ep1HYvmZ1Dp3rNgzu8k3S+CLa4Bi63ziyp3I9V+qVJ+qR79saY0yGpe94+y3s8DwcJmk195gdByQOfsWh/nwMkJ4JAwzD0bJ9CEmQktjkKwUGDEdTcvx42GRJVgMo8A1K8abnJjO86XXuHxP9qgS2mnG7Ys4rpIBhwH5CXyJb0v7McOMU0WdC6PCe3T8uN7oyKz0FrSdN1ucJQMuhWyEXGmvMzqV1l9kVlyYmHKUyuzJJV6tvedNZud2iSOxBKE3OOmMTtwGGKf6pM7g2NljR+R4dfS4zM45CcSOzGqkftrRMONEqUA2iJxm5pw6ek8S2B6dvQ56o1N5zQleHVxncDRMO5F4iPZu5wWzc2vv+WIuZGDYblLryK48V9bgoTU4jo45kEvhnf0nzVZnYft5Sqm3Vnd8bMKRUeVRzj9pmHZqlxwjlUB7hk4umE80tJxlVnnPLzipx49TKlG1AgfjjJOo7Ti5xLtf6miccapuOFPW4Du/4Dw6fhzPQ7dJjs3OOTW0nSZw3AdH7DWTxxnl52uavWfmnFVjDgQuun/YfsHk3NDmTSlzH9U4yNXHySXnqoQuxhmn/iG7clH2xFSDaaFuUtswom4yGOtnZ2vHJgTqcfHcfO3sLF822jYxVTc/z5/SN0iVTTpDvcXaKFeWH3U4ssgCNHbhnKl1fqFOq28YUYl0hob5ef7kVKNSI56f58/N8RVj4tHx+vn5Op2hTj7arDUIKoVhKo3j3IJTSd35Uv6pmVmnQdlxfImboPmYccaJL3CilvqOKB2Ms04lfA+h2AlYd6pUO+qavlIqPpmb3tnTvT++7LPXcw6eZH22FAssPtgf+mp8uCzwUvYBj9JTBU2+uHpITiM8tck1pe5cdgMU1+ib0wRPrD+b0ezLEBwZGdlvmHHu7jsnlXatLAtIpVXtXY7qUftcznk/erYXIxFZmhZaWgwnZXpS4hG8bDg7OYCVj6JlIVn5EFZ6OCGcU3cmmo3iCZymtA6llecEzfCxSSdxW7qgKaClDTk8UNMivtzYdLJbkiMdrhSKPJqavWRSfk9PVlOLS0dnpELWImrxFzSfGeyn9PcxhE0XBSK4dLihuydZ2OLS0RGrUoiaWqAC0XmZtLy7By9sOdvSFiYdbuzovC5odunqypDL6oUiT2Gzm2KEL+nECZtPt3d+Lx1qELdFCFrOSroKZNLKpuaLTc0QpaKpS5LU1OLS3Z0gG24UNqMbRef7++iDgwyB6GxTC0Ypb+nouNHU4tLTg5WN1AlbfITN7sND5RJJrkB0qrk5QiYVtbd/J2g+09dXIJdVC1vchM1eSllje0dKU4tLe/sN6XCDWBwoFJ3t6yGNDPOEonOiZqRK3tzaHilsdunpSRse5De3IAXCi3297KEhapPotKglQKVsFbdfbmpxGegrHBooF4q8m5p9BvvLOjvSGoX29QLk5PiQXt83MVU3pe02GjVT2tbJqQa9Tmo0qienGianRNPGca22d2KybkonMU6Pa7XtBmOTQtl26pTLIgvU1FRYLKqJyXqtrsto0ExNdUxM1ukNg9PG0YlJwcRko9E4qtMNTU41TGk7jEaNTicZHCA1CLwETWc72hM72hMbm84KRFBJV65QFNzUfLKjM2VkpL5ZjBCKPWXSjFF5wGDvnuF+x6nRyIE+h4He3WNyBLXd7/WcL05xP7tU+/AP8P0O5Vv+fs9S2+ezPnfnni5qQuLqfLIFkFwxBFvnkVh+Kr3eK6XBFSv0IHYG32D6FpS6tnQc5zf69fQ03+924F5ZYGpK3tmZVNv4fUoJOpKJCaJlwqlZftxCOAeLKU+F0ON98AkoWg6am+1Fi0Eyc0Px3/rnoNJ5PtNG+1qhQ1VtWKfkTFdX0qhaIukmGg0ao3HCYFADAGZmdDqdYmFhzmq1Ggyjev0oAGB+flarlc/M6AEA09OTer3SZFowm816vWp6egIAMDdn1Grls7NGAIDeoNHrVWazxWRa0OuVMzNTAIDZWb1Op5ifnwMA6PWjer0aADA/P6fTKWZndQCAmVmtTq80mRYsFoter9LrxwAA8/MzWq18dtYAAJientDrlSazyWQ26fRKo3FisVutVj4/PwMAMBjGDIZRq9W6sDCv0ytmZrQAgJmZKa1WsWBaAADodCqDYbHbWZ1OPju7OJwJnU5pMpktZrNOpzQYxgEAs7MGnU4+Pz8NADAaNXq92mKxmEwLOp3CaJwCAEzP6LRa+cLCHADAYBwzGm9Zq9OOGIzjAACz2WRamDZbTAAAs3l+fn7aarVYrdaFhekF0ywAwGIxLyxMm80Liw1MplmtVvvP9QWsdzZYmJ9eLA1gWphZWJixWq1Wi2VhYdpkmgMAmM0LCwvTev2YVquYnzPMzRl1OqXRqJmfn5mZmdTpbk2RcXpCr2uxzFMt84XTurQ5YzYwUeanc6Z1aeZ5vHQq6438b/bQDqGrbPyqbDD3L37/G+RXjGtxaP7VNl8yDjyL/eJa6WFSlWN2Ewwn8skVwHH1kMwG75TGcxkCt+JmZHxNQDAvB0lN96WHY0tRA0MeTS3BGs09ZQ3eBwssLCyIWr6XqxwHh458z0NdpCdhODmB3CIEDetdHO/JiEfykv04uSg6Dk7BwVhY77xr9W0u7b0OeK6HuMNd1Oyq0fTKZV0Gw++pxOWfHtPT0ytfa2gGWCuBmQDMFGBhAAsNmEnAQrv9ObI5aHPBkVfzvniz+ND9SdGhLcWH3iEeeod46O3fpxAOvVl06M2i+xzXHbKx8NAL2C+8Sz4fUe2obd6TUnM2o84bVw/FNUAyhJ4ZjW5placTyiERZVgULx9SlgZjpRaUntIajo/rTrS1J99ZomZ53BMLmM0LApGbcdqpf+DwTXqYJzMPykqCspNDyojexDgYLR3NzPEvy8TwcoIoqTeIvjcZiKqmszNzJ5tbg/sHxCPSJrP591/9+k+Hla84Ng3M5csV8zWTgZlYKo0OrcfAq+HIGsS9C6oWgayGI2qvovhxqLr436UkoPgRqNr7GNSdAq+Fo6oR2CZMV/dB3fiOikZbnuAzdv3X2Go3bJN3Zr1bXhMisdIjkP29DyMNxUkOLCvy5xTGkNxHpMe02uOdXan3/ne6JxYYG9XU8K/xW51zy6EoQhKMnhXALYJxM7xLbsKpiQhCOoqRHcAtRlYRvmd929t7rHfIobT6srgtSiqt/LX/gVax4lhhFpgHlnqwcNdy2iRgpQPAAoB9n8IAQPygbX6wmAWg+lcN7baUgAWiRhmqGEG1tdkZpj4Zlu1KKXNIE/rmCGGZfJ/vyqJ8SlN8yxIDeUUodh6cnoMuTkjiwYtq3OubMlTKjns09O4sIJOJOjqCywVoDNkPSU/055EDSouRdJw3IRHOTguoykKXZkHpmWhS8vdUv5t0OK/u1Ni4Y2s71vK/4AKcPzVWkgUswCIGpuKVvFakAoCZB2rzg4UOmHnAXAwAFYDfUETYTAZmFrCW9vecHOz7SND8OavRhll/NL/e54eKayhuui89yYec4E1OwHAK/LlFEF66Gy31Mhnd0u7S1uE2OFR9L7behQU042pxO2bWdHJA4XyZHOzOTUVVZPhxcpAM3MXCG3ByRkBJMYyTCWVhI/BBvQP2YokDX3hT0s3QauUPYipXsYJYQRawrPANfyYOsP6OfUzWGWCuAhb8nLGwuvJbMsHPMJUHrL/2ZgEzCZhIM/pMteK7jnY7/dQOieSDGyUwJAcHp2ciKFgYIdULHwNjpqIqMmGcVDizML8KMT5+ZMpwQiAIvxd778ICCmW/pM9zds5J3Gn3HfmKfxnFl5oCYcYjypK8GAnBZUQoPgXDLEBSE75nhjSIT2omTnZ1pazuAv5XYKVY4NYNfytEAcXATAcWxS/Vzs3NqdVqjUZz11rMKwwzsDQCUzEA1DEl9ouD7z/5xN/6JPEAMH7TwAF7YQY/PHBCN7mrVHA4Au8TTEtBUrLgtCx/bgGUnYAsS/Lj5QXwiBBy1jVKuLjTcVjm2NEVfy8W34UFDAYjX3i9UXIhnglDUDLhNByamQejpXvR4jBlmXBGIrq8CJYfpQ5xRwAAIABJREFUyao+KRAf51YEtojzx8eXv4BtFb8XrAgLWEaBibGyd2xa+v+l5pqamq1btzo4OMzOLldj7zYGBgYYDIZMJrt70/sZP7C0ARMemAgA0EYVmTt3vLFmzRpJe+xvZQEzCZhIBm1qjyScL/AYlh8nV5z35+YhOVkoXiq6JNOtIArFyEZQsYFlhKBK0rWSiCyOV0cH2Wi8+6ZpORaYntZJurPrRIGheL9zxMjgqqKQchKKke1WHIWkYTHMPDg7A1WZ74OPLhGdtlhPdko8R0fvXt5oFb8TrAAL6IG5dMUogAhMeGBeMk+ewWA8+uije/fuvUcWwGAwa9asSUtLexAD/xHWfmD+cR8EaKOKzH1731qzZk1XW8xvvlCACEzFAPAV8upGwelhuUMK86IXISa4Bg9nYlH0LCg1zY0Q419WiGSnniV8hyhNz66ACkT2LeLLer1meauXY4G+fsaA9Lje6Jhb4Y0qzYZzUt1JkX5lmQhuCoSYiKJloRkFfsTotApkPte1WXx5aIg8M/N7dtis4p/wgFnAOgsstSt4yedCETALgHXJkDOVSn3ssccOHTp0jywQGRm5Zs2aK1euPLA3CKsCmGg/zQCgjimx+/e9/YBYAA9MFADUMzPTMnl5df13+KoLOeWuYbQUfw4BTs1A8XIwFRnerOiAirywSiqiOEnYcVJvPN7Wday/v2R5w5dkAavV2tmdYpxzUarscriuaDIOU1IUUkmBc1LcqJF+lbjAshxXfHokET3U/1VP33GBEPtgpnIV/y48UBYwA3MTWChamWt2icBUBEzVwLrc8i4oKHjkkUecnZ3vMVsGi8WuWbPGx8fnzkuTfgMmgZkNTEU/2Qyo2vGcgwfeexAsQAAmIrD03lbW1h6l0zr2DhwLykVCOTn+ZThvSjSck+LPyfXj5CNo2b5FKcQqj7Fxh87uk1LpXSIFy+0FZCNNLe0XalpPfc+MDiwhwelYJBXrRYpDsXOCK4hIOtabkXKF+11JrXNvr0unJPdBTOUq/n14kCxg6QQm/AoGBcw8YNUub0J8fPyaNWvgcPg9OqcpFMpf/vKXY8eOGQz3fQjv57AagaX8nyjARASAapjK++rwB2vWrGlrjvoNLEAAJjywtN6+Wej/s3fWcW3d+//P9LZ3u3fb3f3ujrrLfJ111m63nd1JV2oUqNFSLCEKQYIVbSkOxd0lbhBICO6SBAguARI8BOJ2fn+w29tthUJLGezH85E/uu6cz/mcNOd1Pp+36vV6fntKde311CJrF6qfFSHUviDNMT/LGht2PScIRU5xYRPhlBREjldUwdWapnCZ7AFf3bwqoNWq+3uL8Uw3N7oflB5tRbxjz0hzK8ZB8BFg3B0YNg6GTfYkeBFKjWlMi1YeTa1RzjfUOquTZVMBXQ+gwT1Gp4CGAuju02PzN7i5uYFAoICAgEXOmslkvvTSS0ePHhWLf9vDd4moAU3FfbZCAEEtyz516mMQCFRd4fcI1sEcQFsFAL9a4Gi1Gl5LZg3XpLTRxD3Hy5aQgqKmOjCyIIQIMDn8OikYVZLgVJzmR3Zgl1/h8iIXFoJ5VWBwsLKt8/zg8OlwOtSaEmNbnOhSloZmxllSg6yIoQ6F6XbUjGAifGTk1KzCpKEpdN07uOZYBhXQ6wBdP6DBApp0QJP5GD4ZgAa/mHLaOp3OzMwMBAJRqdRFzr2iomLTpk3vvffexMSSi/Pc8w0oAG0NoEkHNBm/nbw+G9BmmZh8BgKBmAwXAMA+7DfAAvT3Wa3UN3gOC8+UNZzypPk6FhNsyXesiWGOZUkuJWkoejIMn+hIScIxTcanzjZxDYWi6gVu4v4qoNfrW9sSpmUmE5OncplmdoREFD0LnhdnnhUIJsc4sbLcynJQBUmwDKc02sU2vsfwcO26Cqw5lkMFNICuA9DVArqGx/LR1gG6nsVMRCQSffLJJ3/961+7uroWOffGxsZdu3bt379/dHT0Ye79l29ADGgbAe39vgF9IwC0mZsbgkAgMjEIALiAvnFpt6+pA3SN88VHCYVNFRUescRLjnh3DCsNw8y0xcdcS/eH4CMdCrJRtEw7YgKeeWV6+kxH9+lhUdkCNzHvWkAgKOnsNursPRXBcHcowKJo6Y6MHCgxDoyNdKBlIimZdrmBWcWXK7iXq6tD7u3bvc5aYTl2BPr52uCuMGw2+/nnnz9+/Pjil/c8Hm///v3bt28XiR683ZifB9y+ra0tCATKysp6hEvcH5lsponnwe08Ryq95IwNQ1IzHenZCGKCZXYQHJ9gR0+H56d6UN2otZeam/1nZxdyFs6rAgrZLLssLIzp4laS4lKc5VSQal+QbE4MuY4Nssm7cz0vCkMMLa0+My0xqm+wFouFy36T6zxuHn9O4crh6uoKAoGio6MX7/ZraGjYuXPngQMHHmkt8CAwGAwIBAoPX1QM35KYnBpu4F4fHT+DKzaxzbplQ4ixIUUiCuPsShLcKjOcihKR+dG25NBAvHVF1U3J9EJP6P1VQKfTdvfgu3qu5JVeRmGDrIiRNsSI64SwC3g/MPUOghFvX5zszIwLYTjQixH9/aU63WL7H6yzevjTqACPx3v11Vd3797d3t6++LOYTOaLL774xRdfPLJ1cCGCg4NBIJCjo+OyxzXrdNr+/gpKEfQ2DYmiRoIpkdaEMCtiuBU5CEVLdGXhXVkUf9pNTvsZ4ahxW/udBcIo7q8CCoWkvgEqkZ3v7jrhT/VGM2lOTCyMGAfBR7sU4RwY2Y4MvB/Zi9txtqPnLL89SaNZLx+w9vhzqIBSqTQ2NgaBQBgMZkknpqWlgUAgCwuLxVfjeAhSU1OffvrpixcvLvszolIp6xs9RybOcXgnb5H97PNJ9rR0W3wMGHcHSUqCkRLg+JQggt3oiKFaZ9rQbD89PTnfUPOpgLSu0WlCfK6Be8od722LT0VSkhDkBIucIOvsMBgx3jon2hfn0N13Sjh6ltcSolDIlvcO11kB/hwq4OfnBwKBDh061NfXt6QT59bqkZGRj2dev0Cn01988cXjx48vMqJx8ajVqjZ+XEf3lYJaIxeSN5iYjKAmo/JTLXGhttRYJzYWWZTtzgij11/o6rfs7slRKOY13s1rFxgRcfOLkf50NIoR41ySYV+YgCyIhTEjYQWRKEY8mBoBo4QF0mCMErepieXNx1hnhfgTqEB0dPSzzz77z3/+k06nL+nEsbGxL7/88umnn66oqHhMc5ujoaFh69atu3fvlsmW/005MS6gM9Fu2dev5vpfwweZ4wKvEQIv4L2v4v0tcCFX8YHX8UHueda0QtT42EKulvurgFqt6u3B8/jgjFKbGyWJdkUZriW5TuxMOC3GvYLoWopzKSN7FQSR66+2dSGGhpjrbsK1yJpWAY1Gc/PmzQ0bNmzYsCEpKWmpp7PZ7I0bN3788cdC4eM1bPf397/22mtPP/00h8NZ3pE1GlVbe2xn7yV23Wkv2k1UER6dnwElxYCJd9C0NCQ5CUFKc8XdqOKc7R0waeOHy+XzhkjeXwXk8unKWguN3qS782dfkhcEn4YkJtnioy1zQ+D4eBghDo5LiaDYT40baoELTVwPmeyRYzDXWXHWrgqIRCJLS0sQCPS3v/0tLi5uqadrtdo5n4Knp+fjLkag0WiOHz++pKDGRaJSyesa0eLZ84KBE4EUjC0+w46WhiQng3GRUEIsipaGLiDcIrgMDZ+SyIybmtESybzBUfdXAZVK0cqP6h26Rqm45E6/48omu5WRXFi5UPwdNCPVuTALTk7yyfcvbr7I7zHvH6D80XUd1nkY1qIKaLVaOp1+6NAhEAi0e/duCoXyEIOMjo6+8847GzduZDAekGy3LBgZGYFAoLNnzy73wPoBQVlZlXky4woSGwCjJcOIMTBStAUxyAIXDCPHWOLC4PjgSPIVdoXFgKBigdCGee0CE+PdBSzMLaqTPSPOsTABU5iEYSc7lydiSpI9KrLdq3NdSpLCCuyLK3ymxY8SdLHOH8aaUwGBQODo6Pj000+DQKCffvqpufkhq49WVVWBQKB///vf4+MPSLxfFuYKGXzwwQfLO6xerx8fba2qd4tiIlyLE10rc1xLsxyLUh3ZyW6lOS7MDKfCTCd6VDwTXtvsIhLVa7XzuvPnWwvIG5t9hoRnSuvOOGP9bHAJtrgo67wwC1wIgpSApCQjCKl+ONf27tPDI2fa+LFzzT/WWVusLRXAYrGffPIJCATatGlTQEDAQxvb9Hq9p6fnnA9/eWc4Hzk5Oc8888zu3buXt/qGUimvb8BIpOd7e38OKfCGYNMc8rMQ5CQw9o5DfhY6P90hH+dPdB8YNJSpTBqaHSSSJXoK5QpJTQNEIjvf0nbCl3ITRcM5MrJRlBSbvDt2tFRHRq4dOSuc6igaMZxVGHM4nlLp0vqlr7MaWCsq0N/fb21tvWHDBhAIZGho+IhWfaVSeeTIkeeeew6Pxy/XDBdmYmJiy5Ytzz33XElJyTIOq1Yrmzi3xqfOtbaf9CXcgJNzUJRUJDnJIjvIKjsEToi3yo7xwHpy28+OTZ7jtd5WKufVzXliB/U6wQC7ugEaxYDYkcPt6CkOhakOjBQYLQJZEOtUlIZmpzkzwhOKLKoaMGOjvHW7wFpkTagAg8GYswJs3rw5MjLy0eP8xsbGnn/++f379y81vuBReOutt0AgkK+v7/IOK54aKCzzvJXv6FGRcaMmz6M6x6Mi26Ui1b0yw60k3bE4xZGVGEB3ZpZ5jI/fv1jjHPPmFA70l5aUWwXgza3zAq4Tw6wJYRaE0Gv429akCFtSpA0hCkG8HU26wCoFi0ScdRVYi6xyFVCr1Tdv3nzuuefmlgA83rwVB5dETU0NCAT64osvVvJHe/ToURAIZGJisoxj6vW6nh5CW/tlSs1FV3IghBiHJCcgaYlgYoQDI825KNuZhffKjyqou9TRfbm7J0ujmbek0ryewrpG2ITYiMM76Uf1d2DRHAqybfExYHwkmpaJICfbkbNDSHaiEUOJzJjL9VmGai3rrDirWQUkEomNjc2cL9Db23sZd9RYLBYEAp05c2a5BlwMZ86cmQtwfLT8xV+hVMlr6pFKjYlo6KdgirMtPgtJTILiY63zwmD4WAQpEZqXdBvnNCoy1AEXGpuRS7YLqFSyxmbP7r5TJTVnXAi+EFwKkpIMI8Wb5wRC8FEoaioyP9uX6NbQerqr7zy/I2HZoyPXWQFWrQpMTEzMpQbs2LGDTCYv7+DJyckgEOjy5cvLO+zCmJiYgECg559/PjMzc7nG1Gg0vb14fq8truqyW34wmkVwLsW7lOJsKVGI/ETXCoIdM9O9KIpQbd7eCx0YID5MBLFI1EpjIlzzoOaEQCtahAUh2IIccpl86yre35IYcinv5jXsbc8ccxrTWbzuKVybrE4VmJmZMTU1nXtzVlVVLfv4ubm5j8d7vxBzKjCnPstYjGNivJ/ORHvkWVtgA83xQZb4ECtKqDk9wIYeAabcgRRE25AifIm2dKbd2EjnAuPMF0Gs7O5Oa++2yiq74sqKQxRnO7JyYdQECDXKpRSPZmSgi7AeZK+iZtMuAaSvn7hMVVzXWVFWoQrodLobN27MScBDhwMsTGNjIwgEOnr06EraBX7++ednn33WwMDg5ZdfrqysXJYx1RoVhxfU1XO6rvmkN8EDQc9FUVPBhEgLbAiSmgIjJUCxSR55brz204Ois1yen1w+M99Q82YWV9VZqLUmXR0nfIne4LwUFDnZFhdjlRsKJ8TDCYlwfFo4CTU5flKtM23muEul815gnVXLKlSB4uLiDRs2bNq0iclkPqZLSCQSAwODzZs3l5WVqdXqlUmB+eyzz1599dW5Nc7iqyQvjFIpb2jCjE0ZdfecuE3CwAjZ9rR0O2o6BB8NJyU45Gc7Msm3SDd6+k9NiM9zuJgl2wXUKlVHZxq/5zKu7IoL9Y4zm+TMzLKjJ9lgQxHkGBQtCUyKwRB96bWXOK1XBwSsdR/BWmS1qYBarf7yyy9BIFBgYOBjvZC9vf0LL7ywZ8+e0NDQx3qhOfR6/f79+7du3YrD4d58882XXnqpqalpWUYeHm4qLoOEUMxssP6WhAhrQoQ14c5lvN81XIANMeIaIdiGGBBAMGeWwYTCxgXGmddTOD7eUcDGBBS4uJWnOzGT3Usz3CozXSpSPaqy3Spy3Kpz3UqTgwvsmOW+0+L1zOI1yWpTARwO9+STT3722WePtcOVXC739vZ++eWX517Lj+9CdxkZGXn11Ve3bdsmk8l8fHxAIJCZmdmjvzh1Ot3wcE11AzymyBxND0cWJSPzE2C0GDA5HJWfiKQkwMlJSGJgYqF5dQNkaJC95AhipVJW34SZnjGqbT7thvOzzk2AYmMhuEiLvBAkOQVJTUWRs4IoHr0DpyfERi38MJV6PYJ47bGqVECv1584cQIEAuFwuMd6IbFYjEAgXnnlFRAIZGVltQI7goqKir///e9zeQT9/f2vv/76U0899eiJTEqlvL7RYVp6fqDvRFj+DQQF61SUh6Qk2eKiHQqyUdQ0e3KeP85ZKDopU5k0NCPF4nmTJuaLF5DU1kElsvPNvJ99KDdR+QRHRi6KkmKVHYogJzkwcmC4lBCK89CQ4bTUmNd6W75ea2gNsqpUgMfjbdq0affu3SsTjc5isUxNTREIxAqEusTGxj777LNmZmZz/xkaGvrEE098+OGHjxgHqdWqubzw3oFT9bzTbnnuYGwygpIIJ8Vfzw20zA2BkeKtc2Nc8rwrms51dJ/i8iLU6iXWHdTp9EJhbVUDJoxh51gQ48TIxDAzXIuzHJgJzsVprqU5LmVZrqyYWCasssl3anJRFePXWW2sKhUIDQ198sknwWDwil1RLpcPDQ2tgEnLysoKBAJFR0fP/efs7OzXX38NAoGcnJwecWSxeKio1COA7oAuTHCrzHYpSXFiJjqXJTkyExzz4+zyY1D0mACyfVGpx8R43wLjzGcX0HV308sqLkeRr0JxgZa4O7aEOzbEcAtyMIwcgyQlQEkJDoSgnJJL1fXXB4eq9fr1WkNrj1WlAubm5iAQKCcnZyUvqgMApXahoqB6vV6j1YxKZ3Q6nfahfuRKpXIuFbKtre3uX9bW1r788ssbNmx4lO2PRqNu70jpG7xW1GByixmBpGVgmLkOhVlQQrQ7m+DKwrmwyV704DLOxUGReWdnrEw2r7VlXk9hXT1YIj3f2nbCh+yDpOPt6em2hGgIPtKOkgonJaKI6WFk5PiYoUxl2szzXI8gXousHhWQyWTfffcdCAR6TDECv2dIOpPR0wGvq0bV16T2dHRJ7t/GL76T79rUaMhi+vGaUns6HuJCFRUVr7zyyjvvvPMbk2doaCgIBHrzzTf5fP7D3AAAKJWy2jo7tc50ZPhECBUDwaYjiEkwYpxlbogtLhpGSrDFJvrjMSOi01rgQmMTcmZmqZ5CtYLbGtTdZ5pfeR5DuAUnpdvTUu1oqdbYEBgpwaEwG12I9aZ6VXCNugfMu3uyFwhOXGfVsnpUoLOz86233vrHP/4xOPjY/U06QF83Purfwv2YVnituudiBf8nVq1lVVnd+K96k4zIpf68hrMlNZdqexDNo2cqWy+XV+MHekbkSzOB+fr6gkAgb2/v3/y9QqG4fPkyCAT6z3/+09HRMTY2tlQ7pVarHRhgNLfB08vMvVgxrmUk9yqCRzkOSY92YqW6snPsGcnuRTFZ5TaNLXCBoHCBUugL1CDmUwsRLrlgs7yAq4TAa3kB1wiBl3A+V7C3LIihZvhAc1ygZ9Y1KsN5evoxtnZZ5/GxelSgpKTk5Zdf/uyzzyYn531fLRd6vR5aU/ZDSQOGJ3Ztkbi1zLi1zHxb0QipYt97WJlw4DUK2YEz4dE6i+GK3Vtnoc0jH9GolSNL0Kmpqanjx49v2LChsfE+7nqhUHjs2DEQCPTuu+96eXk9RGTxxHhXYRk6kA5H0SJhBTH2jHg0M8GuOBbNTMSUZLqW52KKk8MLkOxKtGhkoYzMeSOI+fyozt6rhHIT1/xwZDHWvjALTIy2IUehC7Ph5EQENf0Gyb2cY9Tdb9bVnbXep3AtsnpUgEwmP/3006dPn16BrWXzxNj50lJ0y5QLb9qJM+nEmXTlTTu0TJ0uLi8aFswdM6GQ2tZUXqvpvtEqnTvGiTPpwZcZV/ACW5rk86fo/gYCgbBhw4aTJ0/OVxkpNzf3qaeeAoFAX3/99VKjJNRqZWOz96T4XFfXST+Ci3VeEowQZ5MbbokNQZISkeQkOC7VK9e1t/+0VGnc1Owul0nmG2rezOKaOkuZyri9/YQv0cuWkGFHS4UR4qxyQxHERAQ5FUXKCiehxsYMZSrTxmaP2dn1COK1x+pRgby8PBAIdP369eVtE6TSaqVqVenIcF5/t1SlVGm1AAAMzE4fzy90aZt15k7NPd4u3GkUb/J8SWXjxMjciXKN2pvTaFTR5t4ye1cFvPiyE+XN0e1czeKW7jMzM3MJxVgs9r4HKJXKwMDAl156CQQCbd++fWrq/r2J5707laKpyVM0fr6t/efbtBtIGs6RkevIyLXFRSFICRgW3o6ee5N6s637zLjYmNviOSOZ1zF5fxXQajUdndjaBtNU1lVYXiCClo6gxEOI0ddxAVaEUFtytAU+Aon1zSq+WFV7fWiwZt1HsBZZDSqg0+l6e3shEMhcKZHW1tbfH6PV6yfkUv7UeNf01IR8sdEE0yplaCvndHGxYXHZ2ZLqrwvyI9tbplVKsVL2Q1GhHXfcrWVm7vF2b5lFtkyeLy3nTo7NnavWam/xmk6Xc2+0STFcsRNn0oU3faNt9lt2ZW7fYm2EdDp9Lm1pZGTkvgfo9XqxWMzlcl1cXD7//HOBQLDIke8yOtrOrED74q9ZYP2vE8IsieEW5LCLBJ+rxABLUrgZNcSCEuRDsmaVO42NLmSDnC9eQDc6wmOVu/rRHdHsJHRpqkNZKoqViCyOcyzPRDNTUaxUVH54WCG8vN5XPLXYjvHrrCpWgwoA/+3kBwKBnn766YyMjN8fwBoWnClmnCsp/76o2LS0lCxYVHxKShf/MJUGaRx2bZO6ts1aNQi+KmLFd/JVWk1CZ9tbJIpdy5RHq9SzTQbljh1lsP15jfJ77Ged01PnS9ln67tcW2Y8+DLX1pnva1qsq8omlYsqpSGRSI4ePfrUU08lJCQs5nipVLrUbbVOp+vvL6qqv55UYIzE+VpRYm2IkZaEMDP8bTApGkKMscLFoAi30pnG1XUXe/soGu0Saw0pFLN19XYSqVETx9CHGmRLSEfTM2CkOMucUDQ9046WiabjQiiYwUFDiew8t+WWQvEYA7/XeUystApotZo6jpqYr6KxdIL/dQQaHx+fcxOeOXPmN3YBnV6H6++xrW26UNXu3Drj0CqGckZPl5Xj+xeqogcAwLBs1r6+zqJh4Eab1Jk75cydcm+ZgXBGEPX1I3LptErp1FB5qbzyx/Lmk2Wcn1isG83147+Lf6UN9l0oY35XWPlDcd1/mKXQmjKmcLGv65CQEBAI9O233z4+e6dSKatrtJuRGw8O/BRCwdjRyWh6FpwQD8ZFIUkpSHIqmobzxzqMjhkqNCYNTXCxeGy+oearQTxb22g3IzVq5J70ItxEUfPQ9HQkOel6ZiAUH4MgJdtkx94muvT2nxoXG7W0ha1XIl+LrKgKyOTK5DS53xG5325lwEGpz2V1Lffu/8RisYcOHfr9HDRajVEJ8zpX5NYiwXCmMJwpj9ZZM57wUtkD8o7LR4eOFTCRTSMuXPHcst+ZM+XImzpCZ9SMDs8dUzMmDGltvMPnlI4MzTeOSqtN7WpL6WrJ6V1CT/TGxsaXX375xRdfLCoqWvxZS0Wr1bTxUzgtRoyqs854LzAuEUZKgJMSrucFWeLC4NRkKD3VmXCTUm7EaTHt6EhXqZYcQawbGeGyq1xCCpzdWMnuJdk3KnJulGW7lKa4VmS4lWW5VGa5lSSEMVDsqvWcwrXKSqqAMjdXefMNoGszMLQJEG4CirfInE5qB0V3Z1JXV1cvHJJrfmUdrBsfMSwuceBNYf5rycNwxY68qZPsKlL/QvvQrunJK5V16LZpzD0q4MqXnmJX9E4vzQi3VCYnJ+f8f/b29o/1QgAATE0OMooxN4kwJDUSXZyIosfAaVGwwnAYLQJOjQETw2GkiFs4WAHTcXy8d4Fx5rUOdnblcVovZpdctccHQ/DRSFIcjBhtQwpF0ZOcmTlOzDwPanBB3SVO29UBAXO1WQf1er1MJlugccUCtuhl7zO/alkxFdBJZmSOUKBwKzBpoBcY6AcNgEkDqeNuFZ4KAIBILnXn1F+prjxVwr5QVuJQX6H5bw6sSDb7n8JCF/4M5h57PqJlyri0oluy0MPcOzNtWso0Lm/xaJe78qZdeRLPdqVRGe80mzH42CridHV1lZaWotFoEAh05MiRpdr8l4pKpWzlRw2IzMqbzwWxwh2YBFc20S4/DU6KcS8jOzNznZgkb5JfXYuxcPRKKz9ogVJAC0QQWyvUxh3tJ3xIXlBSNpKSDMFFWmHDUJRkBCUZjk8JIyInx0+pdRcaOe5S6eqKIJbL5R4eHkZGRq2trWKxuKOjo7+/XyAQDA0NdXZ2Dg4ORkZGZmRkjI+PDwwMDAwMCIVCkUjE5/Pr6+tv3rwpEonGx8eHhoYIBEJXV1d/f/9jzXj/o1gxFdCrNbNecKByCzBmoO830PcZANMGcp9dukLmrFZrXV36PavaoW3avmUSwhH9WFxxm8cVyaUAAEwqZOfYDKtGwY02GYYrxnCnbvBllnUDxqXspomFYtW0en31qPBqRY1xVbstZ9SGI7pW2/1zcUnpyJDusaUPRUZGbty48dlnnz1w4MB9w4SWF5VKXtuAlquMhUM/BxKdwTkpSHISnJRgjQ2zyYmAEeNtcUl+BMzQ8GmF2qSx2WEx65cRAAAgAElEQVR2domeQrVa2dEZ191vTiy76EYNdyrEu7EJGGYelHDHsSDNvZzoxMrzZQSUcC91C8D9A2S1enW9P6enp21tba9du+bt7e3g4ACBQC5fvgyHw01NTY8ePQqDwcBg8Lvvvuvi4gKBQC5cuGBnZ2dqavrll1/6+/t/9dVXVlZWEAgEDof/+OOPV65cOX/+/HIVw19VrOSOQBZ+U5O7C5gyAIYNgDEDQLBJ6vqhnsPjTE8dZbDc2+UuvGkMV+zaInHiz/5cXMEY6ps7sU088TGNatU4hOZNubTNmDUOHCsoLJt/J38XqVpdMzaCrKu4Vll5sbTUrq6qfHR4Wr2c8Qj3olAorl+/PvdlWltbr0DZAr1ePzRUUdcMSSm2dGPEulWS3cpynYrSkIwYJD3Gnp4Eo8bYkyNSWODqBsjwUPUCQ80bQSwc5tOZKE8szAofZIEPssEFg8mhltQAG1IIlBQJocXYksNuEazymRjx1KqrQSyVSolEolgsptPp1tbWHA6HSCQSCISQkJAff/wxNzeXRCLdunULi8VmZ2enpKTgcDhjY2MEAlFaWpqRkRETExMaGpqRkREdHR0fHx8REbGMZeRXDyupAtr2rlmLr/Wx24DuTbqazRrkDnW4v25Gal1bdamy3bVF8svunTvl2jpzsrTZi1P3yyQ16ig+52pF2XdF7BPFFRfLWPGdrbOLfpinVIpxpWxKIR96zMvV/v7+3bt3P/30059++mlAQMAK1ObX6/Wjo5zyOoeoIoR7cbITO9WFneFWluPITLhRledZjvcoI3gWpySwkTVNziJR3QLCNG+3Ui7vdme3UX7FWTdKIIqJQ9JSbQh3rAjhKFoqjJwAJSR7E1waW890953ndyQoF+dEXTH0er1Wq9Xr9V1dXb29vXM55EqlUi6Xs1isuX+hOffs3J91Ol1TU9Nc7qdGo9FqtVqtVqFQzNVWlslkf8rCiivsKdRU1so8HeQ+30g9zigiowDhCAAAPpzmS5UdLv9VASfO5I026flK/u2WX1XmG5yVlAoFxcP9Qtnq2nveRSgU+vv7k8nk/v7++x7QOzNdtLCjUafXdvaqi9l6qRzQPfj3plIrahswMqWxoP/nQJK7dU4SDBtri4+2zAtBkpLgxEQEId2f6DE4dEqlM2nkOMzMzGunuL8KyGTT9Y2Q6VkjXuvP3gRvGCnHjp4BJyRY5YYhSYn29HSnQmIo2V4oMpRIjZtbvNczi9ciKx81pJ+VaXsE2oFffHUandaHU/89q8K1bdaFO43hit1aJE68qU9pRRF8zgrMZxmZ702r1etLRobNy0rOFBefK606ycwnCno0ut+VAJTMyDwd5P7fyIMOz1obqktLAO0D9hQqlZLDuy0aM2lsNbxF97VnkJyYWMeiXJuccFtCrBMLByel+NFuN7adHZkwbW0NXKCI03w7An1vL6O43CyUfM0ae9uKFGNDjLQiRlzB+l3DBViTIq/iQiFYn0iKCasMMjLCXYuvSvX4uLysQlZWoX38eWyrkz88dlCv1w9LJeiGBrMmAZo7iW4RO/AmTWo67eprJI9tA7/C5PZ1fUqnXK3vQ7eKHVumzRoGThaXBLQ0q34tBLO21qqgbUD3ZqB/E1C9Rer0gSI15YGDiyf7i8o8vSh2UHoEjBGLZMSh2AmIkhgkM9aemWhfmoxgxvnRHApLPCcmFgq4nLfWkHC4uqLewZ8OhdAjwKwEWH4cmBphmR8CK4yH0uIgtFgo4VZU4dWqRue12LNY0dI2AkGMnDUdOWsigqGU/CXEhPxp+MNVYI4i4eCFsqITxWUmZbU/FLHhdRWUwb4/ajLLy7Ra5dZUf7mu15P/X/MnT4JsmbSsqhqW/i/DT9vQJPP4HOjdDIgMgEEDYNQAYG2ReoGBBct26PW6js68+qbzBPY5+1wvS1w0GB9piY+4ig2wpcTBSAkQQqI99mZ+1fmWtnP8jjTt0iOIJbWN0OlZIy7v51v0IDgl16kwF06KA+OinArzUNR0BzoulIwWiQylShMOz3tlKkYuFzqVasT1xvib73fueb1rz+ujb74ncnYH5q/T/GdllagAAAAKjZog6C0fHcYN/Co0WCSX1YwNp/e04fo6GiZGppc143CRqCsblOlYRVy8qpCtn1rasrF6XPQDkwlpGHa7x/zp3CI5Si9k3WMjUGXlqJIOAsMGeoGBvt9AP2gADG6SIr/XT82bCwzM1RpqQM4qjIcFPwZTHOHEPHtaBoKcCMFGIUnJKHoakpTtj3MaHTFUak0amuDT00usQaxUyhqa3cQz52qaT7vk+sAp2ShqMowQZ54daJUdAiPGW+VE++Bc+V2nB4Vn2vjxayuCWCeRCC5eHdqxn79tb9u2vaId+wUXrur+/2uytnpU4L4oNCrnhupzpTXfFFacLqn/rrCQLFgoAG7Z0UtnVSSaFHpEF7RdnbpV5vqa1Nlet5RqSCLZDKy2Cc6bcOVJ7oYw3miX/8gs6bkn6knT2Cy1/xLo2AyMGOgFBsC4gZqwXYq+AmgWejPpdNqeHiKnxTyvzMSB4AsmJsEpiXB60nV8iDUxAlmYCmGkoMmB2eWXOG3W/X3kBSLl5vUUjo+2FxQ73Wa4YcrT3Ctz3CuznEtTnUoTncpSHNkpdqwEe0ZUAB1ZVOYjmV5jXjS9VjvmfXN458HO7Xs7t+8V7Dww4umz5jY1j84qVwE/bsOP5bXO/FnX1ln3dplFw+D50qqcvgfkES0GvUKpaWhWpqQqU1I0VbWA8v6Ph7Z3QOb7E1CzFZh6FZAYAEObpI471EVMYNE/lUGp5GpFyflKvlvbrAtXjOGK3Vul12q6vy0s6J/5X6VD/diYIthTfms3UL8ZGNmkLdgyY3lYXcIGHhR0MDHel8+y88wzt8AGXCeFWuCDrxOCL+L9ruOCLHGh1wjBFrhgH6xVIQs1OrLQnne+qCFVe0dKZ89VQsU1V3oklJLoQE+1L0iFkCKcWbluJXgMi3iLGcZqvtDRbT4wQFltEcQPRD08LLSB9L33Sd97nwrBUI1I+JsDpLOzzdVVtSUl039e2+FqVoERudS4rATcMu7eInHmTDlzpjxaZy/UdiNqq1SPvHdTMRizsGOqtN3KpN0z0C/URYz7GuSVaXm6O3uBKQO9wEDfZwBMGOhKN8s9zXTDiy2xp9Bqm8ZHLpVWXmkaQLdMo1vFkCbhF/mFtMF+5a/vQjc2riTmzlp9LQV/Jve3U1c8uKOpWq3ktgQMiC7Uck/55990YFEdivJg5EQoMdqxIBdBSkRSsj3y3Lkdp0VjJjye78zM/SusAgt0Jamqs9DoTLo7f/YleUFJmUhSIgQXY5EbCifGw4mJ0LzEcIr95PgpLWDaxPGQrVYv7l20Uql2ckon/19cg6xvvBud0gmNlfb+L+NSJ1doJia1Mhmfy7U9d870668bWKw/Yr4rwWpWgbSulrPVXJfWGed78ogcWsTfM5m9C2YQPBAtr02K+Bxo3AIIDQChAdC4Rer0iab6PrevTMMCYduBCQP9gIG+3wAYMwBIW2VBTnr5EqJj9Ho9abDPoqrsDLvi+6Iiq6qqhM428X130Hq9bmRCOzKukyzqaVKp5PVNrhNio97ek/4UDBibgqSlIClJVnnhYEKUHT0NRcn2Ibj19J2amDJq4rotOYJYo1F1daV39dpgy6/dYMS4l5A9y0kepQQUJcaZmelZSXZiZvsyw/LrzfndiMEh5so0fn1I9HoFr2UqOGwE4zoZHqUaHAIAYKJukONaXI/Mr0fQOe7s8dpBAADUfQPi8Gihg4s4LELRxgcAQK/X/4l3CqtZBcpFgz8Xl9m3iu+mBmO4YruWqW8YBdL5M2QXgyImSB6zCxAZ6AUGeoEBIDJQpe6UB3v9/kh1caXG7SjQtQmYMgAmDIBpA3XSTnmEv35mybbwCYWsfmK0UzLFmZzXRPcQjIg47HLb6AILJDHMjpGKosUjaTEQWhiYFAYnR1vgw2DEsDCSJZNtOzS0UH/UBWoQtxUU2/mT0DByJIxyB0WNscuPQbFi0YXxTkXJTsXp6PyY8Hwou9JdPPXgoO4/EFVvX/8po7Evvx74/Jjw6FeC8xdEIXklF/PKf0gvOBZbcCy26sesagh5lj8khCImvvxm4PNjE19+23/OVN17/yCwx0d3d/dKpi2tZhWoHRsxLS21ahj05MsxXLELb9q7Q3mugutUX6VYdPHP+6IIxuiLtwBCA32/gb7fABAaANVbZDeQ9z1YHh+vsNsLMLbqs7Yqo3bJA6/qRpbzMX4UdDqdUFjTwHNMLIZ4liQ7l+Z6lOZh2BlOxckeFQT3kjxXNt61IDqrHMLtcBwaYi+Q7DNfBLGsvtF9YOh0Rf1pN9ItGDULQUm2xoVbESKQ1GQYKQGKT75FdOruPz0ydo7XEq58/FHTD40ETxbueo2/ZVfb5l0dW3d379rX/KEF43Ai6b1Q8vth5PfDKO+HkQ7Hc76C9+w/2LF1T9vmXfwtu4d3HZRgCSs2SZlMxuPx+vv7+Xz+2Ni8NWGWl9WsAgAAEAe6v6TnG5Y22fEmLWr7z5c1f04jjj7y3lOFy5V7vQGMGfyyIxjZpPB7TZmZet+DdUODKjJDHoRWRPrLgoO0nYt1Uui1Om0LXzc68YizXQCVSl7X4KBQmwwP/hxW4AHGptjR0uDkRBtsuB0lFUVJsaPkBBBdRKJTGv2Fhibk9PQSu5IoFDN1jfBx8blG7s8+ZF8kJceBlmlHTgXnRdhTUx0Lch0LcKFUzMDgqfHp87zWW1Lp6u1WOkMrGNqxv2v7vvZte7u37+vetb/5C1vKR7HUDyMoH4ZTPgjP/yiScjSebx7Q/fa7fTv2t2/b2719f++O/TMU2opNsq2t7W46ekNDw8rssFa5CsyoVU0To5Dq8gtlZYbFRQEtzbypcdUjfzO6sUkZzEoR+IaetRmo3iIPODhrflk3sZCtQSeZvRvYr5+c1nb06haI59Hp1OVlMvfrUpfvZ9En5dHBuknx4t0Ki0etVvF4EYNCo6qmU97Um+gCvGNBJpqebpEdDMFF2VGSrXOiXLE+VVzjgWGjVn7kkmsN6fV6gaCiuBwSRLK2xQeDSTFQYiSUEmlFug2hhEOpsRBaNJRwO5R8jVWOnphY1dVHNUKR4OK1vp0HBXte79p1UIRAzfAEVWAS+5PEgo+jCz6JLv0ksQZBVY5LRWjH3l2vCfa83r/roMDMQjOyct1W6urq7v4Zi8W2/LcUr16tVvf2SUvKpBVVGtEosKy/pVWuAnPMqlVTCtmEXLrI+t+LQS+WqPLpUkczGfqyKp+um1hU72Dd2KQ8xHfW9rgU/qUMY6yi5+vvV25TmZUthXwMlG8B2jcBnZsVd/bO2F7TjT+WRYFEPFTA9vShOruUp7iUZbhWZHpUZ2IqU90qM26UZ7tUpLuWp9/Od2OwPScn+hYYZ96KYwMDRZV1kFDyVQgx0JoWAybesSCEmOH9waRIMCHKGh+NwPokF5pU1kGEwhrt6g68UwsGx2+HCBHoyag47fQ0AADi1pFqKLnk+4zi79NqYNRp/igAADqxeDIyZghuNxEcphn+re/wsSIUCmk0WmNjI4vFuunvb3v1annEHTG3ZTI6fsjSVmgDE0HgIihSQiDply9+bk2owONDr9HqFwzLuRfdxKTM/ro8ficg2AQINgGNW2ZtPlIRSb8dUzIr90UDRVuASQNg2AAQGQAjm2Qu72hq65d7+oBOp21vT+7qOVfScM4F62WVEwXFR4NxEeZ5QQhykn1+GoqW5U64Xc45PzB0jt8RveS1gEw2XVcPlsjOt7SeuEm9bZdPcirMhRJjwfgoh/wsBCkFTc4LJyHGxg1lKhNOy5rsSqJVadvdSG32WK1yVUjYwMAAk8msr6+n5Oenefs0vXGo8cPPBP85MfD1D33Hvus79t3wtz8JvjsxSytYeHmp1Wo7OztbWloeaF/4/1wFloS6tEJ+8x1gai681wCYNABKtshuonXjv9pK6AQiqfdloHEzMPrfqkpTBvKAPSoqedmnpFLK6xrsZCrjYcFPwRRnODHXnpoGJyXaYCPg+Hh7WjoMm+qPcxkRGqr1pvVNyOnpedcj89YXaOLe6uk1ZFWfccT6QnDJcFICjBh3Lee2dV44gpoMISR64t2rOWda28+2d2So1WspghgAAK1EIiEQRtHuYwh3CYGknVld8Q7iiYlWb7/h197t3P8Wf+cB/vZ9/O37+LsODr12aPCSuWZsITN1X19fU1MTh8N5oKFxXQUWj4rOkN3YBUz917MwagCUbZn1sNSN/vbfQuqEBnDbgHEDvcAAGDYA+g1mru/X1Lcs+5R0Op1AwGriIxNZV9CUAERBhl1hOpqdaU0Oh1Cj7VkZsKIk+4Lw5FLLJj56cJClUi0xmwgAgPHRTlqRkyfVybYgyp6djCiMhhZE2jIjYAVRttQoG3I4mBTqQ4Lnsz0la7BbqTgtU3Tk+NCnXwx/+sXw58emUtP/6Bn9FmV5Zd/2/e1b9/C37b376dq2t/OdwwtkQI6MjHR3/xJjOzU11dS0kJd4XQUWj7qyacZmNyA0AIYNgCEDYMIAwG+bdXH6zbpMr9NpamrlmKNAyRZgbBPQu0kftk0R7feYnAUjI+0FLJgP7poF9qYZ1t8cG3QNH3SZdMuSHGKJC7eiRFoRgm4RLBgsiFDIXWCc+bKJFK38yN6hq5SqS17MOFRhDqYUjypIg5Ki3MrJTqxclxKyX75fdduFPqFFb1+Oek1lg2tnZgbNLEW7DrZt2d22Zbdo10GBmYXuj8hXW4CZItbAjgPtc6uA/356duzvPvyFqmveWPqpqan6+vq5OksdHR0L18BcV4HFo5fMKuJvAzHbgL5NQP8moGarPOC4uqb+vqH+KhJJhjSUOR+WIY/KvR0ekwSoVMomro9AeLal7cQtkrtdAdGOngbGR1lhw5HkFDgpCYZP9czDdPWdGps818x1X3LsoFwuqam31OpNuzp+9iF4QvBpCFISjBRrmRtki4uGExKgeQlhZLuJMUO1zrSZ67n6I4jvRSeTDVlBR3ce4G/dw9+6Z3TnwSELyOPw5TwK6r7+nqNfDe480LZ935xatW/fJ9x5cNgWqVuwslNbW1tMTExiYmJ+fv7C1e/uVYF7nRTr3BdNa5sUYSn3+Epx698y6ElFWvy8caV6vVYg1HYPaLsFuqUHGi4SlUrZ3OwjEJ7l8Q39yG5zLYXtKKkQfJQtMQZNz3RkkXzJ3rzOM8LR89xW35nZJeYRaDTq3l4il2+TUWLpURjvVkZ2L8O7FmcjaFGORSkYViaKluBREIavtmzgQIaHFypvujqZzS/sOfTxwP7X+g+83vXexzP5hX/0jO7DdE7ewGvvCne/3vXOh71vfSDa9VrX58cUTc0PPNHLywsCgTywHr5MJrty5cqcClRVVS3TrP/M6BVKDa9N08rX9S25s+jjYHy0g8GC3SZa2hICbanREGKENSHMnORvQQgAk8Kv4gOt8EG+udfzixAjoqV3KwV+CVG2Cy1wcGDE2xfEOzNTnNmpDuwE15L0G5V5N6rxN8pTYpnwkmq3yckVzfpeLmaZ7G5TZLcRQsou+aPnMg96vYRIHjW3HvzsWM+R48Mwe1ndohxOUCj02LFjD1QBlUplbW09pwJM5gN6fq2z2tBqtQIBs7kNlllyzZMZ6cjOdWZlofITkPRol+Icx/w0dGE2hhyErTDjtoH7+ilLri+gVErrmxxm5UbNvFPueF8wPhmGj7XODb+ODUWSExHkJAQhNYjkNDR8akZmzG0JWOXdSnUyubS0XEKkyKpr5lb+ynHZALW7xbOU58Lqp3YrxqQAAABaray6ZhpHkJZV6ldPGxKVKvGt97J+/HnxZ5w7d+7ll19+YAEonU6HRCLnVIBCoTzaLNdZaRQKWW0dUqY0EQ6eCKO52eIy0flZcHIiGBeJoqYiaSl25NzbeKfRUUOl1rSheendSpXK2YZm9Ojk+Zqmk14Uf/sCAoaFt6dnWWeH29FSndgEJCUzmObW3X96XGzSyg+Ry1dvBLFWPD0WFCY0ujBudHHo/KXJ8OhZjqA1sLzpMqnSOK/COLfpMpkfUamRa8Sp6SLjyxNGF0aNL4+F3tGtAvfh7OwsvbDw5H/+c9nUtLKm5oHHq9Xq/Px8IyOj77//PiwsrKvrAWGdN2/enFOBuLi4ZZryOiuETqfl81M6es6V1J/F5HgiKOkoWjKCFH8dG2iRHQQlxVnl3EHn+RVVn2/ln+W3L73uIAAAImEjuxIdSEXBSXdQ9AR0QaI9IxFZGG3PiHUsSrYvTnUsjI4ogJZWeU6LV8UeaT5kpeX9B9/t3f9Wx57Xe/e/2XXgTd5xOPnTWPrHkZQPwykfhjM+icn/JqXHObHvs6ODB97u2P1a//63Og68Pcti/7EzHx4ednBw+P77749/++1X33574sSJ0NBQ9fyV0RQKRUBAwDfffHPs2LGvvvrq2LFj586dq65eyGqTlpY2pwIuLi6rOj18nfsxLR4qLPUMYDi7lqfeqM1xr8x0LU1zrUhxK01zYaZiWGkOBXEhDGdWhffDRRBru7px1bVX4qmXobgAS1KsDSHKihB2FRcAIUVBSXFgfIwjwRfHNqquMRvoL17NP6DpXNzIjgP8rXvatu7p2Lqnc8eehg8s8j9KJH8QRvkgfO5D+iiu4UOLrh27Orbtbdu6p23rHtGOA9PZuX/gtNVq9Y0bN3bt2rV58+b/+7//e+WVV7Zt27Zjx468vLz5TiGTyZs2bfrXv/71t7/97fnnn3/xxRc3b95samo6OX+5pOLi4hdeeAEEAp04cWIF2umss4xoNGpea/iQyKSWe/omLcAGm2xHTUXSUqzzQh0Lsh0YmY4FeB+qf2PbGdG4aSs/aIFmovN6CmvrrWcVxnz+CT+yjz2DgqZnQfGxNthIO0oagpJiT8sLpyAnJwyVWtNGjutqjiBWcHjdb7w/tPNA9/Z9gzv39x4+0u+ckP9NUuHhmLnMYtbHcUzDtPHCxv6fTozuPNi9fZ9o18GOdw/Lm//IxhiDQ0Nvv/026Nc88cQTFy9enG/Dj0KhQL/jn//8Z2XlvOWr+vv7Dx8+DAKBNm/eLBSuaOrEOo+ISiWvrXNQakyGBT8FU1yghCwUOQVJSrLKDrHNjUSQkiA5Cf4Et+HhU2qdaUPz0nsTaTRKXusdbqsRvvg8Gu8HxifAyQlQYty1nABr/B04JQlKT3EleDKqz3LazHp6CQuYH/9w9GrNdB5+8LuTnW9/MHj6vKykFACAvhxO0dHY4q9SWF+nFH4R35/DBQBgtoglOHWu8833hT8aTuOJKxxBoOofkDc0Kdv4czXwMjIyNmzY8Pun+qeffrr7bhcIBAMDA3N/rq2tffPNN+898sknn9y4ceM//vGPmvkNClqtFgwGz+lLWlrao9+FWCzm8/l8Pv9P2eV5VaHT6YTDNTXNjtEssBszGlOGda3Au1fg7AvjHIpT3Mpy0OwUTElCLBNW1eAkEtUuuU8hAAAjQj6dicbgbK8Qbl+lhJjhb18lBJgSvK9gb1nggy/l+V/D+ntmX81nYiTTI4/nNpcTZW+frK5ePfRLbyy9DhitGmy2ymkySx+pHrxbPFU1NCyrrVf1D6zk3LTT05NJaeNunsNwlMgeMxEY1oVEX339zY0bN/5eBc6ePatUKvl8/q1btxAIBAqFunnzpqOj4zvvvPPCCy888cQTd4/8y1/+8txzz23YsMHS0nJ8fN7Ug+zs7Oeeew4EAh09evQR1Vwulzc3Nw8MDAgEgo6OjtX8bvhzIBQ2sSvAd/It4cRga3IknBIJpUZBCyJQBfEOrHSH4kx7WnRsoVVFDXhocOk9i1UqeUtr0IDwMqPayIsZhSzCObJyocRYMDEawyba0zPQDJwP0aWh/ezgiFlHZ+Ka21LqpNKZvFyRtb3I0m4mL++P9AtqNGO+/qOnjMbPmgyfMhKdPi8+azp47LsKlJ0LBjP3ln7mmWeeeeYZEAj03HPPbd269ezZsydOnPj888+PHDly5MiRzz///PXXX4fBYFlZWf/617/mVgFPPfXUU0899cILL+zdu3fjxo3GxsYMBqOjo6O+vv43/ZcnJiY+/fRTEAj07LPPPqKnoLu7++7gdXV1w7/eYujVar1a/Seu47jCqFTyhkaMWGLU13PCn4SB4FKR5ERwXqQVNhRJToKREqDYZJ9cx8GhUwq1SVOz0+xSdwQKxUxtPVipMW7nn/DEeYDzUhCkJFt8rGVOsC02CkFKgGGTQoj2oyOGMqVJM89HLl9LvYn0Ot1UctrwZ/8eOPyZ4PDngk++FCfdp+CUTCZbgS6ssyx254ef9b9xqH3P6/xdB/m7X+s88FbPocPd3/wA2bN/z549+/bt++ijjz744INDhw7hcDgKhbJt27YXX3xxw4YNc4/6X/7yl5deeunIkSPvv//+a6+9dvjw4ddee+3tt99+5513oqKipqam/Pz8oFBoXFzcxMSETCbj8/m/EYKwsLC5RcTBgwdb/1vg5CEYHBysqanR6XQqlSolJeXOnTtDQ0NarVY7OSklU8cDQsZuB8/k4VRDq7pQ5VpBpVK2tAYJhi/U8k75ULwQ1FwHRrYjIweMj4KS4pzZOFRhng/9dm3rOeHYpba2IJl0XuPd/VVAq9X19zFqm64nMMEO9CiXUqwTMx2VnwChRMDokUh6PJh8B0UMTGddr6yDjojWWnvZ2dlBM4vhnQd+cQfsPDh4xUKv+VVtxsnJyYKCguzs7N+erPr1qkGn1UunHsWCMHbzdsf2fR3b9t2bO9i5fd/AgberIYjh4eHBwUECgZCfnz8xMQEAgE6ne//993+/U3jmmWcuX77c2dkJAEBvb29zc7NE8r/+Vv39/XfjglQq1d28wzkkEsnx48fnxvn6669HRx8ySc+6LgYAACAASURBVFSlUpWVlZFIJDwef+fOnYAbN7K/+Q/fz3/U3XPiynXRZXPRJfMJM4sxhL2ypW0xA665NeYKMznRX1CMds8zv4r1N8MFmuMCrxECTfBeVwi3ruGDL5MCrpEC3bFWDCZ6bHShyJH5VEArHK4rrXUIZzq4V6Q7spJdSzNdyzOdipPcK/PcKrGuZTi34rhYNqyywWNyYlH/oqsHvUIxZAMd2XlwLlFPtPPgsBX0NyrQ2dnp7e2dmJhIpVLvPjN6pUyZ6a4uSddrlAAA6McGlGkYeSxU/wiO0jEf/84d+zt+nTs4tPNAz4+G+vu1ylAoFO+9997vVWDfvn0azbxFZgEAYLPZ4+PjWq22rKysvf23ucnV1dVbt26dG+r777/v6Vmoxe3CDA4OzgUvM0ik5jPnR975SPDZv7s//Kzr0OHOQ4e73/904vNjQ3DUXNGn+ZiZmeHz+V1dXV1dXavW0KjR6eLbec2TK1Qt9jdotZqeHnwz72ou28iReBPKSIdSEqyJkea4IDglwZYUD8bFO+B8SOXnua2XOjozllxrSKGYrW2AKzXGbXxDH6IvOC8ZQUiEEmKs8kJRlFQkOQVFygyjOo2OnFKoTZp5vqs5dvC+zLLYfR98Ktx5cGjngd4PPpUW/zaVoKGhwc7OLiIiws/P7+4joetpEMPfnIbvUcbaqrB+s7dOKZ32SRBv6scfPm5qhlbA3/tmz479/O2/LAc6tu/v23FAaO803ylWVla/VwEzM7OFLzQwMEClUslkMpvNvu9Oh0AgbN68eW60Dz74ICMj46Fv6i4jXC5v/5tdO/bPpUXOfbq27+UfeFu6YPudzs7OuW3LXF3mR5/JsjAknRXdkz57p615Y1bcx5Qcwez/ll19M9Ny7UJyvFwolbK6+rlupT+FUJ3hZCw6PwtBTrLFRiFJSShqKppOuI1zGhs1VGhNHiaCWKGQNjRjRieNKxtOeZFvoxlE5yKcHT3DMjMYTkpEM3Js8Yn+VI+2rjODovOt7dFrq1spAACAXi+trp3wD5y4HSSrvU9SbVRUlJeXl7W1dWho6N2/VJGCRx0ODHjuE2P2SlF7xlz2dnvvHbU/oMqPeuhNgU4uH7SC9O7Y37tjf/eugz07Dw7sOND5yZcLlBLp7e394IMPnnjiib/9/e8vvPjik08++fbbb//+9f57VCrV76sPzXVemXMj4fH43bt3zwnB3/72tx9++CErK0sikTy0SU/T29e+60Dntl+tdNq37e3dvn+WMW8ep06nu9c8sYCnc4Xx4tS+y8DZVLELh/ri+U0HCHkX6ro/YZb+VESuGh0Mbm36qoDwBjWzaUVWB3q9rqsLX99kjGOfR+N9rPHxtuQ4W1Ls1bzb17HBUGKMFSHaDnszs9C4pu5Sdw/xYSKIx0bbmRVut+mODox456IUDDvVhZ2GKU1yKU72KM9wq8hyYceHFdizK29JxGsm2kSj0RRh8yLtEDUsJgAAep1uvsX82NgYnU6vrq5u4TSrRwd0PY3aihyFx/Ex933tPnu7vfd13djb6b2v02fvsNs+qd27stAL8nioItdbP73kX4BmfFyIdur5+IjA6OLgj4YD50xk92uYdS+9vb0oFGrz1q1//fvfbWxsHpgvAACAWq2enp4WCAQFBQXR0dHu7u5WVlZnzpz56quvPvzww/379+/bt+/gwYN//etf711iPP/883v27Dly5MjVq1fDwsIYDEZ3d/fo6KhEIpnbgIhEotLS0nkvOjTcdfiLX1Y699RK6XzjfUVdw3xn6fX65ubm8vLysbGxurq6VVL7YEIhO8GkfFPf8l1x3Rv47B056Zdquz1bpA6ciUMU+q68lA8p+SaNvXsYdHJ/x8pMSTw1wKrwCKAh0IxYx9JUdGGCPSMWyYxGMeLs6fEIWhySFhlERbIqXMdGl96tVKNRt7WnNnPOZzFNEXm3rXFREHyUFTbcHBcIJcUhKclwUjIG58tuON/KN+nppeh0q6KA5wNRqZSpgQGokz/TsjIXe874wCz80BTswBDqjW7E7u4be9u99vJv7O303tvhubf9xl6Oy552p90it70y9N4Zu491I30PMzOdTt03IC0tV/BadIveBic4OVu+8dYDM4jn4HK527Zt27hx47PPPvvkk0/+fk/xQJ588slnn332r3/96z//+c/PPvsMCoVisdiAgAADA4OQkJD7JjjoVaqxmwGCnQe6d+yfs8V2bd8v2nVQCLXTzy7kV9JoNHFxcT4+PkQicZVUuC4TDhyiEyFNQreWWRR3Ato8iuFOOXMmMdwp++YxKGfUgTfl1SY/UsBGVK9EBopSpWzm+o+Mmza2GAYyAxG0HAwLZ0dPhuCiXIoJ6MJc50KSH9G7tfv0uPgCp8VTIllirSGZTFxTZyFTGbe3/+RH9kGS89C0dBgxHoyLsqOmoWhpKHJmBMVuctxQpbvQxHVbzRHEj4pKJo8By933p1tsNTz0Qob5FgZ8B/Krf9ZjdqeabXH67v8sjvzjzPsvuP78yiBqt4YcDKzInhDQ6VRt7ZMYj+7/nByh5usX0RWmq6vr+eeff4iHf5HY29vPzNznZ6AZGR2Gobp2Hxg4+G7fG+/17DwguHhV1dH5wAknJCSAweDm5gdXVXl8yDRqpnAwvbMloa3BkJb9TkHhXAPyuc9cA0UnziSGO+XCFWO4U248iUll26asBNcaZnonN6ub33OPyWB5UakVdQ0YmdJ4oP/n20QXW1wGipyCICda5obY5IbDiQngvARfrFvfwBmZ0riR4yqTzTuTebuVdnSm8tqvZhdfciQFo6gZDvkZ6PxUW3wEkhbnVJxjz8zyoPtTay+1dkIHB4sWtk6vdfTtlXKnNynW23a/8uy591/Isdi66YVnAs68eu79Fz7aufHs+y9cP/KS8eEX8D8aAPyVaHCsk8unklNF162mbJHjtsjha1bjweHaB/W9GBkZeeutt0Ag0Isvvnjw4MHPP//8xIkTV65cAYPBDg4O7u7unp6et27d8vf39/Hx8fDwcHZ2RqPRtra2pqamP/zww7vvvvuPf/xjYSEwNTWdc1X+dsIymQRL6Pzqe/4Hn06nZWonFtUM3sfH59VXXy0uLn6Ir2i5mFDI38anHyhmflJSeYRZblbZ4caT3H34f/9x5kzZNY3+wKo9wq58h8l6gZp7i7v8nQjm0Ov1IyJOaa3DnSLYjZK0GzXkGxU4t5JMR3aCc3EyhpWGYsQ75EdFMpBl1Q4joqVXHwUAYHiIl1+M9MizMccGmBOCLXBB1/FBZgRfC2KQNSHMkhhmRQjyzTOjFaGnV3e30kdH///Yu+6wps72bVu/jq+1Q/2s4ACU6WjVOmpbtY7Wtm5BFEEUlL1DQthDQJay996bbBL23rJXCGEESEhCWIGQnZzfH2n5qBUU62j7++4rlxfgOSdnvO973vd5nvu+R7rZ1srlhtutz248/8U6hPH2L7e+f0Lxw6M7PjA4vv6h2uZY7S1WP26MOrNJDLsv5r/yFPd0ajr5x/Pkk2eJR08Qvz4xcuLHiZ8u0r0frrwXl8uVVEBUVlZ2d3ePjo7Ozs4+DxmUx+NNT08TCISqqiokEpmRkeHv729iYnLq1KkNGzY8MRC4uLgs90rw1Llr/N13z3+Zjo6OmzdvfkrJxjIQTE2x29o5PT1i7kuLVYvE4l+KUOqPie49C549bJcupl3H5AqjgGQguN8974XnWHXQv8TlZw89O2r7YhCLxRRy7eN289RKE+eiSOuCBPviZMfyDHBBjHNFjls13LUa6VaWlFFj3NFtOTJassLCarkKYlZ7p/sIRav88TX3giBoOQZamGmGiDZHRtkVZoFQCdbINF+Ufc+AGpmm1dsXvrDwN8sUPj/E89ML0SZcJ0W/q5u/kf/3EdkPfFU3q331ySnlD08pfeirutnxl02HZD8w+n79Yxu5WYgyL88H+HPW2itDND9PunKNrLgXv5hclFUiye8mfvM9r//1WcXxeDwajVZUVCQlJfWvf/1r586dIBCouLh4aGjojyNLX1+fj4/PNW3tixoaLi4uz4z5U6nUR48eaWlpXbp0SVdXNyws7BmxDx5vDoGecL5Ps7Gj2TlOePqsnIZcFZxa644VlDt0Mx27Zh06px26Zhy6Zhy6Z+07phw6px27mQ6dM/YdUw5dM47dsw6d0/ad0w5dM269LL128tlCBHnhVS2WeTx2c4sdh685Tr7sj3YwyUmygsWa5kYY5gZbIeMskXGWecm+MEfquKoQ0Gpus56bW6VbKZc719RsOc280dF12R3paQ5PBeenWCHjDbODLJGx4PxUKDY3EGk7MnZ1cuZGR6fvM8Wt/q4QizjJdiJrhSF3RfUjn6h99bH+d+u/U/jwx10fhWlKGRxfr/fd+jvffAY6s6EaKjfmpch2UJizOQqMvnwLikVwiQPEY6dJMkpLaw0HZBTwKvvnCl+3hiqVSr1z505WVhaNRlvuVdPX13ft2rVvl+Dnn39eIa3AZDItLCy++uqrgwcPLv7r7Oy8AjdpOjWTckl9QlVj/PJ16pXrU2o3x27eZlXV/PkLFIvFkIYyeVgOtGPSsWvWvmPKrn3Srp1h1z4p6fy2rRNOPXMOXbN2bQy7NoZjN1Pys0sn80YT8RgmY3R55d8/CT6fh8dHkcZ1qtrVvQseQUuQjuUwp3KEOTzCCpPgUo22Lsj0LAiq7rg1On6X0B+9wqt62RXBCKm6rNIgAGtsAve3LEgwR0eaosLvIh8ZIgNNUeF3YQEmeb7BSJ3iCks67TXlRd4AhHxu9gPRgx+b9WRUd3/kq/q5/S//+XrHByeVPoy7vcXh3H8ufvnxGZUPf967rsBw+5z9F+xQXUFv9QhpuL29vaGhoby8HI1Gx8fH5+fnv6wzEkwwBk6eHZVVXpp7G5JV6v/yELt1JQ+SV4Fn1hEIhUJ3d/f169e///77a9euXbt27Xvvvbd+/XpdXd3lGmVpaelHH3307rvvSqgNb7311vvvvy8tLV1SUvLU7fkjo4PHfyDtOdgnv7tvh0rfzl0Epb30/V+TLayfJ2i6AhhcjntbnSIsU7WmSysOdS0wVTMWedbh4SXvqJOWLqDqAd2s8q9u3D1r7wuuG1ELSDl4456qf6JOevHPjo8u3g89H5h0oKDo5xJkA/1VLZlnpsYKKlzc4BbGqEBDVLApJsysIMyoOMi0INwcF2leFmNaEO6BAheUu01OklY4zrIVxOSxqsZ2u/AyK9uKOHBlqm1lhnVxgmVxtF1Nlk1pGqQkwxbzKLXKsLXXiU5r/mcTxYS0IX6K/Tx0L8lVkeilMPRAccxHadBTkeSlOOqtOOip0O+hwHZQ5MVDACEfAIDc3NytW7dKNHwkMDc3f4nnQ3VwHZFV7pdRwm+T7926s2+7wqic8uhNbfFfr+qew+F8//33f4wj7tq1aznaUkBAwFNDj1FRUU/dfr6wuG+7AmHJzAi/XWFYRnHw+Bl214tPysZY8+eKYPIohEkr+T6Bc9EzQu7r748ZQr+6fvcnx4efSm9TD0677BMrc/g7+WM/Xg/NPAPx2P7VNweu6x7WNjmibfKdAfiMpatT7/y52jZFeFrOEGG1fYRIJK4cdBeJBPi+5M7u6yUN15wRnibIRAtUnBEs5F7eI0tUvAUy1gwW55jrUd2qjidc7e5ZvVsphzPX1GLM5d/E9172zvc1y0uzyU+zRMYY54TY5KdbY1JsMFmhaBvGxBWeUKu9021h4R+6IljENG3+oRrFVYHgpdDvqUDwUCC4KxDcFQieCsQHikQvRZ6LogD3azOdmpo6e/bsYvN9//33v/zyy5ei4SGBgDI+cktnRE5pcP/hgcPfjcjvHvzhHOeNKiNJIJyZmS8tn4UjmQg0p6FxoqcnyMXlqSoJBw4cGB4eBgBgeHgYi8XC4fC6ujrJmiI9Pf2P27/99tuSMCGTySwpKcnMzITBYJLKbl5lde8fiBjDskqDJ8/y+l58ljq2MP9Dfvahskqnrll3Is8ov3nrvsOHbxlpROUaopq+vHTzpIWzRlSeeki6Ebr5R6iXZgzyekTOZZ/YQzf1f3EJ/MUl8OrDeI8+7p3Gwa05aVmD+MUxgMFgPJFS5fP5FAqFwWBMTU1RKBSRSNTW1nb79u309PQV1OK43IXHLRDmws2xkYsBGHsQKheKzQCjk83hUSBUArQgA1oAf4RwolGvLPA0WzshMzPLakwsFxdYaG/3otJvlDeqOSP9IYUIm4I0a3SCXmaAGTwGhE4yyo5wz3Nu7VEfJKkT+lMEgmWLE/8hmKbNBWpO31ekuCrQ7OVJrgp9Hgp97gpkqDwVokixkweclHjZnoubNzc379ixQ9KC33nnnTVr1nz00Ufe3t4vK6UqYjCmE1NGzl8b2nds0tufT1ppvvd6IBgZnfD0Gb+jv2BiOW9kQdY3GdXRj9m778SJE3/s1Z9//jkKhcrPz793796FCxcuXrx47do1CWXDzs5ucbOloil6enq1tbXOzs4XL168dOnShQsX7ujowBHwcivwoKzSgIwSXkYRv00ev00BL6M4IqvUovIF/s8pR1LZCz8XoU6V1zv1LZji2lR+vLTrp6vn3IIvekbsOad+SNNAPTTjsm+sbQvtBxtPNf/kTQq7913RuuARKn/8R+m9X6n5xum3jsrnZUbj/ztAEwgEBAKRm5u7lMqBx+N/+eUXf3//4ODgixcvDgwMtLS0qKurh4eHryAPIxKJRkiljS36icW3QDBvY0S0GTLKHB19D/bQABZojokzzI+2RD2KK7jT9Nh0dLR81TkCAAAmJ4gFZY5+RS5OlanOVemuNemudemONSmuNemutZlOdZlOVQn+WGhJte8c8+/nVrpaiKepC0F3ePZfMR9cWPC+ygApktwVKM4Ks9DDvDwfTpbrgutJLtxv6S5RUVFvvfXWBx988N5770na8b/+9S93d/dVfKtIJGKxRPMs0cLCE3543DkBpXCgyy6vXT+JlNG2MPFkbky0wBbNs0Qslvi1lHKI+HyavfPkTxdHTvwwcPTEwNETY6d+Yvx4nm4FjXT3lIyDa9eulWil7N279/Tp0/Ly8nv27Nm1a5esrOz27dsVFRV37dq1b9++PXv2nDt3TkpK6oMPPpCWlv7www937typo6PzxRdf7Nq1S1lZWVZWVkpKauvWrQqKigrKyue2bn989ES/nDJJTmVI+cthpS9Icso9Kl907z7QuO9wirdva29va2trd3f3C6hF1FPHduYlGfZMGCMavjd32nf11qGb+l/fNtny5aHdv6idsr5/yTv6Xk7VWXtftYBkxe9/vpdbfSet6LT1/Qv3wy48iDxYWWNV/7twBh6Pt7e3T0tLg8Phi2pxLBbriy++wGAwMTExV69enZycFIlEubm5ZDJ55XUEY6KvrAbihzI0Qwaa42IsMJGmqDADlL85OsISHWWMCDdDBgaiDMorLcfHVyq+Wi5TyO3pDR8eu46r17KDPTTMjbZCxFogI43ygiCYZLuibGhBjne+T2OXev/QTeJAlvD1FMy9OYg5LOFgGzAxCvA4AHueB/NbsN7JtFYRPsYCYjEgEom5bEDwuyA2j8e7efMmBAKJiIiQlpaWDARr167NzMx8nm8Uzc0xc/JoDs5UGweak9tsZs6iPeFMF7XTvazVpuCxTVGTTVEzpKDNoYhaMSRhNIk5HGY+ju7mQbWxp9o6zSQk8SmvnOixUNfQf/Db4R27FpmReBlF/I5dZJV9WfIqtzQ1zc3Njxw58tVXXxkbG/f19XG53MuXL0sGhUW88847H374YUFBAY/Hq6+v/+67795+++1r1641NTUJhcL09PR169Y9Ufv8zjvvmJia8qdnpoLChn84N3JDa+ya1vCFKyxswVhLa5Y1JNjTs6Kmhsfjzc7O4vH455mLkcnkRc5V7lDffiwSjJ/VioTtU9X+Th+8X+32jm9OXfGNO6JtvHXfEfkTZ5VO/nw9LOu0tZvCibOWlUTVgOT913SOGdmeNrE/19StXYHl/NY7RCIRDoezsbHx9vaOiopa+p4/cuSImpra6dOntbW1JaoKz4wj8Hic9k536oRGT9+VR9gH4CK0QxncCpNohohxKM4DY5Jt0NleeU4DJNXJWY2OLpdVq4+y2bP1jw24Ak1C30Uv9AOr/DwoNt0SEWOSE2qNSQLj0qzgKWEoyCTjKl90q73LjfWXcSsVUWic9Nw/GRx+NhaYnEQID+G/MpWQQCBI2hMKhZJoga1Zs0ZZWXlsbGzlw4s5HPoD34nrt8bVNChXr1PVbtKua9HdvDht+NlWymNQ/mNteJV6RrlaarlaaqV6epMWrE4vb6qTBohE04nJZLWbtGualKvXKVdvTN7QpkLsBLRXy3KbyczBK+0l/joEKOK3K0q0Uvp27ur38nnqLmpqan9cKXzyySctLb+yjB48ePDZZ58t1g4iEIjPPvvsj7sYGBhINhCQyfNFJfNVNUuVC9LS0ni/FRG1t7evQLsSCoV1dXVeXl6HDx/W0dEBAGCWz71agrrePHAfv3A3s/wHqNetROyNiJzT1ve1k3DnXIOOG9t9rWt+3i0Y0jB25WH8MUMbE2zb7ZTCMxCPnxwfXfNLgPbMfIFBI4d/DU/weLzExMTAwEAzM7OsrKzFwgqhUHjo0CE0Gh0ZGamlpbVUHmYF8PnclnZP+uT1fqKqN8LJJDcJlJ8EwiQY5QWb5IaAsEmWqBRPuHt3/zUqXb2jy+dFKoiHhpHdBIvUCiNHbLhDSZ5zBcy5PNsaE21bnOpWg7KvzPIoDYE3GnYT7Ki0+jfmRyAQiqh08W8LHvECe97CiqussOATBPwWqhDNzomor0AflTMv5qwiJhocHPzuu+9KGq6Pz9M7xiLmCouHvjo6+MUhgvKXfYp7+5S/JH5xcHj/kcEDF+tPBeJOxuOORWKOhKEPh6APheQfCcN9G1F1OrkzoJFP6Bk8fXZs/9d9Kvv6FPcSlL4g7jlIOfjtZHQc8Co5OXOFxYQ9B4d+zx0kySoTv/keYD69bGbRInEpNm7cSPotxhETE2NsbNzR8eui+vHjx4s6KEvx4MGDFU5sZGSkoaGBw+EwGAw0Gv1HYjUAADQaLS0tTUdHZ/PmzZJjbtmyhU6np5L638+O/6Wm1a5z2r2P49rPdeqdd8azXIlcp955FwLbdYDnNsB3IXAcOmec+xZcB3gO3bNOvXMu/Rx3Is+DyDduHpUvLbpSDGP9NgeZnJxEIBBtbW0Sg3nJHxsaGvbv3x8REREWFnb48OHn51BO0PvLqqEhOCsbbJRTdSa0JMGmIA5cHm2NC4dgYi3Q4RaosAC0ZUkllEZbibixbFyATG4tLLXwgZmZwoMMYcFmiGAzVKgRJsAcHWGFjLIqjAWhgkPRBiUVkImJF9el+ZMQ0+lzGndYGvc4EbGC1p4FO1fOXTkAvm1BfQ/7UaygrpnjHypQvbXg5AG8adYji8W6ePGipJEdOHCA+7QqV4FAMD8/LxaJaE5u/dsV+7bJ43/79G7dSZKRH7l8q14jufBIzK+WKodDMYdDMYdC0YdCcEciS39K7L9s0b9dDr915+KO+K07B7YrkG5oiV5lfadodpZ0SZ0sp7wYq++XURyWVaaAoMvtUl1dvXHjxie6tL6+/uIbJS0tLSIiorq6WvIrj8fT1dV9YntZWVkC4RmJgJaWFgQCgcPhJFmJJ/7Lzs7u22+/XRygFxEfH9/DnPHqbfuxECWXl32ysMq2neHQOb1y+bB9x5RDx5RD57ROff9uDGYXIsukvgozNrSy7sjw8HBFRUVDQ0NHR0dBQQGFQnnmDQcAQCgUjZCKugmgvBoDr4oEh4octxq4U0WWTWGsRz36fiXcpQp1vyAc06jfPwwaHUVzOMsWVq/gVmo/On6toVXVA/3QpgRpg0szgUca5YVBMKlWqAQrRPJDpO0QSZXGuNHZFfCm1Ef5nQTODzuBFNl5q53TZ04wVXeKW6QB5magYivzp92z545znGWAYLm5m+eEg2/eRi0nJ0dSRPDpp59WVFQAAECj0aqqquLj4+3s7FRVVQ8cOACHw8ViMQ3qRJRR6vt99mtIZufA0YtVP4bhvo75tf8v+WC/jiw5GdNz9M6gjBz+9zsOyCqRVG8IX3F9J6u6dvCb7wdllIZ3qAztUBmQURy6dI03vFLyIiEhYdOmTdLbth346qsPPvroypUrEmcUsVhMIpEk6ykSibSo9UQmk69evbr2vfcUFBU3bv5cTk7uOU1W6XT6Utmy2dnZzMzMK1euyMjIPNH5P/zww4sXL2ZkZCyu2sgsZt5A1+cZCZbttKU8whV4BA6d09+X1Z7AZHRP0Xmv7PXD5bIbmyE8oRaNfCkI62SSk2yNjLdExBrlhFjBYywRcZbw1IcIBzpNVQjcam2zZjJXWUHM4cy3tttSaNcb26+4IjwtkBkQbJo1Ksk4O8QKGQ8tzLIrQQRgHPqHVamMmz34oBfjEYi4v4bTaOPjOaHBmf4PJ1Zpj8OOSp/TkwNmpYABaeDxFqBTWkyWEo9IiSlSQOsWoGULQJYCCNLzuorcHOwLnOHLBYVCOXz48Jo1a95++21PT08AADw8PNavX7+YRNi0aVNTUxMAALMZOQOySv2SbrxdAS+j2C+j1C+zk3RGq/5cJOZIZP7hsCdGgfKjcc2OZfNllYRd+4dllXt/i9L1ySiOyCnT3L3Fglc+G+Li++jO90kX1IZVNRgBwYLnWIh5e3js2rlTX09fev2GQuyvz4jD4XR3/7fgp7n5v7S8poYG+S1bTUxM9u/eY2ttvarTY7FYnZ2drq6uu3fvfkJM5YMPPlBSUgKDwW1tbX8sh5/nspXg2aBOxv0ellv3vHPX7FP7v2PntFv3/P1ulmvP/KmSGsfWlSwA/jwEAn5fX+rgqE7JY03PomDHMoxzOcyxPNcsU3B3DAAAIABJREFUL9QaE2tXlGGBjHXFBhU1a/eTdPuJaSsIgi27Ihgbay4sN3sAN9TL89NHhurDg/QRgbfyPHTyfA0QIbdzH+rneXvnaBeXQ6anVu3hIZydZeKKZuKSWLhC4cwMEd/rYWR0X19vqGsl/qME4pkZfnU9v6B6ITxt5tgZbsg2gC4lHpMCxqXEZCkxSUpM+m0gkPyFLiV2l2We0+OkoQVFNYKmFuDNsR4uX74saXYSmUBfX9+lc9G7d+9KgtjCyakRdU2KnMrwDpUBxb2knbtociojt3TFk4yZ3smSX+LLjsZiDoeiDgSj9gdhDoUUH43CfhtBKRsEAIDq4EKRUx6VUx5Q2DMkv2tcVpl47DSX8PqIRoBIBDx3nKjcxy/t1I+lvg9DdihR6v/bbVpbWyX1Mz09PUvXyWOtrfH7D+Pue6T++FOxg9PzfIVAIGhubs7KytLQ0Pj444+fePlv3br1/Pnz8fHxEonnp4K+ML8tJ/VWK0mvdUyziWjaQnb4rec7d81KJgiOnTOQVppWQ//tlmHDdsqBgiK75pfGaFoOszNjBeVu3hhbaGk8tCzBvjzJsTrZvjbRsTrJuSbDuSHLqTrZD2dfUuk2xVhp2b6s1tDQELq1yyy6+K41Lsy0NMWqIMEYHa6PCrQqTLZAx1vkJ0NRXtk12m3d5hRypWA17xnRwgLN02fivCrt3JWpC6rjji7i2VUoMfAwWP5uBUBDXmApy36wXdgqLR79rfM/7QPQNvMrtrLtZUSWcsAt+ZkDR4S9b4z4oKWlJWl8p0+fjo+PX8rM/fe//52Wlra4JXdgkGwGGvz2FOHAkaFjZygWYO5vyhyjyJ7iHxOqvkusvJJWeT2j6lRS4XdRhMhGiXqagMGguXuRTp4lHDgycPTYqPbdZ+qXvSnwKOP9IOiE9l2SmSXjmuZcepb4N8EiKpWan5+Pw+FKSkpmZn4VyRHz+bSkVMYN7WFjc9ot3RFr24WxZ5Tod3R0GBkZPTW58M0339ja2i7GHVYAnbOwLSt+HzLvQgn2ECJVGQ6Ddky6dM26dDGNH4/atE+4dDHduphX67q2pEecL0WfwKE3pkc7tbzaUUAo5Hd1hY5S1Fq7VN3y3AyzY8zzooxzw/RyAqzQCSB0khUq3S3XvR1/jT6p3t3tz+Wukk3EZs82NRsu8G729V7yyfe1QmfbFmZaIuJMcyOg2AwrVLINKisMZT3JuCJxK51bTT3GQm098dB3pB278NsViHJKQypfzhc9nSjyVPBqm+euHgWqtgLczcD0ZoC8pMOP/O7z6x9JUsC4FDCzGZjfDFRvnT3/i3j+jfGgNTU116xZ89Zbb61bt+6J99KhQ4eeiGCLBYKFpuY5bAG7qVnM/114aaJxDB/U0GiIrtHI7vKqHi8dAn7/9mV3dc/hClnVNaJXb6zyYhDQJ6guHoxbupRbuuOaOhTtu2Ma2jPJaUu3eSJONpORTdW4TdW+O66lQ9bSYWjfHXd0FS5TY8tisQIDA3ft2vVE51+/fr2WllZSUtLo6POGijhCAW6MVEMdI83NEGanvsHmaDT0OXXNnq9s2YLM3o3FmrVSoJ1T+7H5od0tDA67c2oCRyb1zS6r8PVSwOWym5ttZ1kaI8MXAzGOIDTMtjAbiks3zY2wRMbZFmWDkOmPUK5jY1cXeJpt7bazs8tOdp4+CvD5nM7uoMFh1aL6G9BsLytMOgidaAGLvpvpZ5QdZImKNcwOdcpzq269jifcIA7AVlU1NF9Y0rfrwJCMYu82ecJ2hTFZJSYc+fy7i+YX5o3NgLxtAFMKoEgDFGlJhwdGfvt18TMiBZB/++O4NECTEkZtZ1mZPf93vVyIxeLFNMHSKUBgYGBwcLCLi8uqjsaqrBk0eUC4Bp1MR7ya8321mIyMGTt8bOjLw4Td+wm79vXv3j964OjA8R/YbU8nRLBb24Z++IVy8BvC7gOEXfsIu/cPfHFo9PCxycinuKoRiUR1dfWlBchr1qxRVFT08vJqbGz8k3IYGUOEzVlJu3EFZ4oQiKFe15Ya+bxMpbLis4UIzmuUSBSJRNTxpvo2cGjhPSvUQ3NcvFVhvGVRvD46yBgTCipONC6OsywICSs2aWy3p44/fpEKYsYEEVvq+ADnbFudZFeTal+ZZFeRZFMVZ1eZYFeeCCmLtyqM8EFDiqp8mbPU5Q7yVAgnGMOqN8hySsQdiqNySkNnz3NXw/oQ8/jzt8HiUNn6gg2IuM+qcjaw+jYDY1LTnZ8Xpa6HRX2Gjv8MHvMZOn79TNfmvvJN6PjP8iI/K81cP921WWAhO6djJn5DapZkMvnQoUNL2+WGDRsSEhIk//uctSIAAIhYLEZgKNXIlKJ7l6qrS9M3ont4CairewpvFiIeb/SWDmWHSu82eYlJAX7rzv7tCn2yShMBIU/dZTI0YlhOmbBdoXfrb7tskx+WVSJdUH2iFKK+vn6pccu///3vvXv3BgYGPv/Lf2WwBPwTmGzDulI6ex4AALFYDBsm7EWmZg49W0zx5WKc0lJWaRqIum2c63sXEWwAD9aHB96BexmjQowR4YaIcBN4QChKt7zaYHS0DgCWrXBbJkfAZXd2PyTTbpY23byPDbVAJdviMqyxySawYLvibPviHLtiuC/Wo71PfYx6q68/YbVsIm5XJ/mOHvnHayPXbrEb6p9/RyGJwrK0Zd9Q5BRuVbv0/vpP39608e2ClPUAc0stbKPstne2Sb/z2Sdvb5N65+N1b9XBN9iZfPTJurdltr4jL/POuR/eGw2TZl/ay/bwFT2fbu/LRVZW1rp16xZb5+effw6DwV7gOFMR0aMnz5JPnh04eoJ45NjIiR+oZ36mOd9/U6PbC0DIYg2rXqfI/U4lgSCj2CejQHP1eOouEz6PxmSfzJ4OyyoNHDu9NP3R3d0tkVeU4NixY/n5+S9dBWeGxxX+PgI6y+UIXrPVPY/T0uY4MX1jYOCiP9oZWoyBFmRYIGNN88Ih6BQQJtEalekFcxgjqzIXNFo7bF8gUzjX0GTME2oS+i57oTyt0FlgTAoIEWeUFWgJjwWhEs1z4kIxdhN0VZ5Qq73Tc2VvItHCApc4wBsYFLN/ZThzp7nk/L4u04yR1BY249d9xXw+d3CIS+gXLaNRLWhun7t4TuQgC/RIAxNSwzWbvt7/7gfvvwUx+BCY31KSvn7f7rVRXp+c+PrdINePVeTXVuZsGKjc9NXefyX5f1qP3fjdoX+Fen8MtG/h68gxz90QDg49181+SWAymSdPnlw6C0AgXmQmL5qfH76kNrZz91I6PWmHysDR45znM//7i4BiYkGWU17aq4kySnhZxZns3KduP5OV27dT+VfuoMTdREZxSFaJrGeyWMc9PT19+vTpxZusra1No72CstG/Bvh8XldP0MCwelOnqgfKzRSebI1NBqGTjPJCTBHhYFwqpCT3PsqrofPaIEmjBx+0sLz22XIqI4LR0ZK2HkhcmYVbceL9aqRHPep+Dcy2ONapMvN+bZ5jRbpnZUxGtWlzhwNjYiVmO3+cOuEfTNE3Hje0YASH80fGWGPMdo+yDtOCBkNUmymuzamINcoEeJzJuESqicWorsGkjz+f/GtYaGFhgUgkStSm+GV1zO+/BrK2ATObAYp0d8nGk0ffc7Zc9/PJ96Y6PidW/Adi8GE9YuOlH9+vzt0A0f+ws/A/lKbPfzz+LqFiE8DZqvbL++7QdcD0ZiBQlnnoB8GfkKBYLdhsNggEWmydn3zyyfOLaj4Bbj9xQKI4ttTnQ0aRsPvA61cc+zNgVdbgdx0YlVXGb5PHb9lJ2K4wJqdCunRtuWifgD5Bun6LIilP/G050Kf8Javiv+JlLi4ui3Sj69evr0DL/WdgijGMK4U+QJiYIYMsC6NNUWGm6FAj9CND5CNTZIhenr8xKsgjxxhXYjNBH1jhOCtUEDeW15iG4iyt0eEW6HBQfjS4IMaqKAJalOBYkWlfme1YGJlSaVTbZE2nL/8KEokmHgVOHjk+vP9r0v6vRw9+Q7qk+1gjruhMYuHxaOy3EbhjkbVn03qC6iajEoYOHh09cHRw35HJr4/TnN0ALk8gENTU1ERERCw61fGRBXO/HBGitwJTUn4OH5/65t2MkM/27/kXJuEzgCHN6P68BbPx7In3GpAbGT2fc0lSI3WbvlBZe+7U+xfPvKeisLYpfyOQLcNR/1nY81qt73A43GJp0Nq1a2NjnxLQek4IZ2aGfjg39vu59LCsEmHfIU7HmxcaWRWYeQjS8TOUA0fHz5wj7f5q5PotTvdKvuncHvzozdskxb3jp34aP3Js8OiJ2cycxYlAW1vb9u3bFxMu1L9VoOQFIBAIhoZgfYMm6IY7XuWR9pVw54o8m6JkEDbGuQLhUJplV5rnivEvbrk9MGxIHEhfwQB6ea2hZuvZeY3O7qvuSC8LZDoIFW8CCzOBh4IxyVaoBEtYsj8CQqWqsjiaHV3ey2kNiZhMkpYORUaxd8uO3i07BrfJEfadrPzeH3s4Gn0wGH0wBH0wJP9QeMn30d17zvRvlendsrN3y46BbfLE738UTUyIRKK4uDhXV9eMjAwUCiUJci54Rohv7gSIW86dfe/zjW8ryq39eN1b7pB1wOQWYH5Lb8l/fjr5Xkv+RoC5BZiQHmvY9KXKv04ceU9P498lOeuBri1zZw5wM9Av5TE8J/r6+vbt27c4EXB1df2TB6S5ew/KKg3KKvXJKPbJKBJllEbklEd1DcR8vkgo5LDZXA7n76IBxyUOzOMKmTDkfHmlgP5s4qNggjFfVsGEI1mFxZy+30XjbG1tF3OBL1Ho8S8LLo/d2AJh8zVp5EtBWEfT3BQwNsUKnWACC7NCxYMwSdbIdD+4PZ1+lS/SetxqNctcZaaQy2V1dLmNT2jWtKi5Y/2tsbkOxbl2hZlmuRE2uFSnCoRtEewRzr2HqD4+eQdPiFrWW5rHp4JtJ3aoEGUUiTKKw7LyAydVGy5HFRyNzT8chj4YgjkUWnY0rtmmcAzsQpTZOSij1C+jOC6nPKp9F5hnUSgUNze3oKAgR0fHpqYmSctecA8S2+2oRmzcIfOOt+26kvQNOuoffH/0XXzZJhZFGh3/2ZED72aFfbowLAXQpBsQGw7s/Ve836fj7Z8DdCmgX3pOV4UTnfwynsJzYXJyclF97K233rp9+/ZTDXxWBeHU1KieyYDCXtIOFdIOlf4dKkOX1TmEfgAAupqboeqqkOtqtOdjpLwK8Hi8/v7+py7IBQLB8PDwU73M/iRIJNKRI0ck91lTU/OlH/8vCLFYRCTCunq10fXajkh/aHGubXEGOD/RGBlkCg8FYRJM4BHQXD9k7e2Obm3iAFIsXragc9kVAXW8q6jc2jPPwiAvwAgRYoIMNUWFGaD8TNBB5qgIE2yYKSrIF25UVO4yM71Sg1toaBw6e564Q4W4U2X40jVuZ/tUO73kYmLlt4lF38dVfJdQdCqG3kAW0cZH1DWJ8ruIO1SGj51hVVYDANDX1+fm5hYcHAyBQCSEU2E7nqN9lF8lrX3rgw8/eMvG8KPZrs9Vf37/3x+89cjp46q8DbsV16778K3tW96pyt4ATEhDDT/6eN1bG9e/7QZaxx/cDExLAcXbmTevisZfhz6SQCAwNzdfnAVoaGisUKa6KogWFmbSMsmmlmRD08nwaD7918uhkcn50VHoqIi52VclgL0yFhYWIiMj1dTU7ty509bWRqPROBwOhUIhk8ljY2MjIyPq6upDQ0Pj4+MSug6JRJKUBrHZbDwez+Vyx8bGpqenOzo6kpKSKBTK4ODgzMwMkUiMiYmhUqmTk5Nk8lPqBfPz8z/88MM1a9Z88MEHpaWlr/uy3xBmpodLqt38C23datNd6jLcajNcqjOca5Ld6rLcKrNdq7KcS5OCi2wr690nJ1fPLBYK+YT+jLaOu8lFWhBUgHlhsjk61ggRqgcPsMTEmSNjTWBxDjB3TO31tq67wyTcyhIuPCJxOj5pOjFlkWE20TDWbFdccymxyQpHrfj1jwIabTolbTIqltv7XzuXrq6u+vr6/v7+2dlZQChkuTwELioCVVurkeuTwj9pRG3k9G8uy9yQ8PBTfOl/Jlo/zw7/LDng0/SQz6iPPwfI0s2YjalBnyY8/KQZs1HM2AyMSwFZ24FvFNmPQld3v18IGRkZi0rEX3/99cDAShGafwZqa2uvXLnCYDA8PDwsLS1tbW09PDxQKFRGRoaamlp2dvatW7cyMjLs7e0tLCxaWlpCQkK0tbVLSkpCQ0NtbW0LCgr09PQ8PT1BINDhw4cbGhrs7e2hUKiPj4+Kikp2dra9vb2ent6iEolAIEhMTESj0YvKxXv27HmJecEFPneK/bu5Ww99dHx50Z7XCT6f297hy5i+3ku44o32MMqOs0LEWyBjDLMDbbBpEGwqOD/bC/UAP6A2M6/R2e0+v7xj4kpupSzuTULfRR+MFxgHhxZkWsBjTfMiIJgUMCbFFgsLQ4KmJq/wRLfa2h3n5lZpychiTmciR+6608KSgdnncq0DAAAQifilFSwH5zmN44DVDqBkG0CVBkalAJo0wJAGKNLAqBQwIQ0wpIEJaWBMSjwsBYxLAwxpYFIamJDiRm8T3Jabu3lW7PCAX127uhNePdrb2xcFSD///POampdgkvHXR01Nzfnz56lUqpubm7u7u66u7p49ezAYjJ+f39dffw2FQnV0dLS1tUEgkIWFha2trZGRkZqa2qVLlzQ0NKqqqh48eHDmzBl/f38IBAKFQvPz8/X19c+fP29ubm5ubu7v7//DDz+AwWAJoZhAIBgZGb399ttycnI//PCD5FZraWm9xBVH4UDb+WS34DqUpDogu6vqiwhzj4ps0V8g7MLjcZpbHOcWNIaHLvlj3UCYXCguHZKfYpQdbAmPguLSzXMSfJD3h0hqLM7Ntg7HublVehYLhYKe3riWdvWckpvgHB8TWJw5IsYUHqWb7WeQG2yBiTVGxtjCPJBVN5pa7pBGilblLS1isWiePoxzl6nnzjPOX6baOQvpq5ufC1p75m5ask1lgSFp8dhKVKJFiiFAkWL+LMfyjhbiX4cmytDQkIRELEkKBAYGvoYv/Stgfn4+NDRUU1PTzMysqqrK3t7e2dnZy8vL0NDw/PnzQUFBDg4OmZmZRkZGenp6SCTy4sWLmpqagYGBPj4+hoaG2dnZ58+f9/b2LikpuXfvnq+v7/nz5w0NDVNSUoyNjWNiYu7du3fv3r3e3l4AAGAw2GJecO3atZIfbGxsXqLylWt5hlIySDnc9Idk50upbioRZt/muR6OhsytRmbqFUEsFjPoPZWNLo9wFjZFEbZlafaV6Q5V6dYl0dblCfaVaTZVydDy2KBim+oGtwn6SnnxZeMCEzR8YaXjfYyNWUGEZVmsOS7CDBtmXBRihouwxEaZoEJN0YG+KLPiarfZmdVZr7Bq6ohffUPauatXRpEopzKksGe+oGhVRwAAgJuexwIrAGRpgCEF0DeLx6TEw0/r/2QpgL4ZmJACJqTmLssJXssQAABAeHj4Yjjgl19+WTZ6+k8El8vt7OykUqkCgYBOp7NYLBqNRqVSSSTSzMzM1NSUUCgcGRkZHh4Wi8UUCmV4eJjNZs/OznZ1dbHZbBKJNDIywufzSSQSg8GQBA44HI7EXpVOpxOJREnSi8lkSthZS+Ht7f2yLmSes3Al1f1qYYBVfcpZlNfXGQ76FTE2TRk7Qwzz2sqZ7Pk5zgJbwBMvX5n7SiEGxKMj1bX1egmFt0EwX4O8EFNEuAkqVB8VaI6Jts6PBxUkg5FBGeW6jS06Q0OFq44Ocrms9g63cYZWVYu6V0kkuDDPqRxulZ9khoh0qUBBC7Psi1GPsM74QTX6tHYvIYLNXoUrznxxaZ/Kl0Myir3bFX5lEyFQq70FnKTMOZ2dQMNWoG4rULxV2CMlJkuJh6XEY1IAVUo88tsUoFcaKNsK1G8FGrewz+4QtL6O6rr+/n4FBQVJo/zss88WF7F/HhwORxJfFAqFU1NTU1NTEkPh/1ejzFIMDw+rqKgsHQUk8i1/BnTWbNlQR9zjwqvpD6T8dXRLIx2asyD1qdZ1KTYNadDG9B+yXKX9dQ7H2XybYG9bnDTHfTM3n8djP26BMlkaoyMXA1COlrBMMCbZHB5lnBcGQiWA0ImW8BSfPCiVepUr0Gxtt2aullPI4cw1PjblCTXx+CvucA9LVIY1JskSGWuQHWCWE26JSDDPig1A2VLHVRc4Nzu6vFeuIH4CAhqddP3WhJzKmJzyxA6VwbPnuQOrfkVzsmEzXx1l3jwxr31jWuW4+KEMMLEZoEqJSVLCJmmAIgVQpcRjUizIjplvzszdUWXdOjHz1ZdCwuuYC9y9e1fSIt99993Q0JcWhlxYWIiJiYFCoZmZmUgkEgwGIxAIBALh5OTk4+OzKMv1/w2ZmZlLFc2tra1XtT79I1D4hvfd1XbHWpxId9LABVnVJoHrUyUf67oU67oUUF2KYWWsTlnkvkw7Y2QI/w3J8AsEPHxfHHHodlmLuiv6gSUmA4xLtSnMMEFFmKGj7cpyrUtz3LCPytpuDo3dIw7Er9BJnz4KiEQiMrmm7rFVZDHYuTzFrRbpUpvrVJEGLYl1KE9yKEsFF8XZFYTGl1pU1dtOTq5atIPT3kmxsB67oj5uZMZufBENDCGZzC8uFTS0imgMbnY+R/0w0LkFGJIW2ckCP8mL/WWAUSmgfsvsL8cFTR0AfRpo7ubnFwCvnmyfmJi4KB+koaHxAk4Yy2FiYkJfX//atWvHjx83MzM7ePBgSkqKq6urlpbWt99+GxkZ+bK+6O8FHo93586dxVHg9OnTK7gbPw/mOazjiQ7XcQEuHTD7thxocya0NQvSlG7bmm3zOMO2LRvSmG73ONOiLvlQim12Z8XLupAXwBRjFFsMccky0M3xu4cIuJv36C7skTbcUxfuZ4gI0kU81EMEOOcYY4tsGCtKBC/rVjo6Wt7QahZXZuVQEGONi7cvSnYoTwUXxzlXZbnVwV1r4J5V8RnVRo3tNnT6i1jlivl83uiY6KUYbAqE81a2gKY8S12OZWHLicuZu3ePf0+Oc3EHLzgMAID6+noTE5OlUnavCB0dHYuCljt27HiJawEAABgMhq6u7o0bNzIyMh48ePDzzz83NDT4+fmdO3fO1dV1BaX9fzy6urrk5eUXCwf//LQopaVEJcbiXs6jq4/AGtHOF70sbqd6n3MzvhnretZBTx8RCK5IuFEUrBxs2EkdfhlX8CIQCPgEQnLfgE5hvbp7vh+kFGZTkGaBijZDR0Bx6dboBCtkkiPMo6pVo3/4Fp4QzVleIniZFQGb2dhixhNo9hGueCDczeDJlrAY49xQI1gwCJ1giYyzgiWHYWwYE6o80a22Lvc37lbKb2yaO/wjxz9OzGIDACCemGK5PZw/fn6+r9/e3l5KSmrNmjXnzp17fg7/i+H27duLLyUIBPJyD06n083MzDIyMgAACAsLO3jwYFhYGBgMdnZ2ftXX9ReHWCz28vJaLNA0M/uzQjIZLaXbIgzVIhwO3zx3wdNs39XT6iF23+qpfW928wxERz3UXtXX+l5JxK5YS9fStDdlxsHlLjS1QpgLN8kjlwIxDubwdAguFYRKMINHWKLirLEp0AK4H8JxnHqVxbnZ1mnDXG0FMY+30NXtTabdLm+64VEQ4lCGca5EORTnmuWEQQvSXKrRkIJMf5xPK+E6hX6XOJC8coZWLBY/Z1n7n8n0Cp9QvBUKgckpHo9nYWGx2D4ePnz4wsd/JuLj4xcXqLt3737pC3VJ2FyikzM+Pl5TUyMx21nB1vb/D/B4/N69eyU3f9u2bYv0sxdAxVDn/mirGyWhuhm+X149fQqkvff8iVOWWifMNL431zyqe+Wsvd6ec8fvpvsY1ybIhRs4FydzhW/ErVc8PFza2KSTUXYbnOdniU6wRMVYoGIMEP6GsCBzVJQhPAwE84/H3amu0yWRylfog8tmCum0vqIKex+UPQgVAcJEgrEx0KJYm7Iom6JYu6JEu8okm6LYQBy4rPoBc+YZ2X4KhdLQ0EAikZhMpiTZw2azJyYmyGTy5OTk1NQUi8Wanp4eHR3t7u4eGBigUCh/cmm3FP39/YuyEx9//HFOzp/ysV0OjY2NSkpKkm95++23Vx5uJMMij8d76vj4xFD4zAF0tcShvwvRaLVwd3dflBi7efPmi9lDT7BmtzzU3ZftAG3N1kvzPWakftJK6ydH/UOavxzRvnAKpH3Bw8wIG34jzAFUmahTHrk9zOBoJGhk9g1QmMVi8dQksfqxW2iRtXNpolNNpnNlhl1Jsm15vHNFumNxql1Rqh02KroE3NDiMkHvXPUoIBTyu3ui27tu5JXegMJ9zfITLdAxhrAQPViABSrOAhlrCotzgd+vaVPv7r3eT8zl81fqtK2trT4+Pnp6eg8ePIDD4d7e3o6OjikpKRAIxN/fPzo6OikpydnZGQQCIZHIwMDAjIyMlysOs9Tibtu2bUVFqy5PWBm9vb3Hjh1bXAscO3Zs5VGMzWbDYLD09PSSkpKYmJj+/n4ulzs6Osrj8RgMRkJCQnd3N5vNJpPJra2tBQUFs7OzTCaTTqdzudzJycmZmRkymczn8+l0enNzc01NzejoKJVKZTKZXC6XQqHQ6fSFhYWpqanp6em5ubnR0VEymdzQ0DA9Pc1gMCTJ/Jd7B/4KIBAIi1qjn3766VJB5+cHnTULKUr4LsF2fwJYDeZrXhprVhxtXhpriA4xKYi0rEgwLYqyrk0B1aachXsqhBr6VOVOsd+MviuPx2ltd5ti3ugnXg4s9DKDpdsWZFlhEo1zw+wKsiHYNJsCmA/SbWhElcm+2d65+tpBNnu2scWQxbnZ13fRC+1pjUVAcelWyATTvAgIJhWCS4fi8sIxkEnGVa5Aq7XjGev4Ed8TAAAgAElEQVRSPB4v8Zxzc3NLSEiAQqG3b9+ur6/X19e/efOmn5+fq6urhYUFBAJJSkpycHCIj49fgQv9Ynj48OEiw3/btm1I5Cr0TldGa2vrUjXBtWvXPvPg4+PjZmZmampqgYGBampqhoaGCAQiODj4/v37ycnJqqqqbm5uaDQaDAY7Ojq6u7s/evTIzc0tKSkpKCgIBALZ2tr6+/vDYDA7OzsIBBISEuLj42NjYxMSEpKamurj4+Pn51dWVubm5iZJK/r4+AQGBmpqanp6egYFBQUGBnZ2Ptv34e+IwMDAxae8Y8eORafT1YI0SzeFBclEGFrWJUObMiANaZDGdHBjGrghFdKYBm1MN6tJVI4x963IfqmnvzoIBLzWds8Z5g3CwBU/9H0rVDYYk2KNTjTICjTKDLGCxxlnR7nD7uMHrs0wb3R2PWAvP1otlykU9BNzmlp1E4t1rBGPTOHxVug4S0ycfp6/KTICVJBkXpAARXhnlWk2tZmQyTUr+xHw+fypqSkymSz5l0gkUqnUubk5JyeniIiI0dHRkZGR0dFRCZmMTCb39fW9xBWBBBwOBwqFLhacbtq0yd/f/89/S3Z2trKy8tKqlZ9//vmZQxiVSrWysgoODh4fHw8ICNDV1Y2IiIBAIGAw2MvLy8TEJCIiwtvb++jRo/b29sXFxba2trdv3/b19XV1dTU2NjY0NIyNjQ0MDLx69aqNjU1MTMyVK1dMTEwePXpkaWmZnJwcFhbm6Ohobm7u6Ojo6+trbW0dEBBgbm5ua2v78OHD0NDQnp6VxDz+vmCxWIv8Yslwn56evvIubDY7KirKxcXF2dkZCoVaWlqamJiMjIy0jxOVIs3MahLsHmdAGtIkVUPg+lRIQ5rt40zLxtQjiTbZXVUrH/xVY3pyoKTK5VGBrWttmltjnmt9zv36LMeqZKeaVOeKDLvyJPuyhMBCu7Jq10nGC7mVUimdpVUQd6TpPaT/PXSQHjLoHjJAG+F1DxFohAzTQwYbwvwewnSKy6FTU8MrfIFQKORyuXw+/4+8eonbBJ/Pfz0rVTab7ebmtpjMf/fdd69evVpVVfUCIUmxWIzH442MjBYpg4t4HjXBhYWFlpYWyWAxMzMzMTExMzMzNjY2NzdHp9MlQ2R9fT0MBmMwGFwud2pqikql0ul0JpM5NTU1OTk5Pz8viaQwGAwCgZCVlUUgELBYbFtbG4fDYbFYIyMjDAZjfn6ewWBQKJTp6WkqlSopNxwcHJx9Q7zj14C0tLSlRUQff/yxlpZWbW3tckMzh8PR0NBY+gSVlJRmZ2frxvDbQvSu4PxPZ7vti7e+VxZl/zjTtCphd7T5nkjzg4mQzwK0fWryXvPVLYVYLCIN4zrxd2E1Og7oIHNUHDg/AYxLMEeHQovSHCvyHCsR9wuikfU6fUT9wUHYCoGSZSqIOfOtHY40xs36NlXvohCbYqR9aZ4FKsYcFe1QCrfGpNhgcx8ioYOjavQpza7egPll9EIBAGhvbzc2NgaDwQYGBng8nk6nd3V1DQ8PDw8P9/f3T0xMhIeHBwUFzc/PDw0NVVZWpqamDg0N4fH4V6FFIRaLIyIipKWlFx/5unXrbt++XVlZ+ZwylTMzM21tbVAoVJJ9fAInT558g1p3r+KO/e3AYrGekHuXjAU//vhjUFBQfX09gUAYHBzs7+9vb2/PycnR19d/wjo5Li4OAIBKUvfOCONvYm0NUeEXUt2UIkyNymMOJ9teTnZLaC5yKU//JdU9u/tN8kR5XHZTC4TL16SSLwWgHczy0kCoRHNYpHFusBUyzhKZYJGb6JdnR6ddFQK3ml/ErZQ739wCmZu/0d51xRXmbgZLtkIlWiJiDbL9zWARIEyyBSzxIdJ+aER1YupGd28Qh7NscWJ5ebmZmVl4ePg333xjYGDg6el59OhRfX19Q0NDTU1NKyurCxcuHDhwIDw8/MaNGxcuXNDU1Lx37961a9deliDHH1FbW3vmzJmlD37t2rXffffdw4cPS0pKurq6JJE2Ho/H4/Hm5uYmJiYIBEJ5eXlUVNSlS5eeMLrcvHnzO++8I/k5KirqFZ3z//D8CAkJ+eMAvXREkJKSWr9+/eJTW4rTp09LGt4cl02aoUtqARZ4HB1E8Ppo/UPRYOLkGxNxegICAZ9IzCCSDLFNt+7j/G1KEY6VeU5VMAtUJAgT51SLApdkuhaHYZt1B8bMBoeyViD7LLsiGKe0llSaB+DA4IIo+4p0m5IEUEGMRVG4ZWGEFS7GBB1qiQoOwZqVVNpPTa7kVtrb29vZ2SkWi5OTkwsKCpBIZEhISGlpaWBgoIaGRmZmZkZGRkJCAhaLDQ0NjYqKgsPhKSkpeXl5Lz00sBSTk5Nubm6Kiop/bAfy8vJnzpxRU1PT0dHR1dVVV1f/+eef9+7du8hdXcSmTZssLCwuXbokaU+Kiop9fX3P/u7/4RWjv79/y5Ytkme0c+fORZWHFfDRRx9t2rTpnXfeyc19ug766MyENiY4542+/P+I6ckRbKmdG8zEAOF/D+ZvAA80QocY4B4Z5YeYosLMiqKM8kM94VYFJXYT9JVKS5dzKOOTRrCt3VbxFWb3q5NtS9Odq7LtytOtC2Nd6+DOVTCnKoR7cQis0aCzz5ZKrXmxhX1zc/ObzV23tLTY2trKyck9s5U8gfXr1+vp6ZWXl9NotMXooIWFxYvlqP+Hlws+n79YKqasrIzFYsPCwq5cubJjx47F8LAEGzduPHbsGBgMxmKx0dHR5ubmK2e7/lKlFgIBv6snvI+oXtei6o5ytyrIts5PNoVHGuQFgdCJlqg4c1iia65ra/e1IZJqZ9cjzvKaCMtlCpkNTYYCsSaRcNkL/cA0LwWMTDSDRxnkBFkjEkCoBBAyLQxjM8W4KgC02jrdWAt/UUvM50FPT09SUpKampq0tPQTrWQp3nrrrQ0bNkiWly0tLVwuF1jCHfr0009fYvbxf/iTyM/PX5y7SfSIp6ament7a2tr0Wh0eno6AoEoKytrbW1dVDEUCoUvkfr1GsDlspvb7KeYGsOkS48wDpbIHBtcug0m1RwWBULGQ3GZdqVoP6TryNjVmXmNthfwJuJyOd3dQWPU20WNWvdxYQ6laOdyhENxlnF2MBibaF+cYYmI98T61HZq9g/dGRjK+5Nczr8C5ubmxsbG6urqIiMjbW1tDQ0Nr1+/fu3atXv37oHB4ICAgNLSUhKJNL3E2kwsFl++fFnS1I4fP/6P98D4G4HBYJw6dUryaM6cORMeHv4auGSvHWIKuamy1igMe9sc7mOMiDRFhpsgw3Tz/PQQj0yQEfeQISaIR0EonYo6czK58UU0iCcnBgorHB8WOtuVJNiVJjiVJTmUJzvXJjtVpbjWZ7nUZTlVJgbgbEqrvZmzr0PP9zVDLBYLhUKhULgCV6Svr2/nzp2SaYKNjc3rPL3/YQVItIyW0o3l5OTa2l6E+fpXhlgspo631jZZhxUYgHEhViXxIGyMBTbKJD8UVBALQsdaoGPBqKDoAv26ZhCFUr9CS16GTcTntHc+HCKpltar2+Z4G+XFmsEijXJD9PP8LZBx1vnJlohkzzznTrza0IhqHyFxtW6l/wxERUW9//77a9as2bBhAw6He9On8z/8Ch6P5+fntzSau2/fvn+eHBOXy25pdZya0xgavBxc5AnCwuyLc0HoBHNYpH1RNhibZpOf5wt3GKNcmedotnbYzMwsO1ddRoOYPdvUbMzi3OzFX/RCe4GwMGhhljUmyTQvHJyfYlOYCUZnhuXbTtCvsvmaHV1uf68F1cuCgYGBpJF98cUX/8+5vX81EInES5cuLY4Campqb/qMXj4EAn5b5yMK9VpHr6o7zNkMlmyNTrRCJxjkBBjlBlthEkxhsS557s1d6iNjal09QVzuqrWGhCOkosftZrHFxtD8MJvCNNvidNuiFFB+hE1hvH15JrQs3akgOL3SoKnDjk5ve1MU65cCCoXS0dHR1tY2vUo785aWFonerpOT0ys6t/9hERwOB4/HU57bc2liYuLevXuSUeCVMsrfIKanRkurXB/hbGyL41zrs5yr0+xLE+0rE+zK4+0K48EF0TbY6IB8m9Iql6nJ4RWOs2xcYHSkoazCzBduaAwL0EMEGSOCDZFBeghfE1SIGTLKGBVpifAPR90pqbCg01+r8+fLBZPJ7OzsnJ2dnZyc7O7ulkT+V4X5+fk/bzr2P6yM6enpzs7OmZmZwcHB4eHh59xrYWHBysrqP//5T0lJyas8uzcDgUBAHMjpH9YvaLztVRoBLkh3LM9xKMsCoaPuV6NcKhAu5agHuJCyVp0RsuHAYMrCwrJromXVR1vaITTG9ZaOK975j+zKcbYFmRbwaFN4uE1+uhU6CYzODEJBxiiqU7MaHV0+f98VgcQtS/JzQ0NDH+G/GooiNls4OSWcnBL+ba/uH4PBwUGJRR0AAH/UcRMLBMAys1EOh5OUlDQx8Wwf1L8duFx2w2NrvkiLTrkUlO9ompMMQsZbImONcoMtYFGWyFjz3AQ/uBOdpioCbjW3gVafKeQttLY7k8bUapuvuiAemMFTrLHJVsh4/Sx/c2Q0BJcGLc7zQzt3ElSHx2709EX/fUMvDAajuLh4cnKSRqMFBQc/cHfvamiYGB/n9w/MhkdTIPbjEPtJ/6CFxibx/yqC3hx6e3v7+39lxeXm5NTU1UlePKKZmYXGx3MwxBway+noejkyln8TCARC0jCmd8Ast1bHozjCqQrlXI10qYFb5UdCShKdK3KscUkuxVGwOoOuPjMSCcPnr5JNBAAAhdyZX2zpBjO7B39ohI00RIYYooPuIL3uIvwMEMF38vz0YX4Psu/ll9jPTI+/mst8HRCLxT09PSgUCo1Gp6Wnhz98iD3yXbuWLtnQbFrzDllVY0xVY/Lmbeot3bniZ3tgcrncwcHB/1UQvnRQqdTi4uLy8nIsFut0/76FllaVozMNgaI+8J0yMJ02tZoxtaLeM2IER4j+P03cphlDhRV2vvmWVrhwc1yEdWE0uCQOVBEDLot3qEh1rMmwLU0IwIFLq+zp9JVq258+CggE/MHB3G6iWUqFnmNZLLgiC1qRaYGLMcFG2VfBwUXpNiW5zugH2Me38YOWo2OF/5h239Xa2g91JO89NHLwG8KeAwTlLwnKXxJ276ce/IZ0TYv/NLfcRTAYjN7eXgkhcrWBxv/hmZicnGxtbe3t7e3o7MyPim49/C3p0HekM78MHTs98PVx4tHjpOOnaT+cn45LEK9Yw8bhcB4/flxVVfX88YW/JgQCXlu7N52h3ku44gl3NcpJsEDEGueG6ucFWqESrFAJlvBk91zn/iE1JutGe6c7m71s9Gq5uACz8bEBT6BJJFzyxniZ5qWAMSkWsGijnGAQMtEKmQCCp4airKcYV/girbYOl/n5f054jDk01K3yZf82hd6tO/Hb5PHb5Hu37uzbJk+UU5H4qS+Hvr4+Cbd3dnb2n1ip9hcCn88nhkYQdx0YkN+Nl1HEb1fAb1fAyyoOKewhHjslnFlWWgsAgO7u7qGhIQnD/W+tvMblclpbXelTNwjES48wLqD8PNviHNvCTLO8KEtknEMpDILL9cN49Q+pTjE1OrpcZmeXfTMtp0HM6+mNHhzW+j/23juurfve/0/S+20zmqS39/6ae3tvYmfZjpNmNE2bOEl7mzjNXrYBA942Zg8thhhm2ICxweyN2Et7C0kIsbckQHugLSSxBAJNJJ3fH6S+ThOwnZthu34+9IfGOUefz/mc8z6f8X6/3qSh4ynEkiQWPp7eAaHUh6OvxBAqwaT6CGxFCj6bzTnKFx5TKqm39UrhP+CWK6S7X5Tt2C3esevqS7Jjl3bnnrVtBwV8Pn/zjcvlGhkZ+VEK+8/LOo0henKP/KoJeOJZ8RPPKnbsEu/6nUu+XYb40dHRzTerq6u3exIHs0nYPxyfRzwdjssLJZaFE0pDiaXHcblnCAURlIrT1NJwcuFFckT/MNxsFnwXDeLFBRm9N+0yI/3cUHsKu/ncQHv6cEfqYFPGaGf6UEfacGdKH+JKVwJr4OLqyq0Scf29sGEyqz78QrNzj+jvJkC0Y5fqyT3yV/c5BNsJdQkEAgqFMjMzw2Qy7/YFfmjWunske1+e3fk1Y63YuVv28mvubQVjent7DQbD6urq4ODgbW0FfD6fVts/MhZWTT0Si7kYRqqOxJeHYotPYPMiiRVRhKpwXBUIdxnRdXR47LRKzfB6txwobRVNZOdNZSws+Q9xDqVh8iLQdXGYmhhMZSjyCozSDKO2wCidBZRMieLg3HyASFK5vQbxbYbPt9zaoXxqr2bnns0njGrnbt2Te8y5l3zXkzwoLS3NysraDGK7yw/KxvyCxv/I3JPPSXbsEv3306L/flqyY5fuyT1z4ATvtppLGo2muLi4vLwcjUbfvmtbAAA4HLaJSdjKeqBW/VkRJS2+i5TY1R6HQ0RhK2HkZjCpKZ6MzkMnmkwH7O5gLg9isWy5XLr1vMBklM0ZJBB+nkO+CKPhkuidEFJDeGcRmNSQQO+IwzYWk5OMcwfWncEzwov2rbWGbke8dvtiZa3mrb+qdv1Ovecl5St/NGVmbyxcX/uooKDg2LFjw8PDP0Ih72IbHJ5986+Gp/cq//i26k9vG595XvXZQZdSdd0dq6qqMjIyrg4NblM8ng2hqFYkDuib9EsnZEVh6kGUBhAJEYa7Eo4tAZEbwV1tqYRcxliAQBwslTXctAexx+MxGIbHp+BVDHBKV20Kq/NcLzK9H5nIRCSzWzIG0CkD7Rk91fW9cRMzF5aXbjpb6W2BWyQef++jod//yTE+uZVTyj+QkpJy//33340s+tFwzAhMGeeFL//R8OkBS1WdS7Wd7NUmPp8PBoO99tprd4BDoWVJz+hNuUiMiyOXwlgICK0SQq0CMUpjKcUgYkUUsTSaWJqNiaWx4Avzqm2O8+1WwOfzKVU9Pf1nSohnY7FF4bjSaEJ5NKEsglQEIlVBSAgwrTGBWNzGPjk8FjE3N3VLabB8X3gBAHzy5LH3P7DcWIoUu90OBoP37t1bWlp6W3c1by+si4vpL/6+MyT0Brff2Ng4ceLEI488QiaTb3AX38aGz+0GNjZuqevc7XbJZA0q/ZlebuDl3vKkHkJ6PyGB3gYh1mT0E5OZ6GQW8QLx8ojwqNZ0RiKtXF+/yXwEDod1YjJm2XqYL/gim5QD7cLF01qjcRWR2HIYtRlEqAfjW4pIMLPpwLojmDedtc0f3I74fD4WixUREXHw8OEv/P1OnTrV0dGxvcLvzMxMTEzMgQMHPv/8cz8/PwgE8n9JlXeXG8RkMtUiEJ999lnw0aM4AsGy7RohAACrq6t1dXUBAQFffvllTEzMwMDA9je2z+1eY/ct5BUYU9NNGdmrHagbGRj+OLjd9glOgsMdPGf4opCUHIVuBpMb4kiIcHRJFKo8Dl8Xi23Mw6fMGQ+5PEc4PJjVetMrhTa+IFepDe4e9UvBX4wjtiZ2tcXTmsNRJWByI7wbHc9E55IzJ0X+KsNJqazJbr/pIJxbmZGRkbfeeuull1564YUXXnjhhZdeeunFF1/s6OjYanuj0Xjw4MG9e/c+++yzTz311LPPPrt3797jx4/fzSP6g6JQKE6ePPnOO+/8+X/+58//8z/vvvsuGAzeRrraarXCYLA333zzjTfeeP311/ft2/fnP/+ZTCZvtc7t29iwtHbo/I+ag06YAo4aDx+bDz5pTk3fuDWiEnw+n0bLnpwOb+8POddVeW6AeK4flcxsAVErwZTKeFpjHKkqgVTS3hs2ORWu1fZ+l5VC45yQ1g1Ow0SfQl8+gy8MwRWcJRQdI+ScwV0Kx5eewhWcwVzO6jhNYcItltvY9eKbuN1uMBj84IMPXk19ee+99z7wwAMff/zxVkEpeDz+amKsqzz00EM4HO5HLvw/DxsbG1FRUZua4g8//PDDDz/8b//2b//5n/9ZVFS01V3d0NDw2GOPPfLII7/4xS9+/vOfP/DAA7/+9a9fe+21rXyH7Byu8r0P9X98S/a7V6V7X5G+8HvFK3+ae/3PS9V127sn/mgsLkh6R+GlDEh6byO8tyW1rz29vwPe15A5is4cxGQMYzPYTdUs2AgnzWya2uY4W2kQO6WyepEsBNl7BE4rBfegoIzWKFJVOKkcRm+NI9aDyC3nCJksToBIcXpWiXU575yVwuXl5W+mtbjnnnueeeaZq35B/0BRUdE/6JT+/Oc/v/fee2tra3/kwv/zMDc39+qrr36zmf76179uNSkTFRX1rbqyWy0WLCEaDU89J/67C6n48WfE//20YscuzcEAj/WnHwK73U4eL2PNHqhSfXmZeC4CVR+HrY3BVIehiqDkJgi5EUJsv0TMVGsPOt3BvCn4+vqWCam2y1ZqcwVJJZ/nki7EEjrjaa0gfG0kuhRKaoCQGmHEjlIiZGHhgGPjCHf6nNV6uyrtOGSK5cYWS0X1YmnVKho3i8JkBAZt6oj9A6+88opGowEAYGBgoLKysri4uL293Ww2AwCAwWCu3fIXv/jF/fff/+CDD168ePGnrt8dgtftts/w1+hM2+AQYLH4fL6igoJv9r/uueeeffv2bUa12Gw2Pp/P5XKvhr2DweBvbn/fffdxuVwAALxer0gk6u7u3kyfAQCApbLG9ORz13olbTomzb7/ifd7zan93XA6HVMzOcaFw3zxF3nU8zAaIZmJSmJ0RnQWx+FrkrsxcbiGHHI2X+o3vxzEF+Zu4+a/1UrhhkTazp0O7ug5AcFcBpGbQeS6WELVWWx+GK44llhzFlMGxeRi+4+OTZzUaPpuUw9ixyRnLip28djplVOhlpOhhuAT6s8Okt74y7Fjx65eIlcz2Dz66KM5OTnFxcWffvrpBx988OGHH7733nthYWE0Gu3QoUOb2/zsZz+7//77/9//+38PPPDAr371q3/91389deqUXC63Wq0rKyt3Fw6+GxtzxsWConlQgi4sei4arIfB1YHHEl548bHHHrs6arvKn/70p7m5uaGhoZiYmNOnT586dSo6OppMJq+urm7VFyAQCDqd7vz58ydPnjx8+PCJEycyz58Xy2Wy1Iz5J5+TfN0KqJ/cw3/3b1bN9ZckfwQsS0rWcEYOGQymlYGYdVAWAsZuALOrwN01sJ5GWH8jhFWdS4vvHshaWrj5rCQ+n2/eLOoeOJfbBYeyEfH9TQm9TVAWAsquSRhoju9pgrIaILTSoi5I/2juyrLqB6niD4zHatWfCZv/837Fq/ukL/5B9uJrytfe0r/97mJYTGVY+MMPPfTwww8/9NBDjzzyyIMPPnjw4MHY2NidO3c+/vjjjz/++L//+7//+te/fuyxx3bu3Plf//Vf7777bmpq6ptvvvnYY48999xzv/3tb997772amprg4ODQ0NDExEQajSYUCnk83g+Xdu1OxWtdm4OnmT85oP/oc80Hn2o//Mz4yQHz/o/kyeeSYfH33HPPvffe++ijjz766KP33XffE088sWfPnpdeeumtt976/e9//8orr7zyyiuvvvrq22+//Ze//OWpp556/vnn77vvvn/5l3+5//7777vvvt/85jevv/76M8888+abb7744osvvvjiCy+88OKLL77w0ku/e+nF9L0vmv74lnLn7tmduyU7d0l37tbu3CN45nnhzt29f/twdGhIq9MZDAaz2fyTrCB6vV65gjTKOYrqCYzH5YbiK6MJlRG4kjPo/BhSVRyxJgZfH4+5RBg8wpsOkslRXu9NZytd53Dhi5aAcd7BbGphNK4lkdYBItWHIYsTujrj6R2JdFwhOVWpObC4EsgXFjgct99Tbo3Flr702uyO3deGo4h27NI/vZey9+Xi/Pzm5uaoqKjTp0/X1NRsaooFBwd/8+Hz6KOPTkxMAAAwPz+/qXgJBoOvziOyWKyKioqrfyoSie7mFL0pbANDsud/r3j2BfHfQwYkTz0n3/uK6qXXw/+/x97fv/+Djz76+OOPP/vss0OHDo2NjXG53N27dz/00ENXO3H33Xffgw8++Nvf/haJRC4uLmZlZe3ates//uM/3nnnHQqF4na7k5OTH3zwwWvTFv7sZz+7/4EHkpNTbGMT+lOhiude0j39vPzJPdp3PjIgGrn5haSg4xAQCIVGa7XazXDyH98QOJ228UmI1R5k0H5aSIaDSZh4WjuYhIjGlkOIDRBKM5TYeQkLN5u+dHqCJ3mglZWb1CC2263jHJDdGcgXfHmecBFMRsdTWyGkxtDOwhhsNQiPiOqoLiDCdbpDK+uBM8Irt6MVWEFiJLtfVHw9HGV2527Rcy/pO5Dfuoufn983+5O/+tWvrkYQZmdnP/PMM729vdfudTU5usvlGhsb+0HzL955LJZXSZ94VvqVmf4qglD2xLOze37Hz7rgtNncbjeXy52ent4clrpcrn379n2zmV555RWlUrl5zCNHjvziF79gMBibH+vq6r5p3O+55568vDwAADYsllUiebG82tLY6pR8pXckk8nqEIirhRwYGPgOipX/RzyeDZkCyRefJA0FJhNyYghNYEoDhNoUhiuOJFZA6a1xzFY4pYAwHCyUnZ2dRTmdN5mt1Ov1Guc4/eMppYykNHZT1gAuawiVPtCR0teQMdSWPtCe3N+W0VdXzYL2jWZZltU/WE1/QGyjY9JXXld93Qpod+6ZfedDYAvhqpSUlG9eK0888cTVrOclJSWJiYnj4+PX7qXRaAgEAg6Hw+Fws7OzP3jF7iyWEY3yHbukXx+c657co/gywLf6LdNdNpvtalaia3nttde0Wu3mNpcvXw4JCenr69v8iEQiv7n9z372s7Kysm0KJpPJFAoFAABOp7Ozs9PxU4idLS9o6KyEdOTZEOzlEHxhKO5KKP7KcVx2CL4gFFN8GlcQgi/IQIVTu6Fmk2yb42wZR1Co5pgAACAASURBVKBUUjjTp5rZ4VB8STSxCkKqBZGqYqhlCV2NqWx0EhuV2VVKHjvFnQ7V66/jgHVr4nO59CGR2if3KHbulu7cLd25W7lzt3zn7vlLV7baRS6XP//88/f8fdZw8wFy4cKFzV9tNltLS0tLSwuTyfyHlG1zc3MKheKqzOldbhzHjECy5yXVzj3iJ54V/fcz4sefke3YNffUc/PZed8a3OHz+a4u3N57771XE0/GxcVtdha8Xm9VVVVBQcFVK6DX65977rnN7a826wsvvLB93LHVaqXRaO3t7R0dHXK5/Me/Bdxul0BQqtEfG+Iduki/lNhDTGahQeS6aGJ1cjcaQm4EkzoycFmTQj+d8ahAWLC+vuVC3pbZSsc5EQ5XkFT6ZTbxfCyhA0ysj0SVR2BLoeRGMBEBwjSU4KGL8wdd3iNTMxm22zNbqVMxqws6ptjz0uyeFxV7fjf7/Ks6cLzn254wVxkeHt6/f/+Op556/Nlndj79dHp6+uZDwOfzbd7nDofDZDLddR/+3vB45guKVc88r3v6ee3v/qB77mX9k3s0BwK2kRJZXl4+fvz4Aw888NAvf/nIr371i/t/8eGHH2r+PqsvFovFYrHFYpmYmLjq3EkikZ544okHHnzwiSeeeOTRRx9//HEMBnPdojmdzsXFxeu6Lf9AuFyOcQ7cYg3UqL/IpyRHYZuh1CYIuSESUxaDr4ZSm6EUZC4uTaM9aFkL5PLgVutNahC7XHaRuFStO0UbPZJBLUliYs/1ElK7UbG48kR6a8YACc5C5zEujwiOqPXhs0q0y3W7znh5VlctHShT8jlTxvk1RjdwYwKKNeXlv3vol0wm8+o3GxsbMzMzVz+OjY19/2X9Z8Xnci3V1mv9jxhjQIaQcCM00Sm7jjqIzWZDIBAvv/zyww8/nJube60M5KZ3AAAAarX6WulBBALxy1/+8v333//Nb36Tn5//A9Tj+0evHx8cjahnnIUSCmGMZhilFkytjSIXRxFLQaSaMGwJCFtUTQnrHQjX68a3Oc6WHsQmo4TaDcvEgMJwRRH4wihCaTS5NJJ2JZpUFkeqiKXXRJNKL+Eiaay0leU7yoP4+rjdS51o9it/1GHx137N4/EGBwfNZnNvb+/U1HYOm3f5DnjW1hwisVu3nQDsP0A7n5369O5rpXF9Ph+bzd4cr01NTV3bZZvA4qL/a8dAU0v2vrcIhUXfY8l/ILxer9nEG59OqesFXehvTB9CZQ6h0vraUtgNWcO49F5MWg/6HL26eSCWK0g2Gke2kQjeSoPYKRCVSORBpL6AFPIVcDcKTGmIJJaH4UvA5MY4IiIG25CJOzc67SeSHpZIm378CdKfCqdQtFBUYgbBFsNjTNCk5eaWjcWvOlpWq3VwcJDJZN5dCPjJ8Vita3SmCQY3HgpabulwKv53UlYoFKJQKBQKxWAwrg33siKalj/1U8UnrQeflCTdBinnnE77BAducwbpNV8U0zOjME0wWiuIjIjElMGorVBqczwVfYlwzjB30OU9wpmC3XRWErt9ZYITYbUFioSfZxMvgCnoBGprHLYuAlUGITXAKG1JdHwJMd5sPrDuDJ6aybiTNIi3waWY1YdFWwOOGr4MUH12yHgwcMkvyJSVc10lsrv8mHgWl8wXck1HTy2FRs6djVg5E26IhtjGJq5uoFAopqen/zfBrMdjQWJMYVGmM+FLoVGmkIi5U6GWTtRPU/obZmPDNc2/YjD5c/gHssk5EComgdYGozaHdhREo8uhhPqIjvJ0zPkJfoBuzl/wHbKV+nw+hYI0MHKignoqCp0XSaiJxpZFYspOoPNC0AWR+PIQXEkcJqeGGtQ3FDE3N3mbehDfLPPZFw0v/1G2+0XJ03slT++VPLNX9dzL8lf3rTF7fuqi3eXveDxL5VVzf31f/fqfZS//Sfbyn2Zfe3Pxrx9ow6Ldc98+dLVNchXvfmR4e7/s92/IXv6T/PevG95+V/23T9bZfT9y2W+WlWVdFzsrh5oE729MGWhLG2o/N9KWPNSQMtyUNtCa3N+S3N+YR4Mz+y98l2ylPp/PaOAMjsEv0mIjqcUxrJpoSmUEqTSMVhRDq4qhVEaQK2OIl0poIf3jKQsL26U9uXNwb6j9gg1P7hFdjTB7/BnpE89Kd+wyZeX+1IW7y1d4rVbl/o9mn3zuawrlT+6R7n55lfztSnCmrJzZp/dKrxU137HL+Mzzc/BzP27Zbw6f1yuVtkvkQd0TQSnYnFB0ZSy+KgZfEYYrhFAa4mltMHpnOqmwhxM0qwqSyOq3kQjeOlspF7JoCeDOfHmRXgShouHdmDgiIgZXmdKNhVLaEmjYIlKiTn9gZT1omp97+2YrvSl0x8/on9xzrfuKdMcu6Y5d81nZP3XR7vIVnuVl2Qt/UHzdy0j6xLOqnbuXGlq+dRddWLR8xy7JE8/+7y5PPGvc+ZwhNBq4hR1hXE77xCTE7gqe035aSITH4jph5GYQHhGBLo/F1UHIzXGYpsu4ZJPxwAZwhMMFraxsGcOylRL5+gQXvmYP5M4cTEOfjyO2QylNIEJdKPJKBLIERKiPRNbk4VIUqoPmxQChuMLluvOzROpEYv7fPjY8uUfy9ThT8VN7rF2Mn7p0d/kKt9s98/qfv5GnYJfk2d+tUrbqC+TKd+y+tlklO3YZnnzOeGv3BTwej0bTxRdHt/afSCJfBnd1JHZ3JLDbo4hlMdTqxL7O2O6WRHpp29BZoQyq1XVtM2O95UrhvEnA7Eu8zIAn9zenD6PTBtrhvY1J/fWJ/fWJPfUQZm08vaqwC8Lsz1qx3FFZSa5FoVAIBIJJHo+IRHZ//IXkmb3TTz0n37FLvmOXbMcuxY7dmp179BFxvn+mVLm3IF6vd319HQAA2fSMID5p9um96p27ZTt2S3bskuzYJduxa+7J59SBRz1bJI+0c3jivb9X7twt3bFLsmOXdMcuzc498pf+sNbb/+PW46aZNyu6mOAsZEgI5tIpTH4IpiAEn3+CmBNGLoogloSSy0NxhdnYcDoLbDRu58a2ldaQWy5HCmShyL6z5+g1IEp9EqMF3tMeR6lM7UOnDeDO9RPyWGW0yZNCWaROx7wdPYivy+zsrFKpnJ+fF0ulKcnJZf6HVZ1I68iY7sRZ2ct/Uv15v+KPb5vSMj23jBzlPycGg0EgECgUita21qJLl4b+sn8w8JgmBiJ9co/i+d+rXn1j9um9mvc/s3N4Wx3B5/NZmlvlL/5Bset3qj/sU+59Rf7CH5YQTbd4rnqXy8GbzlNp/XmCLy+SM2FMApTWEoWtDMeUQMnNcaT6WGxTFjpVLD80Z/Kf5md9B62h1ZHJsA3fEYXsi1zS+RhCG5iAiMZUhqGKQIS6OAIiDt1QRoItLxz0AEd4Mxl2+08vvfK9c63nD4lMXlr96iR619ZdcoVjasat1/nuhgn/pHg8nsnJyc33illFRkYGt69/3Wr1OhxWMtWYmDIXC7XU1LluIILDwePN5+QZosHzOXm2Sc4NZqD4CXG5HNypjLl5f7H8yzxSWjSuDUpthpCbo/CV0YSaeFpbUg8pl5QlUx40LQbO8DO+gwaxQyqrm9WGEgZPZnVVpvWSMgeI6WwsiFAFZ7VlDpGSujsvMq+wuCelyiiNlnZHrhTS6XSDweDz+UQiEY+35ZPkLj8hLpeLQCBsvl9YWJBIvrFcdbO91NuqV2s2CZjs6Hz8mShsfjSpKgpfFkUqP0PIO4vLjyKUncFficBfycOEMFlxxrntEmdu50FMZyfkERNB5Io4ciWUUp3AqElg1yYxEXBWE7y/NYleU9IF6hnIWl6+M+cFZDIZHo+n0+nd3d13NYJuTTweD51O7+3tnZiYoFKpCwtbCmlcxefz3RkPLY/Hq9cPTvKhjb2h5+hV8H4UvKcjvgsBoVXBWe0JtOYEejucVNjef5YniNFqmdvI22w1L+CYmsmZVR/sHfdLxefFkFviyIhwTGkYrgRMaogjIWIwDTn4FMnsIZ3BXyCuct6hawQej+fagJO73IJsbGyMj4/39/frdLprv5dKpVlZWSqVikwmV1VVXf2ewWCg0eirH+Vy+W26zu1w2Ca5sDVHkF7zWXFXeiyhM5HeASbXR+MqYdQWCKkZRkJdxiebTF86PUe4PJDFctNaQ6sTkzEr64HTgs+zSTkQMjqB1g6ltERhKmGUlgQGMqELW0pN0hsOWNYCZwQ5a2t3zrzA0tLS+fPnY2Ji+vtvYorY6XQqFIr1W0Ca9i6boNHoRx55pK2t7d1333377bdnZ2cTExO7uroKCgpgMBiBQMjMzBwYGAgICEhPT+fxeOnp6bdXmlmv1yMS1yqUB0d4/qnI9FhCM4TcACIiQjrzz7bnx+FrwjrL4egLfZOHpYpDInGd271lsM+WWkMaNXtoNPwK+XQ45nI0qTqaUBFDqgrFF8SQK6G0ehCzPpFUXEs72zcKMxpn7qQ1AoFA4Ofnd+bMmaioqPz8fKFQ2NTURKPRSkpKEAjE8PAwi8Vqbm6mUCi9vb0sFquwsLCurg6Hw7355ptEIhGLxebm5qrVt6X+0p1EQ0PD/v37w8PDP/zww08++WR8fHzzTXJyclpaWnNz83PPPZeWlvb5559funQpNDT0j3/8IxQK3RSYvF0wm8R0dlJhV2Jyd136cGfGYFtaX3PaUNO5wZY0dnMyuzGBhcinp/UO5Vut5m2Os+W8wMqyemA86zw5+iylKIRWGkEqCyUUH8dcDMeXRRIqI7AVMEw2tjdgjBMskXZsbNw54TQikegvf/nLJ598UldXB4fDIyIiDh8+DIVCQ0ND4+Pjs7OzYTAYBAKJj4//29/+1tTUlJaW9sEHH4DB4ICAgOrq6g8//DAwMPBaxdG7/CSUlpampaUdOHAgOzv72LFjFy5c+OSTT44dO5acnBwdHR0VFfXee+/l5ORERUXl5uaePXs2ICAAhULdRtqwTqd9ajrDtBA0wj10iVkKoXQmMzthXc0R2BJ4d2dKDzapG5/LrOifPqLSHFWpsdvMhmy1RuCa4V+ZXwrgiw5cYRaAyahkFhpMaYjCVCRQ2yCUJhChLQ+XrlId1M/5Tc/k2e235cjqW+Hz+UeOHNkUCJyamnr++ecrKiouXLjQ1taGQqEOHTp08OBBJBIJh8P379/f0dHxt7/97cCBAxcuXIiOji4sLPzss89OnDjBYrF+6nr8s8PhcPh8/sjIiEaj6evrGx0draiowGKxIyMjIyMjZDK5pKRkampqYmICh8OJxeKioqKrKrK3BV7vhlCEmJGdYowHpuEyozH1IFxdDLY6DFkIJtaDCA1gQmspIc5kPrjuCOZMwVdXttRE2iqOYJ3DhS9bA+fNX5aSISBCB4zaAiE1hOGKI7Bl8bTmFDYyndVU0hWLpZ8SCal3xqTrJktLS/39/ZuKCQQC4ZNPPjGbzVNTUwqFYmVlBYFAoFAos9nM5/P7+/uXl5ebm5s7OjqkUimNRhsbG+vt7a2oqLhNVUa9Po/Hd/2HoQ/webxun8/r9Xk8XpfP939pfd+G1+UDvD7Au+F1+YA7Z2j5Q+Nw2CQSNKnnbHJnTDiuJJHRmMxqSWW3x5EqwMzGxD4MhIXKpZxXqP0WLYECYdU2+qhbqo8qFCSB8DBr3P8cKQ/eg8nsRaUNtMYwS88QC8LxxQndrcm0ulJ6zCT/hEAUu7i4ncLp7UtXV9dVp5SfBMliH1l+ec311Tql2aagK4qVlh+kSF6fe1jfTleWOjeu07PTrwqxkkyVhSNe6CXLLi7atf+wgXFN1jVbhBQnYSQpvRrEsmNLp51V53ynMEmyOKBdnUaJUszrt6X1/ElQKEaFYr/FJX8U+1g8vix1AJsxgInvRsQwKs7g8s9g88PwhbGk4ipawjSvymbbbg11y3kBt8spFpELsbFniedP4a7EkStSulvjKLVxlPr4rtZoXB0UVUbuP75iDRibODY/f7fxvn98gBctTq1QfTRt6tr8pl/TUKH6sGu2yOv7/nPmur2OTmFSFffEuntLJ7NNRAvsC4PvcE2kAW1j/uhn2tWZa3+VLPaXcg/nDO2vmQqp4hzPHvprDe+0fk34rYeat6nzee8NaVsE88y8if0/kIG7I7FYjGOTKX1jXyLo4Yl4BITaCiHURyBLonAVCdR2OBOd0U8ooiWPCs9Mz5TZbNutXm1pBdbWlqb4Gaq54JaeiNRuJJyNBxMQEeiSs51X4sltyd2oSGxFAvpcNTW8uz9dqez1eG5pp+vbEatrsXE6plj0PlqcCgCAY8PaJoQWi9/vFMFdHhsAAF7fhnRpsEtROKBrNK1/JchpcRgG9U1sTc3cmnTzm2W7YUTf2jVbKFns93jdAAAs2jQzZrp6hTesb2OpKjZvY4/PjRVnInhh02YqS101ZaZ6fBsWh2HUgLI4v9LnUFomJYv9M2b6ldEvps1dw7q2kokAvfV/7/AFm6Zk/FD55BHNypTDbbVvWAVmJlGWu2TXAQDg3FifMlNpisIRQ4fFYQAAYNGuuzDw11F9p2iBnTv4nnrlro/mDeFyOcWShr6Bs9WM6GRmRQS+PIZYlcRojyPWhSOLYdRmEL4Ziipmjx22rvlP8YOMpultjralFVhako9NHlpZCxib/DIFVxBHbE1moJO7kVHkslB8YSKzLp7dFt12njrgv7ziP84JcTjunAnCW4S5NWnJxOHLkx8Vj/s7Ntb0q4L8kc/yxt6vnDzq2FjzeN096qqisYPtgvgWQUzpeODs8rjH524XJlXOBDYIz+IlFwAAMFiFVdzj5byA6qlTecMfMJXlHp9LtMDOG/44f/SzGs7pck7QpZGPJYsDXt8GRX45e/idcs7R6qnjuYP7xwyoBZu6YOxztroGAACbe6VkIpAivyxfGi7YwgpwjaSL4/tnzPSvV8UHAIDLY8NJs8o5Qe3C+AZ+WN1UyJJdt+I0nh94564VuFlWVq0zQtCa1W+MF5DQkhWGq0xmNaf2NZ2h5YcRrsAoiNiuptSuuklBgMMdNDl1xGj8Th7Ea2sL45Ngqy2INe5/gdUI70OF44sgtPLE3joIox5MaYBSO88Ra0mDpybFh7vZaWbznelH/BMiXRzKGX6PqsivnDzKNZKGtC1l40GdoqT8kU+t7gXTujx36B2kCG6wiiRL/fmjn7XwIavO+Rre6QZBmGCeueo0uz1OtDi1hHNIZeGsuZcZytK88feVlgn58kjO0Ht4aZbNbTGty6u5p+p4Z9fdS2TZpcsTn4gX+1acxiujXzbNxHh9HpLsYvG4/5prkT/PyBv+WL3CU69w80c+/VYrwFbXXBn5wrD2LXGsUybqxeH3qYqCuTUx10i4OPw+Y7Zkwa7OGXr3rhW4KTwe79KirKfvPHXsWENvBAxZBiG3JdE7Y3DV4fiStN7OjGFkOKPiFO5KETFGqoiXKdrXv9uIAACAhQWRQFB4GR8dhsuDsRuhPS0J3cizbfmx+OoEekcsvgZEqE3A5xXjT3OmY0XiC0vLN6ESfZfrMjmHzRl6R73CaxVAa7inaninibJc/jyjYOxLlWVSvNiXO/ZONe9Uw3Rkw0xk6WRgKx+05lqULQ1VTAdXzRwVLvSsOs3V3BMU+eXNA87blHmc/RNzWPnSSOHYQcXyV0kTulUVecPvWxwGoiy7bipkzbUEAACCF1Y3FQoAgGxpOHfo/RFdR91UaLswAQAA2fLIVlZgzIC6PPGBYulbltzoipKcof31U5EN05HN/JiyySCCNMe4Js0d2n/XCtwU5nnV9AxILA1G0MNCOy7D+5FxtDoQrjayvTQaWwmjNifSOyGk1gukc4TR2PHJuus6QWxnBQAAEAhbxiWnWwYi4KQ6EK4xjoiIp7WHIAvA1LpkdnMUqTIWVU4ZPe52HxbLjqg12/U67nJT+ACAPltSPO5vcRqH9K25o+9kD77DM1GW7NqSiYAJA0a5PJ47+g5LVam3CnWrM9KlQeO6bMPrdHrWDauiDnFC2WSgYU3cLkiomwpxbFgBAJg203LH3xUusOVLI5dHPh7QNgEA4PFtdArhxeP+K04zXpqN4IVtzg42TscgeGEAALi9jlYBtExwMG/ofeFCDwAA0qXBy6OfTpu7hrStpV+3AgarOH/y06aZuM1hPwAAqhXuoLbJsWEd1LVcHP5wcg6nWxXMWsaVlvEFm3rBpr4w8NcRXYdogZ1z1wrcGOZ5I3cGZrX6TwiPgjqLE3pao4mlKX0t4eTiCExZPK09iYmDo/KHuIE2m79QHGk2q7Y/4HZWYH7ewBfGujeCZpUHcrFJKT3k+K5WMA0B72+IIBXGM1riu9pjUdWlZDCSFUzohnJ4ZXNz201C3AH8aAvazo31Fj6keSbG7bGb1xW5o+8Wj/sv2jUuj62cc4Qoz7FtrCBF8PKJIwxVKV5yvmkmRrfKd2xYkUJ4hyihknOygnPc6loULrAujXyM4IWhxanF3C9aBVCHZ02y2J879MHl4c+wkvQWPih/4sNRA3LD68KI02u5Z6zORQAAGqaja3khm4UZN6DzJvcjeGEbPhcAAJKF/ryRD6fMtCFtS+HYQb31f62/1+cZ0XdeGHqnZMIfKYa3C6CFE5+XjgcY16SrrvlK7gkEL6xHXY0Uwlv4kDX34orDmDv6zrCuXbjQc2HwHZWF8wOcS5/bs+72rrs9N/Dyrm947MAt7Lag10+MT8Io7MgiatQFfCaU0BiLqU6gtcRSKyMoxUns+ihGNairLQudLlcHONxBfHGoTn8dfeDtrIDFYuHzs622YJXO7yIhOYaMgDGrQczaCHxJFKoMhKtLoLXD6C2x5IpkbCJPEjC/6C8Wl3+vVb612PCu8+canRtbarZ8j9jcK/TZ4gkDBgCADa+bJLvYp6nf/KlHXcVW1wIAsOoyd81eqeGdruOd7VXXOTbWvD7PsK69knu8aSZatNALAIAP8IkXe5unQVWcE7TZAovDCAAA38woHD9IkV9qFUJruWcmjGgf4PUBvhF9B0tVuekv0KupY6kqN/9RtNh7eegjjvGrSH6DVYyXXlCtcKWLAxTF5aWv+wv4fF7JYl8zP66Cd6RsPBAnvaBfFWw6I82tSfCSrFrumfrpiIk5nMe3se5eRotTpYuDulU+VpIxb1N+72fS6tDg+J/gBB9ipj+47gsv+rBbFuny3KJT3W63my9snzP6z5kOXsTExpJqYsk1ySwMlNJ0FnkliYVO6kHC6I1QdmMoJpM+cVYxe1oibb+uU991RgRzc0KhMJsxEJtGzYqilUEYrckMdCy2OgJXFokugdHr47oqILTmtA74lDi4f8Kvd6hAq+1fX78zo/El8x1Y4XvyBdxPXZCv8R1CuaZM1Lzhj8SLN6S37/Y4OkXw4jF/+8aWSW+/Fa9v41vL9iM7CK46lB1T+7Dit1CCN6/7wknfIosDXZ5bMaZobW1eLK7qG8igDYcOCk7m4i/E4usTWI0wFgLaXR/aeSUGUwUhN0Ip7cmEwnJmJLE/WSzq3SYx2VWuYwUAAFhcXBqdzGGMBdQyE5OZGAi5EUZthbM7I2lXwJRKWFdrPK0djKlMQaVdxEQM84KMpsOzSvp1D3vbYXMZScIgsvrPFGGQ3X19NYtbGfnySOsMRLXCvZGNzeuzrQLo1Y7AbceqQ9XBe7tzel8b943rvpD8fVTJ0VvQCni9XrWao9Icml/0L6NGRLVegpAaYZQWKKkpGl0aRS+KY1TC2G3wbgwYVdXafWph/oBS7S+fvaF8Ode3AioVT6464nAGjPM+T+k8n9hDSGI2RpFLQF3VUbgKGK0NRm2FdTeGoCsLSNBVywGB/GjvYIFMhllcUv1fq34rwTOUo0VvIfn70Py3eLrbe+Dj9KxbHAaXx34jGzs2rIt2zYb3dg0bvQOswOKiRiK7MjSRjWeFCEWfV1HjonBVYHoNhNqYROsMR5eAqPWpbFQUpSSupzGJUDA8dcS67i9THpJIb+h5fAN9gSXjtCB2aSWAJ/bLJGREsxqjusoTulEgAiIUeSUKV57U05TARICIDcnY4nJafB727CA3WCz5ks9v9Xq9d0ag0cL6DGbmY7TozTbOGxjxW3jh54u2b3eJvcutxm1tBez2NYNhdmoKL5Mf0BoCSklRWfR8OK4GQm5OpLfE0Spju2rCOotjcTXx9LZUFh7c1RBNvtzSHyHgH+JNX1hf3zKO8FqubwUAANDrOdO8bNpQChwHiScVpvQSQeSGBGp7PKMtiloA7a5LpLWDiAgwuekMvioFBRXK/cUK/y7WOc4USCZrc7lcNzI4uWXxeB2DqjSc9K2vrhXeGzjZWyOqTAC4EwzcHc9tagXcbpfT6VSqyBrdGfYQpGf8jEgWUESCRlAaE1ntiV0dYEJDFKYyilkMolUkMTsS6Z0gbF02Bo4ePNE9nKHTcG7cnfeGrAAAAOvr65ypfKUhoHfyREJbBpTUntqDjekqjSQWR2LKI9Hl8bTWWHoFlNkOQ5floGA5BBCxz9/pDuLNJI5PNgqENbb1ZZvN7nLdNioOV9Gv9LdPv9Uxte/aawU9865+9VbPWnEXAACsTs3NWgG39ydTjtvY8KysLNvtdqGwdmz84sBwltUWKJJ8mUVKiW9Ng6HKobSWuK5KGLMJTGg81ZKbyOhIG+iAsKqjqPVZpMKJaf/FJT8O7+ji4k0E+N24FbBOchOstqD5hQP1tDAYrTGUUhTHREDxjTGkmnBCCYhemdjTBCbUQ4iNYEZrHLWijXF0eCa4nRHO4R82mvy4nJZpQZFKTVxeNs/NCey2VYfDPm/WbHYTlpbmlpdMAAA4XS7jnMLhsAMAsLKyuLDwlaTkwoJ+2bIAAIDT6TAZlZvWZGnJtLg0BwCAx+M1mzWrVgsAALb1NePcrMfjAQDA6bQ5nXYAAHw+n9Np20zY6PF47I61v29gv5rR+erGHo/X4VjbLJjNMc8Qn0EJ3/yHBiY3dwAAIABJREFUywUreatbFuX2rgEA4HCse7xeAABcLofD8dUFZHesu13OzXa12786mtvturrBwoJ+xbIAAIDD4TCb1HabDQCAldXF+fmvFt5MJtXa2goAAGtrq2azerPKy0vGxcU5AAA2NjaMRqXdbgMAwGL56kT5fL6FBd1mRjq73WYyKjfzUi0vmxYXDZt7mYyq9TUrAADWVYvZrNk8D0uLhuXleQAAnA6nyah0Ol0AACwtmzf38vl88/PalZUlAABstjWjUbk50FtY0FssZgAAnE6nyaS22WwAAFhXl81mzWYV5ue1KysLAACsr68ZTUq3ewMAgOVl82YVvF6v2axZW1sFAMBqtZhMqq/2Mms3q+Cw200mtd1u3zwzZvNXZ8ZhX9uUt3K7XU7nV+fT4bBtZsrzer1X29ftcs2vCG/WCqzZzZtt5/F4HI71zbbbuKbtHH9v3PV1q8mk3PyvxcWvrmG3e8NsVm/Wa+2aepnntSurm01jN5s1my1usZhXVhY2NtxGI39xUWcwDPNFGVxeu0Rywmjy72SdbmOfxfccgWIvR7Ma4umdsdgaMLYuklYUSS2NwlSAiPXJTDS8u/MMpTIFl2RcOGx3B09Mhi0t/WO49zbcqBVwu9xSKU4o9TOZ/ctooDOdubGMzkRaZwyyPJWFgzCroqklYEI9jNoCZ7XDWIgEWntCZ2E8Ou8CESybPTDCO9hKDrHagwXi2OHRvGnBCYGwQSCsl8ogOh1NoxmeEcYLhakGPUcx2y6SRAlFlWaTUCzJkshhOj1bo+0RSqAiSdacYVosrhFLYmSyVoOeI5KkzQjjtdphrbZLLINIpHkmo0gguiKWxiiVmNUVg2WFu7Q8sb4+b7PpF5eHV1Zm7HaLxSJesoysrs7abUuWFe6SZWxtzWizGZeWR1ZWuXb78urq7LJlZHVF6rRbueoylGBf+9Q/Xi7tvDc6Z/aJTcg1q3zZMrq2rrbZlpYtnGXL2Nq6cX3dsLwyumzh2u2WVat8aXlodVVqW1+yrMwsW0ZXV3Vzc8NiWTxfmGo0TMlk9RIFaHa2yaCfmuZn8EVgtZqtVtNE0jiBMNdkFErlpRIZRKXCGfQTAmHijDDRoJ+QydrF0hixtHJOzxNLcgQSqFLFmDP0SeQwgTjDZBSKJBVSWaxS2anXTfCFqXxBvEY9rFYTpPI4ofCK2SgSivNkcohO16XWDPCFUIH4nF7PkcsbxdIYkRhhmpsWStIEknitdkCtpollELE0z2QSCoRFIlmsUonXaUf4ovipGbhWM6lSoySzELm80mQUCERZYhlYp+tRKhkzIpBQnK3XcWXyGpEsRiJtMRmn+KJEkTjRZJyUK9BiKUgqK9XrpkSifKEoRiEn6TT9fBF4ip82Z5iRKRqls5DZ2UaDbnqKn8YXgfW6wbU13bJlxLIisNuWV6zCxeVhq1Vrt88vLY9ZVrh2u2VlVba0PLRqnbXZFldXBdp5fCvnW1rwW18d0/vIQv/55T6LZWrNOr+2plpcGlpZldhty8sWnsUyarOZrVb90vKodU28vKQWiouEshiJtNM0NykQJwpFiQb9hGIWKZGD5LMVBv20QJgnFMUoVVSNto8vBk/xU+YM04rZRokCophtMOhneDNw3nS6WEScmj41Mg6f5KR4gCP0wWPtrGNCwec1XTEh7VeiWwoSKK1QBgLWVZdMR0V2lEbiy0G9VVBWSwoTG0eqh+CqMwhp+V2JwxNwkSRNq+u/qTH4jVoBAAAcDodK3ScQtFEGU6icEzWMFDCuOnOAntzdBKVVgEiIUFRRJK4CRK+MZ7aCsHWJDCSI3RyLKSwiJWfhkosJJ43mQ9i+M9TRkzZbAK0/hD3gv+ENHuFFMwbDVtcP603+eEbEMOeIyxPMnf4Cy0pWGfw83iDWSFTvaLjbE6zUHSKyIKOTB12e4MHxw3hWrMHs73QFMgZj2OMRXiBYpjxE7k2WzR50eYL7J44L5WSbo3fd1qU3jRoXR+yOLusaSzs3uWTptjsZ84t9GsPYmo1ld9CNC6MG84jdQV+3s3TGcfMi2+FiLlv6JFo6euojJP/bHyOdM/tw05+ZllFOZ8/iypDOOG5dY9gcTN3c4NzCiM1BX7PRtUbO8kqvw0lfWunXGMYtq90OF0uppfeMJTjcQSvWw6TeJJ4w0AsET0lOExmxWoPfyvphGjuENRxidwWptQex3UkCWaAXCB7hnqEPgu3OwAXLYTIb3D982OUJnuD5YbtiZWo/10ZQ72gIfRi04Q3Wm/xI7GSB5MCGN3hs6gyeFm4w+S8sBZCYYUPciA1v8Kz6IIaePKs55AWCBzixzMGwdVug2uCHZUSN8oLcnuDRiUOEnkSDOcC1EdQ9HDMwGebxBUtVfoSeeL7oS+dGcO/YCTIrbMFyeGnZn9AdPTx11gcEC6SHiWz4/FKAcyOodzyGzj5ptR2Wzh7C0KJ44qMb3uCJqcMEdtLK2mG7M6hrEDo+fWzDGySQBWG6YmdEB+yuIGbfsa6hGKs90LIaQOiOnxQcA4AjXNEJan/84nLAmiOoexisNbAdLtayhaWZm7BYe+1OunlpUGscczjpa+tMnXFyebXH7qAvLA1o9MNr673mldY27k1YAZLgwOo62W7r0c6NmpeG7Y4uy2qPxjBpXWfYHXTjwoRxftBmZ1htwyNTjTzhQedGUO+wP6kvYWUt0OYIpPTFT04f9wLBAsURHAMklh6wuYIYA8e7+iOttsDlFX9iTzyHf8wHHOGKjlF7ocsrAXqjXxs1XDt3iCM6XEM6JVUeIvQfSSbnnMflQJFX4mjVyWw0jNQMp3UksBAwBiKk9VI0qgLejYymlsYwEYnkdgQjSiA9MDEVOMnpWF6+aW+dm7ACm6hVcrHkrNPuz+N/epF4LmWYCGJVJ7MxEFIjlNwU21UWx6iAkBpABEQcuSK+pz6e2hGOrAVT685RKvKw0NjOzEJ6zMBYwGUKuIF+VKXxaxkC5ZNjRXL/SVFAKjK8qeekVncA238knZQ0Ijgyq/KvYkHLmCC5ym9MdCSTAEX3H9XpD7Z0H0vBRE6IAqQK/0IapL4PpNIc6p8+cYGS0jUapNUfqu4+wxRQrGsDy6ssvm5cZhpdXWXOW/qndByNsXfdxlLM9U+qRhYs7JWVbvHcuHhu3LLKWlzpndKNK+b61209WtMAeQbUObOvnfftV0w77w0kf9+wAmpdY6sXxqY0Y/PLPSvWnmnNoEA/vLrGml9mT+u56vlB61q3dmGQox4zLrJt671jckYxEyJT+XGFh/PoaZih0xqdH2EyNBMDGuUHSmcP5eBDCmkhSvXB3smgVEIiffKEWuPXOhBdwEgUyP1nZIcvUqAI+nGt/iBu4EhCZ1T/dJBc5VdCiy5jwxTKQ6MzgXldqcTBo1rdoY7hsAxUJEd8mC/1y0CG17IjNJpDjNHg89RzvbwjKo1fQz/kCjlaovCfFAamIiPa+o7rdAc6WEfTSQljwsOyWf/S7oRadpxS7dc/ffw8IYEyHKzRHayin8rEnOXL/Hgi/0wsqGUoQqM9RB47lduVNjR9WKnyr+qB5ONDZMpD/bzDCe0RmJHjGu3B5u5TF+kp0xJ/sTygiAFv6jmr0voxOSdSMbHdk8FK9aEi4qlcSpRk9tCkIPA8NRk3GqrV+RHHI3IoSROCw3JNQCkTxlOx19bZunn2pGpsbqnfutYtNQwLDRPLK90LFvaMnqM29a+td6vmh7iq0YXlgbnljpuyAtiZL+ct1CVLH089qjCPrFqZuvmBGT3PvNS7amVJjBNi3ZB1jWVaGW4aQjCmTmi0B2tox7K7YHyZn1AWUMhMbukLV2v8mLwz6Rhwz0SQUnOwiHwqhxQqVR6aFBzOIiWih0M02kPE8dCLZPik4PDYTFA2LQ3dc6yJcTK6MyMNmZxBKIyj1ITh6kDkZiitMYZUlsToiCPWRBHLQrsug+n18dRWELE+tZ98El8Sg0yfFB11OPyVmkNiCeZm7+jvYgUslsUZQeLSSpBG71/JgEZTS0Dk+nhKJ4zSnMhoBXdXh+NKQjouReIrE7pr4wi1SXQkhNYYSSiLp3aACC1huNIYbGkyCZHc3QhFXclEns9kN0C7alNRWRmEgjOYAhD+ShYyA4zKj6VVZpJKMpDnU1mNaT0t6cisTHIJiFELxuSfR2WCsQUhhCvncHnnkFlgakVmX9t5zPkMckkSuykelXcBlw0hlRElIzNaAVc5NaoVTxkVXCWPpxVNGuXjKsG0mjeuEQ5phFw1nzPLnTDIeGYlR8njaYXjeumYij+tFvfJUZ1T7yP52100nTP72jnvDMuw00bNuEE2qZqe0swMawSjWtGUenpCOc0xzXJ1Mo6CwzVIRnTiCeX0jIbPkE3CyJVZuIvJnTmpgy3n6IhMVEYmsxZMq4WjcjOxF0Nx+VGEwkxUVgIqL4ZWkUYtz0Slp9JrU9ltacgL54lXoIzaWGxhJjIDhss/jb+Sgs8/h8yKI5alsBuyMNnncPmp/S3xmKIsdFZKV1UEsTQFdf4cJucsrgBKqcjCnIeh8pJ6m86RKjNRmensBiitNg2dmUEqDCeUgLD5mcgMEPpyNLU8g3jlXGdWIhOR0d+RiczKoJTDGPXx6PzzmAsgYlEo5so5VHYKMjuKWJ5Kr81CZSUTys4NtyejLp/H5iZ2I2IIZWnIzBRc/ilsAQx3JbMzIxZZkMRuyMDlp2Nzzw20JpGqM5EZGbSqCEp5AiYvC3UhElsQSSjKROckdWbDmDUZrIZMVGYGE5HEbIQjc7JJ+Qn06gHVzLR6elLNH9YKuVoRV8kd14p55lmucoqj5nOMigm1kKfkcvSSEY2IoxSOz9LbuG923JgV6Jx+Az3jP6kc4Sj5I1oRRy/lznIn1ALO/CxXLeCqprhG+YRWzJvlTusl5RMUOLU4E5UZgykA0aoycJfSkNmpfU1p9IZMZEYmvTquqzoBk5eFuRCJuxJOKMxEZ8OROeCumnRmXSYqM72rOrmnKbkzNxVdkNLbkkhGxKFLoymVCd3oeFJnNLY8id0UT22Np7bGd9eF469EoEtApPoUdmcspSShGxlP7oSTm3LIeclIEHPitE5/dJqfcnUe7Ye1AgAA6HTTfFEel5vV2Z2CHDiBoEYnoAuTe0lR5BIQvRFCqk/pRsdSKyO7SqOwlSByfVpfO7SrHkJpTO/DJ9IRsdhaCLH53FA7lNICwjWn9iMTmU0gYjOcTTiDy48h1ydQ0eGYSjC9OplNisUgknqazw1hwfjmJBYGyqqNwtXAu4lRVMRZfFFyNyEWWx9Hq0ofwkPwLbCu9tShtlhcQwIdF8dsJIqHp+Z0o2r5qE7MM2tH1fIJg4pjmh3VyCYNmlG9fEgjmDRohpXScYN0al49opZPGtRjeumoZnZMpyDwYzDCN7bqCFwzO/A6gR/DMSon5hQjKtmkUTukEY7qZZN6zfCsmGOSc+bUI2oZx6ge1YpGNQqeQUeXTiYyW5OY+EhkVfJASyobCyK0pPZhoIw6ELEpuYd8Bl8YRa5JoGIisbVx9MoUNjEWUx9Pb8ocwUBIrQkMTDwLEYGtTqTj4rpazuDyk1i4OFxTDKUydQADJXXE4evPDXeASE1QSie8FxlBKoWQ25K68WewBTBmWzwVFYGphA+0JNIxIFxT2gAqntEAIjTDewihpJIYEiKRho3AVcbSKpPZ5BgMIpHdkDFMABNakpioRFZ9DLYukYmP6aoLwZckdqHjiE2RxOLUAQKY1BpHqssYR0LJbTBKR1JvWzShCkruiGdhj6MuQukdMFJHOLY8sb81oQsdg61PG+qEszrBxJbkXlwUpTSO1AhnkULxpVHkqiQGLhpTA2Mh0nrxcdhGeE9n2kBbHL4RziLG9zT2Kfkcg2ZMPzukFnCM2lG1fEwn4ZpUoxrFqFrGm1dO6GdH1PJJo2pEKxrVqEd0o228t27cCmBmAsa0wlGNckQr4po0o2rFiFrKW1COa2dH1HKeWTWul41rZnkmXcUYCcbsTKBhwvFlYDoiiUGIQdWm9Del9mHBxFY4GwNhVMcSGjbrFUYoT6RjY3B1YEZ1Wi8hDteYxGxPG+oAEZrBxJa0wTYYpQWEb0jt7Uhlt4EIiCR6R3x3XSyxNqKzOAR7BdxfAyLVgvB1CZTWRGZTOL4wldnaxjytNfiNTx8fm2xXzPZZLKbvcDt/RyuwycL8Ao8HW7cf1uu/rKOFxVErY3vbEpgYMBGRQG9PYCGiSVXh6JJIQnkI5VIiqzMSWZbEaEofQkJIDYld7ekDnTByI5TSnDVEgFERcUREEgMZSSiJIdaCiY2xxDoYE5HE7AQRas8NoNP6kSBCbXofEdJVHUOsgZAaY4i1EeTyRHpnHL4ugdGYMYQD4+vO9RNTepriCLXxXe0QeiNJPMqbU49q5OM6Kc+sGVFJuCbNpEE2ppGNaxVjWtmwVjxhUI6oJJy5Wa5ZNaKWcI3aCb18QqftliCQM3+5kUunc+Z1JP/dXlXzpEE3qpGO62ZHtOIxvXxCNzumlvHmVZw55ahGxjVqRrWiUY10UjvLkHHgrJYEehuY0JA+1Jnc3QEmNWQNkSGUahAJEU9tjySUR5GqwKSmOBICxqhNYWPjcIi0PkzaQAeYgEhm4+PpddHEagipEUSqDyMUxzM6YvF1EGrtuSEMmNSYxOhMH2gHEeuhlObUHlQkvgxEaoCSmyOJ5VBmM5jYGEuoSx1sS/z/2XvPrzayfGH33+ruc+ac99jT3TPTp9sYpJLINhibjJBEdARMlgCRQSJnBEI5lapKOeccEMqJJKJj29wPnjPr3rv6rmm/0zPz3ll+Vn0sFTvUfth7V9XvJ9wk8lY61axm/hyONfdYslPDnsCxqQT2Eo5NwwmpreJtHHP+mWzjhZLeyJp/oeA0CWg4Fq1JsIbnzVexJ4ic5UbOIo4/81S+g2PR2sGtDvUmnrPUBm63w+t1zGk8Z4HIW3nIpBAEK3jmAo5DfaJYb+KvNfFWX6rpraJVPHfhmZxZtzeB484TuCu1zKl6/myzcB23R21DFp9LdxtZ811Kdpt4sZE1/xjeaxMvKUJOQ3RfGw2oo15TMqQJew3xgDkT0kb8xnjQnNrXxwL6mN+UDGkjHl0spA7LP3cuoI3YddEDXcxnToe1Eb8hHrRkDvSRgD4WtKZD+qhfF/Fb05EZA58oWiFwlxvYs02SxRbhBp618EK5+QTebmQvvFBwcOwpHHeOyF2pZU/XsKebeGs41nwztPBcxmhk017IWY/hlUbOfLtk57FkGceabRasP0N2K3dHiPzVeubMw73BBtFk9fZoE3+tWbSA408/RfYa2UuNnO0HTGrTFi6RwZxdYpyevFTa8L89kP8mC7x//9buGI+nMecX+XSktJnxpJPR0bwzQeRvtoBLtbypJ9BuE3elU8V8xBqq3B6t2ZmsYA4SpYt1jOnK3bHn6jUCdwHHorVDS3gRlchdbmDTyvcGG/jzRN5axRaZiNCeQLu1OxOP4eU2aAXPXcRz53GCqXoODc9arGAMPeQOP0H2qrZGmiDqCwUdz54ncufbkPl6NpXAXaphj7O9als6rgw6tXGPJRPWhr36mN+Y8mujfn0soAq7VDGXKRNVBZ2mVMCUDmoiPl3Ur48fKELqXXvhrvtX3Tfr5q933d8wHCWqiF4fC+kiPkXYoUsGjPGQMuiyHAYNiYAm5NPH/OqYyxDbN0T8Qr++TbrSKtqs2Zl4rlxrFi42cuabhQuNgkkifwnHnCtjDNbwp1uFmw+3hokw9Ylst353ukW8/BhZbuQsNLDncIKZWs40kbNcyRgtZ5Geylg12+N1/Klnmm08Z7GBOfNUvtjAouI5C3juTCV7tEW0VcuYrmCSWqRbTZyViq3hp+rVFsFaA5P2GFomiGcJvKUGFq2CRW4ULBK5yxV0Mg6iPoZ2a7Yn2mXLT2Qbjex5AmeOKJ7FcWkEzmIVk/KAPfJYwqikU+qFk8+UuzgmrZFDfa5cxXHmG9kLBCG1mjPRzFupYUyU7Pa2wNs4Jq2KQXmiWm/irdbtTT+VrRIFC3juEoFLreFSiPwlHHu+nEGqE860gTuPNoceK5aewNs4Jq1FvNwKz+O5i3jeUpOYKg87jPEDZcipirrMqYgq6NbGvJbDkCbi04S95vS+Lh7QRgK6mE8ddetjEeUBsvY5Fti1Ywxxtzrk1cbdlqOoJuTRRrzmTFAX9WvDXlNyXx/366MBU2J/XLfbLqM3suYe7AwTZcstws3a3YlnytUm4WIja57Im6vjT+C5i42subJdUhV/4rGE8WhrpAmmPpXvNDKpzaKldukCnrvYyKTh+FOVu2P1jNlHe5QyNqmWNVFFH25HNloktCbuSiNrvlm43iiYxInXOsGtKR5hWVo/wW/SmEpM1rsmS9/V1ck/xwI3Nzfn54cuz5LN3oeoJ+XmIk8AzUCKm3dINeK5Os4ikbfRxFtpQ1ZbJat1O7Ntwq1KNuUhY6iWPlG1O/ZYvVS5PVxNH2uXLNYJxx/tjDawaPf2+sv2yDW7Ew+3hwjS2Wo6pZI+2i5ZJICzlTuURtZcg2iifJdcuzNZsTt0nz1YzZio2hklSmaJIPXR9kjj3mybjFZOH6zfm6lmjjHcMmPMrzpw6hJefdynDDp0EZ8x7VeGnJqwVxV2KWMOdcSjDDqMSb8h6VUc2HXRgC7u53kG6M5vNn6dAtbNX29Yv95xfcP3kdThgDbsU4QdqphLHXIrD5zmTEATcSkPXPqYTxmxqcIufdgn2jcSoNkq+mjl9ugz1Uoti1K9O9bCn68VjD5iUOp3p0p3++8xB2p3Jip3Rptkc7XMiUo6pVk01wzTHu4M4/ZoONHk/d3B2p2pRzuUMu5AFWOsamcMJ5xugqiPtodqtseeKpbK6aRa5nQjZ6acNVDFnKihj1ewSHX8qWr6+CM65bFy8RF9qGZn/DG0XCugVDFGG1m0sr2B8r2h2p3Jim1yvWSyaptSSR9tgxYI4tnKHQqeScODk+U7pDrG9CPGcBGzt4YxWbVDwYknG7jTVfTRBubkM83yg+3BesYMUUAtZwzU7I7X7E4U7XU/ZFKqdsarmKOtsvmHm0M126PP5Ku17LEaxjieRX3IGnjIGKndnSpjDFbwyDX08So6pV22WM+eqKZTmnhzzVJaBX2okT3XyJuED8zaiFd14FTFnJqIR3ng1MW8xpRfEbSrD1ymdEAVcanDHl3Up4jYVWG//AD+rLkA3Q6oQiblgUeX8OjiXuW+QxN2mzIBRciuDrlNyYAq6lKH3IZYgKLbqeVP1tDHK/aGcfDUo82R6u3Rp/KVOs5Y1c4ogU2r5Y883Bmq250u2x0sZfZV74xX7o61yObr2ZNVWxQih9Ymn3u4M9TInqtmU0p2e6u3xnBsGlFKa5WsNDLnniOsyr2RJniVwFp9KmHj+Sv1grE1GS4S/jGTztXqWpMpV+bQfnn5V2JG/30tcHNz8+HDh+vr64BfGgyhX73NTyZzx6DW+p3uLjaJsDv5TMou3xtsVbJx7MXnMhaBP9XInSdyVxpZtBbZYrNoDc+a71QyCdyZeuZMC3+9kj1Wy50hcBdxLGoTNN8q3sRzFjvVzDbxYt3O1FPJHkFArWFON7IW6tm0Ss5Ys2AVz5lvR1aeqej1jJlnCKMdWqhhTBA4S3juAtujsSRDuohfn/Cb0iFNyGNOhY2pgCbi1UX8uqhfGXHpY/uasNeSDllSB6qgy5xKKiPIluX7bfuvVcCnY8f59bb9jvwANkZjmqhHE/PqY/u6qN96GNLF/Jqwx5QMa6JuTcRnigXFAXMbvNwkWCVyV7pUdCJvAceidsiZON5UHZtK5CxXMyeqOVNE/koja75JMtcObTWyaF0qdptkoW5vul1MJ4rmqpiTjcx5HHv+IXuEKFxtZM03CeefKDdx7PlWcPuFdK1ubwrPXWoXrlUxKTjOHIG9WMueagZXCNylRvbCM/UanrNAYC90KvZwvOl65mybcKOKNV7LmSGwFxtYs43i2SbRBp41/1yx/QRerd+dfi5lNototaxpAnuxgUV7yBwh8pbx7LlGwexj2XYja+4xvPNMtlpLn2jirz6GN+rYEzgWDc9ZfLA3hOMvNLIXCNyFJ8p1Im+pWbDaqWI0sqkNrNknIL2WPV7PpuJZCzV7kzW8aSJvBc+af6JYb5NsNOxRu5TsVvFcHXO6VbjZJlyShuyGaEAX9WtjXkMiqAl5TYmgJXOgOfAY4kFr5kAb9mgjPlMiqI64ddEDZUj2eXMBB6CN2nWRoD7hMyYPNCGvMXFgTge1IY8uGrCmQ9qIRxvxWZKhSQOXCK7gmfP1rBkiONfMWyVyVrrUu82C+XrGzDN4r4EzWceaJbAXa1hTjzjjRN4Knj3fBi8+kdMb9qidSla7ZK6OOd3EW6lhTz/ijLWKtps4y52KbaJgrlm40chZeaJg4iBaK2elb7dtjFPfyWplKwvPLrDRJGCzk//GwfsX/lYLfOLN62urjXIQfeB01W1LniosxeEoek/+8IlwsoY10S5Yb9xbfCLda0cWCPw1AneVwFkkIrRmwXoTb7VDvlvPGm8SrDbz1h4xKA38uVbRViNrrkW22CbaJnKXO5V7RP4sjjn3GGI0sCcbuLQ24VY9k/qQTWmHdojcpWdKeptkGcekPZWyWkS0OuZMq3ATx55jezT2TEwb8ZtSQVMqqAl5zemoIeHXRHzG2IE24lPFXKZkRBv2W9JhUyKgCflNqTDP07bt+Cubgr8sAtfXfM9zQ2RfE/VrEz5j/EAfC5gzB7qoTxcNmJJhdcSlj+2b4yFw39wuX2kRbjbx1zqV23jOLIG38kK6V8ugEISrzYKNqr2JKu5Uu5iOZy+0IUut4DqBPd+pYLYIaTjm7GOIgefN1jAn2kRbOM78Q9ZwG0zHsxcfw2uP4RUcc75NsvMMWa1lTLUIN9px0xWAAAAgAElEQVSFG5V7I63gFpG3WsOeakLWmnhrRMHaU8Vqwx6tibfaqditY08Q+Sstgo0q5miDYL5VtN3AohEQWrtki8hZeq7caRYu4JhzT6UsAne2gUNtEW42sKkVe0PtMIPAWWyWzD+R0wnsxacw4zG0ULc73SbebgPXqhiUVvEWgbdcziA3QetE7mqzcPWJchXPnG8RbnQq6DjmNJG3/BSiVzFHCMKVJsF6zd5UrWC6TbRN5C0/U2w18Rfx7IUOBZvIm2nkLbSJ6S2CRVnIYUqGdRG/JuYxJkOasM+cDplSQXXQbUwcmFNBbdijjwZMiaAm4jLGo6rPt4Ah4dZFg4ZkwJQKacM+UzJsTu1rQl5DLGhJhTQRjz4WtKTC47q9Njm9mb/awKIRpYstgvUm/mqXcgfPphLYS8+lzFrmGJ6/1CzYqGFOV3LH20E6gbv0VLHeIl5pZM13KNhNglk8b6FFsF7PptaDMy3gdiNn5TG8d39voA1mNjOmX4DLpfSBMRDnC+RlTjAmR7VCTTXbnlisY6e/XZjP38YCNzc3b9++OzgwZDJht5vpD+a9fpt/EEMPsmvI4pZdqHySh8OxRxugefzGRBNjAcddqZJM1XM26xgbT+C9GuY4jkuvZ2482hurB1dwbHrt7kKrfAXP365lbLxQsPA8Ws3OKlGw18CdrhOs4jmM6l1alXCSIGbW0JdfqPaaweVq+nKrhEsQzlYz5xvZu7XsObZXa00nVAd+UzpkTAVVQb8xGdPHfJpoQBcJq8N+ddyjT0RVQb/1MKZPBNQHB/IQZ8P8n1u2z1bAuvnrTdvXW9b/kgbYmsiBLrmvjRxoIweWTEgb8atD+/p4WBV26ZJhfTQkCdpalev1zC08Z+eFil7HotbvbbZLWDXsMbxwp35v69HeVJWYhucyanaX2xRrBPF27c7qCxmHKKBV7y4RuLt4Pq2KQyMIODWMhYe8sSaIVbW1+Biht0vXq3cWiQLmY2Slancax9whCjYrWJRmiFuzs1LHnSXIN2p3VvFc+nPVZs3ufANz66mUUbM3hmNvNrC3qtnj9eK1Bja9ZneeIF/E87fqdtc7lGyCcKGavtQCcnCc6VrOEp6zW8ucq+COEUXs6u2lFmSlCd6upi8/lnDaoeXK3blGDqNZuPZob7xJzK3ZXX7AHW2E6VVby0T+5hPVas3OUiN357l8t5YzW7e30STYqWJS8JLdBuZ2NYtaA83h2PR6xtoL9U4jb6mGsfoE5jTyZuo4q43snRb+kizsMsSj6qBPm/QZkhHlvs+UChtT+8qgVx8NG5P76rBXGw4a4geqsMuQTCn2ZWumbz5jd9CB0cV9qmDQmNo3psPKoN+YjJlS+6qQTxsJmRIHmohXFw0Z4+FR3V6zklPH2MBxlomK1XrWBo619ULBaGDP1TLWW8SsGuYoTkSvZ9Er92YeCqfwvN26nZVnqi2CeLVmZ/kZzMbzpnG8jbrdtVr2ElG50LA1084Yb9ybLudRBkUDTKRUqM4nc5v4urJXr7HXb4vszqbT098+tsVvZoG/kM0mbY4+h7vU4W6Xa0YNlrtn56hQJLdn79FzHpGnvL+DlD1hPru31zsO91BF+E7BCIFBHhO0jvBaqna727k9c+KmF7tPCOA0RdI/I2rukky1ckcnBS0UwTMcc+gx4wVVRHi696KC2T8KvZzg4p9Kpjol0zMC4rCog8AZ62Q+p4oJrawOlluxn7E7w1pjzG1N+dxRnStu0cc85rDFF9eZImZVxO5OWt0RrSXpNSf89rCK5by3Zf9VL5z/4kF3fM10PFQfGPRxjy9hdkSNlkzAHLF5YjpbzKYOO+wxSyBhhPyadnBqFno+ymt/jsx3sPqpIuKAaKCBMTTIfTLBJ9QxXjbyB6iS9r69tkZwmgwPUYWEXvFou2BqlNc6IWxr4gw30V9QhcQu1tOy3f5huH+Kh38soDyTUqf5LaOCZ+3CmaeMDqqY2MntraT3jQiejfGb6hi9T8ExGtjax3r6RLnSy+6kips6xZTGPdKEsHVE8Lh6d+Axp5smJj7dfYoTj48jPVN8YidCfS4YmxIQh4VdeNZIJ/s5VYBvY3Y+2uudBF+McJpxnJFu6SRN3EwS9D4W0/qYj2fFze3cofrd3glBywC77cFeXxc4QBMSnjA7n8jmR/nPJkWtzyUzrXv9M0JCP6/z0fZAD7djRoAn7nTU88mz8IshVnO7bKFbOEwVEQbEJCJ3gsR7PC1ubecOy4NGf9JkixjUEacz5XRHNea405IOuCJ6d8xkjHvNYas3prPGbOqw3R232yLsXz8X2LR9vetAu2IqV9SkizqtKa8nqrXH7Kak3x42eeN6S9ytDzs8cYMnaRtV0XugAaqQ0MroIkqmJ8GOSUHrC2TuCXNwRkQgiV7W7pF6Oc+m+XjiXlcNp58KPR9iNrdCs90SClVIGBAOEtnjJPaTeVHtC2ZHm4w6IySCKixDVjoAdQu1mMOjvDfv8m3ORoNpxeV7YXd2xZP2vz4CP5/f3gI3Nzfn59lE0pHNJg8zAYOxPHtZeBBFg8oOibLo/AJ1eprHkBeP8msd3rtH6Tt76goqv3J/P8ftzxllVWwhRenEHbUlj8xrNjrzjtI5G9LqVagqlbxrc+WOsevZMnQ6cYcrA4bYtVZXbjp5dxGu3pRXH6XvGl2oMR5Bqs1LJ+/sSAuUbvb5hfTiQuSPq4Mp9dWl6DgLueP6WBq+vgajadgZ1ZycQVeXooO0OpyxOGPd25Zf+0/jl+8h69cbpq+Vfkowbbi8ALPnoCeuTxzJrq/FyWOpM6zKHEOvX0GOiHAeIUajdw9COdNCokhfdJS+A5uKR/eqjPbccOQOVVg6B5bFIj+5fblkTiNiKDjJ3OGoy2ji+kjkri9wZ0ZQtQXmp+J3EF3e4F6t1gYcpnK2ZeVzYEMqcdfhzZkSNonV6MPUHZ6meGj3gdV9N3SQM8MrW0YeZRJ3TM68EV6Lzo46TOfsaqqovEcHB3cdnrsjzIc7soJM8g6kRZO4eIszN5PKWUGqt+SPMqm7RhdqlNsAqvNSiZ/oUP4I+4HHnxMJ350U1u7IK47TOQozMClocnjzEvE7G9LKafa9UOiO2XF3kPGQrys6St0B9fmjPGIgeDcWy1mAGnZlpankHZUFIO8+QvR5ydidVVHhpLgmFLoTiuROCIgCbenJ4R3IVDLBq3e470Zjd1ehOncEub6GDk8kjqg2dSy9vhJHMgpvXHd5Ic6eg964Pp5Brq/B+KHMHVGdZmXp0/XPfHcw5yTLvbyAfXFNKKO6vhJnThB3XH96Jrm6Fh+ktf6Y4uJCfHKuYOhpEhM2nfiJI8eMChv9gZx4PIcmwbGUpYfpHJUNO7JXI9Pf/VSvCeGjg4M74UjupKCRqyk5zuTAxqJJbqPNnXuUuaOyoqcE7d5g3ukZ+vwCLdM8V2qa4mnA6UF5fatv3rw9PT09O/t7fe/8d7HAX/j5559TaafLs+jz756exBwOciiGjacxFnu30TgaigAX1wVOT7tc+SwcQ+2HUQr1C4udkL0scLoL5JqR/YP8y1eFZtsTg/HJ8Vn+fjhfqe4xWx+eXhYYTfdVmv5gBJu9yNfqnxjMrZevCoORIrV22GItyF4WmCy14Yjs6lp+cSU+PDIfH5sur0UXV9LDI+fJqeLylfj4RJE5tF9cSa9eibNZezyDCDw5/1+fDHzGdMD5DcuGTh3Jrl8hF1dQ5tB5mlVevhKfXajSGdvZufz6NZRMyU22oaMsNnWEUWn6Ha6H59cFXn+NQvHS4QZShxi1pkVvenKYxfr28+TKQW+g4upNkcODV2tfJtJAJI7W6rt0xtqT8wKrvVCp6veH7p1d5hvMBL2x6+yq4CCC1uiHrfbSs6sCh6tOruzwhbCxJFqharM6n59fFQQOMDLlUCCYf/GqwOZ5olQ/icTR+2FAoeywOBqylwUWW4FCTQ5G88+vCnTmZ3pT09llwX64WKUdNFmKTy8KDKYatbbrIIJOpAGlssNqb7p6Xejbv6fUDvmDqJPzfIv9mVLZkkgDHj9KKu9y+eovrgucrnKFejCWAo7PsEZLn8Fce3qe7wuWyRQvHZ6S47N8ta7GYO5LHgLJDKBQ9didVVdvCn37tQpVv9ublznBmswd6Yzm+jV8mkXSafvZherqlfjkVJs+tF5egVfX8OGx8+RUcfUKzJ5p0xnrxaUylf08C7AdedlL3uUlkjk0n5warq5F5xfy9KHz4hK+eiU+yVozh4aLK8nFlcbj49id97KXBQZzuVo7GEuhT87ztfoei73+7KrAf1AhV/bZnMXHZ/kaXb3e1JXI/E+93DVXbwq9wWqFst/pyT08zQ8E71utO1ZHbSKTb3ffj4Sl5+fpgxAYiWg+fV/7d+Xva4FP/CXc0OXVqc8v9HpZFxeHr67PXK55k6UnmTKcnsas9lGHY+LkOBqPa8zWbp9/7/rq1O1ZMVv7MhnH8fG+xUZ2uakX55lwSGK2dB2ExOdnGaeLZrUPHR/vp9N2k6XP7V2+vDgOBFgWa3cspnz9+uo06z05cb55c/Hq9enRsS2bDbx//+biInZ8Yr28TL579yab9Z+cOF6/zuqj/cLYf7L3f8cM/I4Z+B3d+W9rps8a/P/26Yecg/9gBv5dc9B5cuI8OfW+e/fq8jJ5cmK9vIy+e/vm/Pzg+MT66tXp+VnMahu22ibOz1LhiMxk6Q4dCM7PjzzeFbN1MJPxHB16zNY+p3vx6vIkGOSaLN2xuPr8PGVzTtpslNOTaDyuM1m7/fvM8/Mjn3/DYuvLZBwnJ0GzjeR0US8vjg4ORGZLVyQMZ7Mpl5tqsQ0fHx9kMjaTpdfj3by+PPH56CZLdyplOjkO2+wUp2v6LJuMRuUGc1cwKLi6OHK55y0W0vGRL5Nxm62Dbs/K5cXRfpBtsnbFYprsadzhmLA6Rs+y8URca7J0+/yMq8sTl2fVbO07zDgOD/1WG9nlnjvLZsIRidnaHQrDV5eHNvu02UbOnoaTSYvZ2hfY37k4P/EFdo3WnkTCkD2NWKxku2P64jwdjkhNlp6DsPDy4sThWjBbBo6PfG9en52c2LPZ4Lt3by4uIkdH1uvro7dvr45PnNlTz7t3ry6vkscn1qur5Nu3ry/OQ5GUcMPyb5u/7sviLfs3XGd+5tiQzfrevb2+vj46Oradn0fev39zdrZ/fGx9/Tr7+vXZ8bHj/Cz46tVVMMg1WbrCUfnlecbumLDYhrOnkUTCYLb2BgK7F+fHPj/dbO2JxY0nxyGbnWxzTF2cp6IxucnSfRASnJ8dOl3LZmtf8AD8+OHn4+OI2ytIp33/4Ahd/wgL/J/P9du0LtKriDRAgT8fbGfer9wg2LB8vWH5mu3K+8tvldEGXaT39fu/9SnuF34Tzl59dqyhN+//+bGG/pF8scAv40wtckO/+3V7Ad9sO75xphb+2UX+wi9z/jr8+RHH/g/NR/B34osFfhl7kso5+AwL2JOz/+wif+GX+f9p3MF/JF8s8Mt8scC/DF8s8Ff5YoFf5osF/mX4YoG/yhcL/DJfLPAvwxcL/FW+WOCX+WKBfxm+WOCv8sUCv8wXC/zL8MUCf5UvFvhlvljgX4YvFvirfLHAL/PFAv8yfLHAX+WLBX6Zz7WAI0n9Zxf5C7/M51pA6Cn5J2Yo+6fwz7HAm7ev09l49urk5ubm7bs3idPw5avzm5ub7NVx8jTy/uf3Hz/epM9iJ5eHNzc3r95eJU5Dr99e39zcHF2kU9nYzceb9+/fJ08jn65w+fo8kQ2/e//25uYmc544PE/d3Ny8efc6cfLny757/+b67dXHjx8/Xe3N+9c3Nzfvf353/fbq55/ffzr51durm48fP378+Ort1buf3zuStM+wgP0bU2z8zbs3N5+CL729+lSYt+/fXL+9+vRO+Ot312/evb65ufn5w8/Xb6/ef3j/qb6pbPTjx48fPnxInUXPrv+nOqeR1+9ef6pv5jxxc3Pz7v27ZDZy+fr85ubm7PokeRr5+cPPHz98TGfjxxeZm5ubV2+u4yeh6zdXNzc3p1eHmfP4zc3N+5/fJ08jZ9enNzc359dnidPI2/dvb25uDs8TRxepTx0RPw1dvbm8ubk5vTxKZWMfPnz48POHVDZ2enV0c3Nz9eoifhr6VLWji9ThefLPXXYSvnh1dnNzc3Z1ksxGfv755/9Hl725SpyGX799dXNzc3yRSWdjHz9+/NRl59enNzc3F6/PktnIp4RxmfPE8cWn5HSvEifhq9cXnwqTzEY/fvjwqWWyV8f/0zLhT834+u2rV2+vPn68+fjx4/Xby7fv3/ylT9+9f3dzc/P2/dtPJ3xunkKuq+DyzeFfeurTld/9/O7V26v3n+6W96//8qdfv7t+8+7Vn++309BfCp/KRj98+Pjh44fkafTk4vDm5ub6zWX8JPTp5OOLdPosfnNz8/79u8Rp+OQi82lcXF+/+pSO7R/MP8gCb969MUcVosC6O2U6uUjv2Ka6ZWVj6hZ7RCVwrzyXFs8bevcztjF1S5f8nvqApw4KX8oeUNRNzpiObpt4CufTzZOeuImkqOtWVJgiCOTb6ZLfm9E996es87qeZ9ICgXvVHJH2yh72K2odMQ3PvdghL5k3dGfOIt4jszkly1xEDy/i1pTCmdadXh1Fsj5DAjk4cZ2/OnGmteak7OgynjqPWFKK4IlXGyaz9n+VBTasX2/Zvhb7HzvT5tPrw2g2YIwj+8f28+tj76HZlJDGz0LHVylrSmlPa06vj8KnXkMCiZ75w8feETmxAylR7vOU+7wOpGRM3eJNmtctQx3yErZrzhHT9Ctre6QPbVEF37X2HClaMvV546ZZfUeHrBTx75qiSLf8AVnZ4E2a1s2UZ9IihmPGEdVSlPgu5IHuAJTvszqkxROaJ/spG03f0SEvgfzb5rC8V/ZoUFlnj6pZjvnn0qI145AvYZ7QtLxUlquCfOU+r1tRNq5tCaQsS/q+59IinmvZGlEOymr6ZVWWiAL0bXbIiucN3YGUbVzT3iErVQY5mn3RS7h8REV0xbQM+9RzadGWedybMg/KP3UZDHq3O2Slc8Yub8I0r+t+gRSJXOuWiPQlUkFS1DkTeqaD2iEv2bCOeJOmYQWhQ1qqCQrkAXYnUjKpbvckTOvWoRfyYqadenqRsqc11qTi+DKZOgubEzJXWn/+6iR86jXGkeCJ8/z6xHNoMielqfNYPGvZsPzHr7TAlv2bXXuOPSU9vTpOnB0YE4jn0HTxOhs4sZuSSDTrP7s+dh/qzQlZ6ixydJWwJOXOjPb0KsN00F7ABeuWYVfcMKV90ikrk/pZhjDYKb9PluP8ScuqifxcWsxxzdsjmiEF7qX0gT4Ey/YZHdKiQXmdL2UKZOxz+p4lc78rabi5ubl+9erk7G+KKfrr+Tta4M3bN7oDBPYxEqdhVVBAEP/w2PrDc7h0WT3ZgtxtMf0er/i2Q9DwFKloMd3Cwd+SoB68/Har+VYX3PRUVNliuI1Dvu0Rt7VIMM3GW0TBnUGoo1F+u9Vyq0tCfAKVt1puEaU/9YEdONH3TYZb7aKSbkkLXnm7RX+7R9L8TFrWZruFk/xh07BlSIu0aa4lqTUn1No0X5Pg2RMmc1qhTrH0SYk9YdGkOJoUx5Y2mhMqTYprTMmFnqdM3/87Q+kvW8Dy9ZbtG4G/SZcB7QmzMYGoUyxDCrbFTbqkWJPimBIKW9KoSfE0KY49YTYmEXWKZc1otq2Lzeo/ErS3n4urOyW1TdrbTcpv+6DnzQiqzXqrTVLYDT5pMd4maG73wk/bhIVNhlt4yX/3iB8T4B9bTLfaxUV9SHuL+RZRc7sP7G4U/9BiuvUYLnopampEviVqfv9cWNWF1DUbbxOUvx+UvGxEvm+z3nqB1HWKCC36243y33eDLS3igmbjrUbBD/2SDrz021bLrRdg7QuortV6Cyf9rh/sxon+0Gy49RgseSlqapT/vln7+y4x/oWsutVyCwd/PyjuJqhuN5tudSL4Z4LKJu3tRvjbLlFTO1LUYrpFEP8wCL8kqG+3WG69BNvbxSUt5lsE5Kdu0ZNG8Q9NhtttopJeqIWgvt1i+H03+LgdKW6z3SLC6B7hs2bN7Sbd7Q6w4ZnoUZPuNgH+rlf8tEWKabPebobRfCeoP+RrU1xbymhKKLUpnibJcyQtppRck2YZ0rAjYdMkedo015RQG6P8z8lH8A3dfked2LMlTda0WpPmaFN8R9KhSwo1aY4pKbPGDbqUUJ1gmxMKe8qoTrH1GZE6pGoVoVpMt5sleT3iNjz8pxbjrcfi+73S1hbzLaL694Pi3kboDy3mW4+Re52CJrzsW6L69y9EdR1IdbPxdpPuNhl5OgATmg3ftVn/QFJUWUPKZcvAhKlF5Nl89T/ZdP9+/L0s8PHjR55zuRn+qUn+B4rq8SDcgZN+i1f+RwOIqmEu1vObCNL/VcdH39+iVbN68OLvavYqa9i8WnYJXvTdAyb13vZko/CHGnZx4fpy5W5Lo+jbii18FXO7np+PF/6phrVSyRohiL6vZlcWbDEq9yobRd+Wbb54sD1XJ8jD8fOqGMt1rF4C+N0jRm2X3GiIybUxkTTkkh+4tTFQE0VUoaA2atbG+OqIThOLaaKwLiZWhP3yA6c2JtZG9BxXD9P3a78p3LJ9w/e16mMKdTSsjli1cYEyrIODQXVEqUuIlCGrOhzQxiXaGKSJRjQRszbO08asIwoYJyrHCf5Uuk6uoI/hhH+q4xRWMbbr2UQC+G3NXmcVi4ET3K3n/VRMX7m/+aJR+G0lo7psa7WOU4kX/7Fqd6COvdwo+qGOhX7A5DzaxeNFt8t2n2LXFmvY+TjBT+UbozWskUbx97XM4hoWr5ZVRRD//hGTcp++gOP/VMvB5K8vVDCeNYq+rdyprWJs1XFLCKI/1jCptWwaQfSHWva9YjqrklHTKPq2bPv5vU1aHR+FE+Q+otPq2SQC+H0ts6qaLaxhFTcKvyvdnSzdmMAJ/ruWU1i6tlC114YHv6+kN9axd+s4AF7wQyVr8yFjEC/6rpJZhd7YrNx7hBN+X77Z8XB3roGfg+Pn1ext1rI7ieB31czW8l1WHbcAx/9T0fbEvQ1Sg/BPtex7D7ZXazlNRMn3VYyn0yaPMQ5r42JpyC8/sGvjYk1Eqg6HNFGzNs7XRAyKcEwdlmnjImXYCe/LP8sCO/YcVYSvDO2rI3ZtQqiNytWxpCaq0SWE8rBJGtzXRGXauEgddmkj+9qYWB+XMtzeR/RWvPj7R4zG++vLdewyvPhPD+mDNew5vPhPdSzsQzavklGPF926t/MCu7ZQy8E2CO6UbY1V7w01gn+o494t2lm7v9PZiNzCK35Xx61t5XQQ5N+2278jiP9kDsldcZPYQw+mPX+n0fobWyB2Elw2DI2r20E3Y1Da0KS7RVD9RzXnQR1XVLXZUbVRXUYdvbdpvjcpuTc5U0jeAmZVJdNQ0chKAYVZSXcVknaKR1YL5oyYWVXRyFo+mfHTrLZglFs0vIym8B+sGIvI28Uja+Vr1vs0TQllGTPMvTNnwlCYReTlvFGwgKYsIG8UUbbuLxvuTyOloysYMu8FHFV5wjJHAPJmEG9G6txHnAeywJHcHZc6/DJ3TBk6RxxBqWMf8hzBnrTMuS9zHbIcIyz/V79+RcCx98kdSeXBmcyblDn8iCsu9h0irrDMuY94ksrAocwZlDqCqoOs3JOSO/0KX6pP6Cua4hSS1+5OSgtn5YVDK4WUnfIV870xQcnoSsmU9P6ms5iyVji4mUPV542KioaXsRRu/ry+aJRVPLJWPIM8WjaWjKwXkLZKtj35FG7x0FIeRXJnRpM/sl00vA7Myu7R5EXDq/lketW2s3iIWTKynD+jwc5piyhrBST6j9NqzLigeGgJM8K+v6wvHtkrGV17sKx/sGQqHlkpILPQi1bMCKtoaAU1JkZPKwqGN4spW8UL2nIqUkJZKxpmVTD8+eTtoqFV1JTm7qSscGStYGgXNaMpGhcWU5axFO6jDVshaat4eP3+mq1oVlZCWQaGuD9RjZiRvaKhlbxRYcmcqoi8VkTZfLhhKZuES0ZXCsfFRWuOwpHtItJazpQKPQUXDa/kUxjF87rSUX7J6FrhJDhpPFK5D6TOIOjNQJ6k1LmPOEOK/WOFJyl1+KWuhPTgDHEcyJxB2H0s8ZnXLf+++etiSW7Zv6abMbDDhXhP5N6U1Lkvc4ZVkUuZKyp3BiBXUuI9lDpDUmdA7suo/Ecyx77cFaZb0wVj/GLKKobCx9B0RZS9Ysp64YysYklbMrJaSNoqo/sKRznFw4t5o/CdWV3ByFbh0DowI7tHlRaNrBSQNlErTtSYoGym7+Hck6ItuGB9q16Yi5f9F05UNAgNd8pLifLvu2RlgZTjtx2wn/jtoo++eXt1eTlvfN5i+L5JfZsoqMDxN2uY5dXb5aVj06WMfWAYxvZyMf2SBzuukikjtleC7lGgaOqiUSWmW5I3hDzasGK7YWwfWLBow87qML0gqkd+Z04PkBFMlySXIn2wbARewphBSdmquXRSj+0DUQOKO4s29AAIdMI5Y6oCqgrTCWIG4ftrpnujGmw/hCJJO2QJuSMBWxKg5xj2ZhBbArIlpYGM3JWBLAmpO60MZmFrArHFIX8WcmdgaxyxX7CcFJbvMyzAtpKktqzyICtzH8LWGOQ4BP1HsD2BWJOwJyP3ZRBrErbFVaFTuesQscUVvpM+USB/WA50IT9NawonFUCnGE1C7q8ZCwcV2H5J4Yzm/qoT2wsCL8E7C7bcIQToAvPIauyCJr8PwfRB+TPqB3MmbA8E9Inv073AIIx9Kc4Z1v44rQF6QOClFEVT35tSAy8h1CD4aNOe3yfF9onzaZaCOTOmD0S/lP84q0ORYaBLkjssK1vSY3oQ7CBUumQoo5ny+ySYQerRjbYAACAASURBVBmw7kIPgEAndGdUg55WAd0SoA8pXNTcH1dj+mDMMPxw24XukWC6xbk0W+6kCt0jzutV5M1pCodkmJcS1Kjs4bIZ0yXB9EP3N+yFE1pMrzh3QPkDzYjuB4FOJGdcUTSrxnRJABL8YM1cMqLC9kmwY6qSTTe2D8R0QT9OG1DjcqALzBtUFC5qi8hKbD+CnVJP6g8VjiRiTYK+E8idQqwJ2J6U7x/LnRnYFpe6T+Whd4jtWGrJIp63iN+9bv4MC+xYCmFbUup/rfBcIpZTqTOrCp1LHSnElpC4DiW+Q8SehK0Jqe9Q5T+GrQmZI7XjOMIOQ5huKHdIDdA02F4JtgcuoKoqaMb8HgjoF5dve7AkGbZb/BNF/+OMDuiVoLulKKq6dEINdMPoPnHRjg89hGBeirF9krIdb+mUpmRsvmK2+/4G5wFrBw/91KT/HR75r13zkiEkBb27nzYXfyt+Awu8enOF+FlbNgrHvtUvbW3W/Rce+q8Hq8+ATTeGDGP6hZheUc6CHTWhAnrF2H7RvSVz4YwOQwKBfjB/Vlk6rsQMirFkURXdie2XYPtFhbMG7IwKGACBPknutAIzBGH6xahhyYMlI7YXwpIED5YtpbM6DAlE9yG5c1oUCcT0CvOGoYJpBaYXxA6BZYv6+5NaLEkE9EMdkgO5KwHbEpArjXjSiD0O2+Ny/6HCnYHscakrpQxlYVscsSUQ7yHsScO2BOI4ZTmGPmsuwLaRpbZTxf6p1JOB7HHYkZR4M7AjidjjiDul9B8htgRsi6mCJ3J3BrHHFZ6jQZEHO6oAekS5Y9KCCRnQKwLI4IMlQ9GwMp8sLhxXlq1aMIMguluMmtGghiF0nxBFAgvnVAWDEJYkLp6SVSyYsYNiTK+wdM2OGYYxfSCKhNyZVKAHxMAAiJ2S359WY/pAYIBXveUoGESwA6KCSW0+TQuQQKAHzJlSACMQ0CdCDUnKlnTYfjifLCqb192fN2JJYmwvjF3Q55ElQK8obxjGzCgxfSKAJCmZU96f0GJJYCEJerjtQg2IMX1g3pgqd0yG7hcDgyBqVlE4JAUGQGAYrFw1A70gdkBcvmQrntEAgyC6D86ZUqJIIKZPmEeBS6hqoEeMJQsrVk0lo2osWVRAVpasWDAkEOgFc8Zk6HEp0CtEkyTF8+oSsiyfLC4YlU4bMgpXArElIHcGcicRexy2JxSBQ4XrCLZHRA5I6KfzbKs86zrXvs1zTq5b/u1XhpbftH69af6RY53nuelC1xbPusq3LUn3nYgjidgSsCMFezOIIwHb43JvRuk/ge1xmSO1a01iKDBmAESTIAxVhe0TYUjiwin5A5oROwBiewUPtuyYEQToB/PIspwpBXpABPSL86fk9yZVmAEI6ONX7LiBIRg9KEEPyEpW9cUkKdAHovvk6FX7/UmkYq6rjl1YxyZ0QNNE6LsmzfcDsppPz2t+E34DC0j9bAL0xzbzrXpJcR1rs3K9r5zaU9DLwlDV5YtmbJ8E0yfKG0bKlg2YHgg7wMfQjLlzOky/ADWCAAv6e1Mq7JAYPS6pYfqwJDEwAhbMG4E5LUAS51GgnAVd/giMJovvTioebjvyB0TAqKRs3X5vTgsMS1AjyJ1FI4oMoknCu5OygnkNpleEHkfKN63ls1rMCJQ3gnQgYaU7iTjiEu8h7M0g9pjElZQHT5TutMQZRzwZVSgL22OIMw77jiBvGrHFYfcZ0zH8OXOBr9h2MuI8kweziCcNO+KQOwn6j2BHAnEmIF9GEThG7HHImVCFz2WeNOyMK/yH/aAfOyZHkcEcqrZoRgX0CfPG4Qd0e8moFEOBCmc199dtwBCIJovy5o15FAToF9ydlOWvGorIEDAqKZzXVm7YsGQQNQSWbDnRFAmaJMqZkP9I1QIDQtQoDMxry6k6LEmMGhXX7HkLhiGAIsmf02EW9ABJjBoW36Hp0RQYTRLdnZQ92LAUDICYMUn5quXBsgUzAqKGJcCKJW8YQg8KcyYVaJoW2y9GjSGlq+byWT12CESPIhUML5okQg+J86i63Bk1pp+PGkPQC/piCoIZAjHTsqodF6ZPAIxIStdthbNqDFmcOwL/95wRTQLRQ6LcWUXpkh7TK0CPQw93nPem1BgKlD+hKN2wAWQJmiz6aVaTN6UA+gW5E9KSNUvpiAw7KsFOKaeNaYUrjjjiEt8h5Ekj9jjkSilCJwrPocSR4NrmmN6v9nxfMTxfMbxf7bp/VT/+3zuU4flqz/MVw/MVK/DVhvU/4QM14szAjgTkTkP+Q8SegFwJWSCj3j+B7XGpO7ljS2HGEIAszplUYJZ0BQMSNAUqnNc+XDYDJDFqCCzfcQMjEoAkyhmX/zirBfoFeaMQekFXTtViSGAuRVLJDOSPQJh+IWoIzptXY3tBgCwGRlXYLTemFwR6RAV9DMyyuXxjiSC9TVD/J1Hxv9QBYeIodnH9G7zg9DdZIHOaOj47XDcOt2i+JSj+vY71IH9ZjZl2At0wMAACQzLssgHohzADIoACPmL6c8ekeaNQ7qzmv1fMqBEQPYJg1y33lrTAMIieQKp5B3ljEoACFiybUasW1BiEGkburFmwc2r0kPjupKKSGwAoIvQYXLblLFk1AROSvGHox3VXzrQcIInvTCnyt2yoISF6XFrO8NxfMQDjcC4F7lCl5N4UbI+D3iNo/xh2JiTOpDxypghkIFdC6k0ro+eQOwE7E/D+KRg4ghwJ2JVlOSm/di5g+XrL/jXLPgS7ssrwGRw4gpwJyJUW759CnjRkj8G+Q2UoC7sSkDOujpzJAoewK670H/XIQug5HZoM3pnTFa6ZUGRR3risguUrpiqAcaSQpr7HcKOmYPSg+M6S9UeaFjUkzhuXFe26CiYgYBQpXDY82vMCoxLUkPgeM3B3VoEeBu+OKf64YskdhdEjELBsKl83ASOS3DGkihvETEuBMUnBvAG1YUdNQGiS5L8XzbnzWjRZdHdCXsHxYsckwDhStmG9v2UHJmA0GUZvuXOm5WiSOGdKgdqwoIZB9LisdNtRvmZEj8HABPKQu587AQFDolya8YdFA4oiQVEg1Lq1iKYCRiToGWU1bx81LEKPSu5vufJXzehRMG8Y+cOq9e6EDD0E3qWpy3bsAEmIHpc93POVLGqBCbhwWl60582bRIBB8Y9U7d0lw6eWKWF4SmdVwLgUM6uctBzJPAnYkRAHjsHAEexMSJwJReRcHjiCXYew82DX0bjzmYP/F3t2x/U11z6iil3DvkPYmZC4M5LgCexKShwJ2f6xKpSFHHGZK0l3HqFoamBYcndcjtlyYMdhYBQpXDE93HGhRyHUsPgBaz93VoEaBnPGVX9cNuVSINSIBL1mKt+0oEckuWNwNe8APSVHjUH5c6q8ZQtmQIQhiwtm5RUrVuyAGNML3h1RlWx6MIO88qXn9Xv5FaxmipzSp6gY07QEMs5/jgU+frhR74M98gf9iged0FTVXlvlZkMxZS6PrC7YtBQOIZhBMaYfyV82l80b0OMy9IgEvW7LmZEDA0LUMIKe12DJEIYkyaeqSqfVmEExhiyqYXgAEogdEBVMGwGqBiCLgT5RLlWFnZAB/WLUEFSxaQX6JdgBcdmytXheiyUL0b3wnTltHgXC9Apzh5GCeS3QD2LJYPmK6d6sHjskRvUjHVBI4U4i1hjkSkHeDGKPw464PHAk96Qhe0zqSitCWcgRQ2wJ2HMIedOwLY7YsyzH8OevCLKK/azUm4HtcdieBH2HkDOB2BOIK6XcP0bscdgWU4WyUk8GccTl7sN+iR8zqQZ6hbljsqJZLbpPDJDBig1z8ZgCSxYXjanvbVgxQyJMtyh3Sn13Qgb0C9EkSfGyrnBYhiFJimeUFWs2DEmM7hGVrjnRYxAwIMwjwT9RVSgSCAyIsVTV/TkdZkAMDAirGG4sBc4fFOaPazELWmBIjOkV5Uyr0JMKTJ8IRZaUr5sLyDCWLCpbNJWtmLFDAmwvDCya8igQpleQN4ygqRp0P4glS+4t6suoOgwZzCdJH+540WQ+pkeYN67KmVGiSWJgUAzQNIXjcsygGDsCVdFdQL84f0BUtuzIp6oBkhDog36kalDDEkyvMHdUem9JD/SJMSRxxYatdFqbPyTKJ8uL163oERDTI7g7Js+dVgB9IoAMlawai8YUWLIkf1Q2pU99WhFI3BnJn1d5CcX+scyTge1xmfNM5JNuWm7972WX+ctBd361bcFK7FZ15A3yad3hSEH+Q8SR/POKYP8EdsRk9iTdkgImpJgBMZoM5S9o80kIlgQWTyvLV6xYkgjoFZVvudGjEKZfkEeS/TirQg+KgX4Rlqq6P6/DDICoQVHlhgU7JMMMS8pXLKUbNmBcgh4B727YMGNyzIAYOyAsWLdjxxXoPjG2h4sZ5d1nWmvYjS36W+22P8xon12//pueJv5vWuDV26sOSUmL8bsW3X+U7A6WbFoLBkFML4jpkWCmNPlLBqAPQo1B+XMagO5Cj8GYfmHeuLxkVoPtFgJD4tJFXf6gBD0EFUzLSqd0wACEGYSq6F7sgBjTDxZMqNEzSmAABPpFqCk5dliG7ocBEvRo04buhTGDkrJ5cyFNgyGBQB+UN6NGkWF0nySPLCmc06J7IQwZLl+23p/RYsgSoB95LvAo3CnEFoedSdiTgW0JyB5T+A/lnkPYHpM6U4rgCWyPI7YE7E7DnjRsSyLOLNs6xPx8C8gDJ1JPBrbFEXtS4k3DjiRiTyLOpCJwjNiSsD2uDGZlnjTiSCjcmX6xB0tRofvEeRSkaFoN9EgwJMmjDVsxRYUdkhRRlCXLJoAEonvBvHFFLkWG7hWjyJLiRW0hSY4mwUWTmop1G3YQBHrEJUsmNAUB+kHUIHxnSonul6BJkvxJWfmcAeiHUH1g5bYnfwjCDID5o2oMTQMMSIB+8O6EDD0iQ/dBKJK4Ys2c3y/FkCSlVOP9ReOntgWo2rxhGOgTo4ZggKr+1Lb353RlVAN2UILpgx5sONAkEaZPhBqR5U4ogV4QTZJgZlWFFBUwCGGG4Eq6B9MnwgyApfOmghklZkCC7gfvTCvySAi6D0QNQ6WLBnSPBBiUVKzZS6fUGLIES5IWLhrQZAjoFeeOIHlTCnSvBE2G7i9piygqDBnGkqXjyrDSnUDsCciVkrjTsC0J2eKq4InccwjZ44j9SBo42bN2/vqs07+4QbBt/TeefUVmP1UenCHOJOJIwI4k5Msg9hRki8u9R6pg9tO+wI45jhmTY/ohFBnC0tT5AzKABJdMqSrXbJhBEN0L3luzASMQ0CdGkeA70wp0HwQMSvKnZOVUA6b/z+2P7YcwQ5LSee39KU0+GcSOQGV7/txxKWoUzJtRlmzagR4JelAEDMAF24EiqrV8rgcHft+s/X5I2RzOBC9eZz9++PiPs8Dp5fF+2vtMUkJUfFvHzykdmcmdtRcsWIA+CdAvxgyC9/Z82AUtigLl9wuLFg0l4yoMSVQwLHuwYQP6JZhe+NGmq5gsz+8X5dMMpVRLQQ8f2yep3DsABsCCLkHhlAE1b8jvFmK6xXlUA3ZMm/9SgB6EKxn7+f1gQY/w3ryjcN6Y38sHuuEcmiGPJMN2CPJISOGSHfNSXNAnfLDuvj9nLuzjA93IC9G+wpWSmmOQMw35jhFrArbGFMGs3HeMWCMyR1oZuoBtcaklBrsPIe8RbElI7ads6/BnWMD+Ncc6ILOeKPazUu8RYo3CtiToO4IcacQSRdwZZegcscYRa0wZPJN5j6S2qMKV6ZUEMMMabCc/b0xZNG/Gdgqw/aKHW77iSXVhL79wWF28bscOCLEdwtwpXc6YGtshAAYkxWuOwmFFQR+/ZFL3cMeX3yfAdgpLVhyoUVlBFxfVL/uBakD1IPk9gvwZbfmyraCHD3SLKneD2BG4oJtf+H+xd5bxbVxp306zbQpb3O3u9um7DbWhpttmi6E20NiBNmRbZGaIGWSKnRhikplBZmYGMbNkWbIMMrPMTLJo3g9u07SNnaSQxN1eP31wlDkzZ2Y0/znnphPDBqU3QoMaIP4NVxPZmvEcqH8DKARrWtoOQ+C1gxuMUoWGeSLtkAaIPx6UzteIIMN86zTDSVqZTeAAnHYIyihDYJIh0A1p0A4impR0gMKw2n61mlH0q0lsiD8WHIQBpzfqxnG1A+q1Q4nW1X2QIJR2AMowXQhJZcMCasEBuMspbI1QCsy/ARxFMchvg/g3aAehLAo79JEc7aA6nVCqdp4QHIqF+dVej6JqpPAgfhhICNYgv1UvlqUT0qAdRk3kjtJaRkhNQ7i2cax4kigYJjQN0XrnqB1ThKYBUvMYqXsZLWQXNWqUtv5CFShrO1rKsyYIOkmCCVrfHLF1lCQYJDSP4rumCMJRQtMARTxJ75snNA1QhJJSwSgolgHzR4MReGi2EIYgaweh9JM5FkXt2sH1MD+UUV4rKJoM86vRDCVfRnJBgQRoIBqWzDbJEsICGkAIrEFuCziADArFgxKp0AgSOASvFU82SKaDgjCQcKxBoQiUzgaFE8ARaFAyC5bJg97BQ0PqTOLDjYoiffDJAQTzO0Rjdi/+caiAUqHk9BNjmE5hNLgnJt2qONwgNg0cjAYH43SzG3VTGJAwvGYs7mo8XbdICA5BQ8LQuklsWBoDEoIBB9Jg6c2wmDLDmBTLYq5Zarp5to92ap1ZTolVrpMxMtK6qsUkFWGZ66KfUwVJqzfP9jDJ9tdKwxhkpFnmOeohk8xLWGYZ/lY5buYFJJPsGsscV6NMxPUMon5arEWuvTYySy8Tb5Z5yzLLy6KQaplXdiMPbpQaeQslYnW30bvZBHEvoXOQ1sWldTZRu8foPT20Lha9S0zrm6KKBfRuLrFzgNDRT+/m0Ls6a5rDKjsfbvYoOFYkPFbb5sPoaqX2jlM6+uhdbEpXC65DQulsoXWzyJ09tN5ReieP1sGj90/SunsZ3WxGb2cIrtksN9oi1wWKLNXLqjPPcjXJDDQv5phnpVvlwY0ycowKGWYZfmZZbqD0ekhqoUWOo2FGlH42zTQzyioXbppRalVGt8i6aZp+yzCfppeaYZHrqJuZfD0Nb5wRYJ7nrpNabZpXZ5XjYoIMtKoSmaTFW+W6GGQXQtPxplneptleGikN2shsy1wHA2SMaSHLLCPMKtfNLA9tWoCzzHE3zgwAZ5F1kUmWufY6aRngDJxJpq95rrdxDt4ir9oq19UkNdqstMkIGWqR4wRNLdJKqTHLdjfO9oNl4I2zcqxynY2RiTcqm0xT71jkeBjl4fTTKy1z4IaZoddTSfppMRZ5TtrIXON8glmGl0WGt1UJ0yyn0CoPbpKVpJPHNE4Psch1hqSWQ9IqzbNdjbOCDXOp5tkZN/JdjJHpCZxBVpeA3s3Fdw7gxf2MLi6lg0/vnWB091K7WLTudlL3JK2js6Hdr7jllyw2VSI6Vtikjm0vZ3Q10zqbaf0z1E4xo4dF6RTjOyS0rmZaF4vePcjoG6d1cJg9TaXCAf20LMt8R4OMWO1MimlmuGWem1FmpUUJyTLb0zTN17iYbZCaaplrr5ORej0Vb5zhZ57nqZtea5pXa5kN10tL1EttMIqP1EkuB6U2wsJqoP71+jkCjWgiJAgFjSbqZnIgMTjNBBI4haJf0qIbRQWHo6H+WI04rm7x4I3SSDjtNJyt7k82nlmY+t1VQDI94E808WhSc2Fc0CtOMijqMwhnQwMx4FAUNBynV9Gmn82FROGggQ26aUydVAY4BA1GEHQzBIbxRabpAbqp2aZFXo6YC1aViXYoXRfq6RuVN+1RLnDmMTvsZce6ZHvcJTjzqE3DLauKmy60Lx1I5y3K/WxRJi7ML2zRWna1MQ4ENTjzuH1DgG2dK5xx3JZw2bwszKZBy5lx9EaV8Y3qIEfSWTjjlH1doAPa0ZV1zBavGUqubhzFc8ZrGINsRn8je6yeNVrPHBCyR5js8Wq2hMwabGdK6tljNYwhPmOAwxmv40oode23HymCuL4Lzh3HMYdaWUMM9lg1Q4Kn9TczR/Cc8RrmIJ09LOKM1bNGa9lDrcwhOme8mjvGTGSUuFCvOzNOWFbY2tbccqKddKKes6uNdMAaurKO2qHNravDXahnnGhfWVb5W1RaOjOO2WOv2ZaHOuLBcOYxuwYbh3qEC/2kI/msdU2CTR0MzjhqjTYwLfa1J1x0oX15o9LJoeGWC+O4A+m8fW2iPVbDlXnUFuViVX7HmXragXLWvOy2db2VC+OoA/a6Q22sPf6yK+u4bYOXbd1tOOOEPemiZWWMbT3EhXn0Rp2BZXmAA0HNhf6VbY23A8oNzjxmh79qX5PiiL/owjhmWetmWebhTD3lSFKzKvOzR1vCmUdt0ZoONTEOxHMujOO29SE3ahzgjGO2uKsmxYHWKJAL49iNKiO7umBHyikX+im7GoQdysqVddQOq2dVGedEvOBMP2FR5WJV5epEO+lMOm9ThXAiGLuyjtmi9JK5pMZxNGe8jjHYSO9nc8brmJJa9pCIPcJgj1exJCR6fxtrGMeQlBY3a5a0PNp6UwVNx4pFx6pbXNkjfM54LXsUzRrqZI8QOOPVzBEKvb+ZPYplj1WzhtmcYRFnrJY3jq7v4NjWGMNZx23RWjcqEA7E63Dmcdt6W4eGYDjjhCP5a9vaJNt6MJz5xY0GI9Nif3vCBWf6Vzcq3RwwXnDm0Rs1hpYlbk74s1a1cNPibOsyM/2kOJPcZnBwAwSB183kaCfSIeF4WAgWViDSzeKCI7GgEAwonKRf0mIYzTWIzrRFXXNlfXmHYjA18/urQN94py9JG84+Y19/VT8qVTOFq18s0o8iQ4KxWjEEzTiSbpFIO5IICUOBQrHaWc2QsBqThFDjghKzYj8XylnnBiM3lL07/zSC6O6NN3AiqiXTAmKZnu6NF9yJ14t5mXDiFffG83EM3ySavwtN3Yl4IYMREUy1cuOdv43XLuKmOhIuuPHOp7JD4+lebhx1N8r1HFbCbbyOK/d8EMkqgxXlQFSD09UyOBFRTDcP/gUPgia5A9s4imdIalvGuOJxIWu0gS1BdU20tIyzaCPV/FFK32QnR4JmSmrF403tY3yWpIE/Rsd3+VZ1nnwEFeiEc8YIPVPi1nE2Q1LDHyN1T7Txx0hMSa1olNU92cqS1DEl9T2T7c1jDPpIdeskmyCugeO+hbPUoynuKcwAF6a6E14tl5N0h2rm0XQhmGqdx01yJqs509WQDEQ4yQnOOe+J18hhxXtToG688xEUhyxOlCv7vBNJrYCLvEM0duedv0Mxy6BFwIlXXOjqcWTvZJa/G/e8M/5CES/jJgniwT8fzXLPYIY7kdQciGpIekgo1cGVd/4mTquIm+ZOvureeD6JeTuFFejGOe9MvJTPTvbB67vyzgcRLbNYUc6Ei3CGego9MJ55y51/3oOkUczNdCV868ZTj6F7JlPuOJHVHHEX0ulhITRbd/7520TtYl6aI17NjXs+nRMZTXN346h7kLWy6TG3SDpunPMhBOtsdowTVQ3OUM/hxIRS7Tz4530pBgVsJBx3Cc5Wj6N6J9BuuzDUnbEXcljxgXRzj6YLARQTXh+LM4ZijdaLxwVtY3yWpJ4taeiZbBNNsOgjVfwxUu9kJ2cExx7DUfriC/gPm0r0/UDgeCH/XPMIXjwpYoxU80ax/VPdTWMkhqRGME7vnmjjjGIZIzVtE7zuqTbmaB1nFN0mESBItm68C94EaDY91pMMcuOej6bBM9gRbpzzjkS1Qm66L1HPvfF8EMUykx7pQvjWmaaeQLmdyPJ156sHkW4gCA7O1K/dMYZeeFs33jHTylsmhT43Ci0N08p0Mpt0QlAQBBYcT9dOY4HDCVoxWM0YonFxk148GRaIAQejDaKTjEoR3phEJNe/sjl9ZvHRtOBhVUAmX2P34qub0oNw0WZl3obx8eDgOkggFhxDNioV6SGZ4Fg0DNEAiqVDM3ngECwspEYnnmRZXumEuWyD0brV4O5IVA+gGlY15oSQrem9dU39tIrm1In5kd7JtrLmZHY/YVW6SO1BlTUnD0x3zixOVDVnoNqKllbn2kZ5xU3xzUOsFekCtqOssiVjfG5IMttf2ZxG7q5akS7wByhFTbFd482LqzO1rTl1LTmzS5N9U+3lIiSzFyNXSMcXRnqn2pek81L56sBM58h8v1yxNrcy1TfVPr00JlfIRucG+6bbl9cWpLLl/umOycVJ/lB8Tc9DZhYfKxIep/QEjsyPrMlXl6TzfdPtE4sjcoVsYnGkd6ptcXVuTb46MN05NNe7JpfOr073TbfPLI9LZcuUzpoSQaJktm9iYbhciMR3lK9IF5pHmCXNya2jvKWVOXRbUaUofXpxbHC6q6QpkdGLXllbYPSiyoXJA1OdM0tjNa3Z9a35i6uz7aNNxcJE4TBzWTpP6KyoEKZOzI9IZnvLmpNJnTUr0gXuALmsObl7QrSwMlPfmlcryppfmemZaCkSxPMGSNK1JXJXdaUoTTLXN7EwXNmSgRWXrqwtiEbYRU2x7aONy9J5VHtBdUv2zNLkwExHuQjJ6Eatri0ye9ElzYn90+LZpYnK5nR0e+GSdL5dwisWxAsHmcur87j2suqWjImF4ZHZ/vJmJLW7dkW6wBsgFTfF90y0za9M14iy61vz5penusZbykTIxkHSqnSB3FlbIkiUzPVPLIyUCZIJHRUr0sWmIVqJKLlVwlMo1obnevunxStrSytry/3THSNz/QqFbP2eTiyOKJXy8YWRvumOuZUpSrd7SesjRA0VCY9zBmLlSvmSdKFvun1sflChkM0sT/RMtc2sTMgVMsn8QP+MeHltUSpbHZztGprtkcvXusdFxYJ47gBxWbpA7a4rb0YOTXVPLUqqWzIx4uKl1bnWEV6RIEE0wl5ancOJSyub0yYXR0dmekqEyaIRlmCQnsryx7WWJ3G84JRLYXh/mok8/AAAIABJREFUF8JFF/pFs7Ios9x44/g4UDTRsLADGoqCIFCgcLxheZt2FgcSggOHoUAhuGuJPP2CFssKf1f2eTfGxVJh8pp07TdWARWgonbVu+AvwymnTCtvG5QKdJO4kCAsKBwHC6m/nsI0qusxiKPAglGQYIw+skk3TWiRedOm2sC26o4LGuzGPFctzKloSid31SqUcqlsValSAgCg/N6kqVD8sCqbQv7d3yrlekGA9S8VdzdQfr+xUqG6p5Xibivgh1b3LPb2/Zeqe8yo9/9bBQAA0PxI9QVEx4UjyT8/1nf92fS4P5zOPQbeey/I3dNU3nuVFPe5SvducP9re/dv1Q8d+/G1/b63yvtc23tb/eji/9AZ4P6due853nPLfrjRD2x1zwaqB93T9RsxtdRa0nyu+OHWmyttO9EgNlyVzdxvz6r7HmXz63/fK6lS/XAB756RTCFTKVXdY62NfVReL/k2BXoTZ+iD8XShnbOuNjUsIMKicLCgenA4Vj+nSTuNqxlH1IwhghEYcAYHltMECyWaZXs7kk958E/Hsz1WV6XAQ/NQKqBQKtNY/q7scy7MExb5jpqRBL2iVlgqBxaMBcXhQFFoSATBuLBZN56qHVyvF55jWY6zrXbwFJzzJxlUN+YWNMaN/6Zhz4+BR641NPpnraGnFKVKwR+OK2s/mf+g4UCh4FiJ6MuBGdyT7jKgVClFQzxBHyeJ6XWz8QK8ztm6/PaNfHv9mHxYulAbyQQHY8ChWFAUTrdEoJ3FBgfhwEFYnbCCG4WO9mTzXB5SMtWvfGjH4cPOCOqFhXCcpl21rn50MiiIAEIQoBl8vZIW3XQWNAwHDUGBI0lGhZ2GyBq7CgNbtOYdtG8g3SKdE7C8siWLN/1Zd/CPxKJ0uKoFVNq6qbm38VhF50lqj6dC+QSq/WyEYIhZ356Xy4pxJZ9zpl80ykuHpa5LABocRjTI4+sVNIHDcOAQNDgIo4mgaGc1mZbV38K6hVBNKV31KtVDCcGDVWBibrRclBDD9LeuzjUrwEIDsZAQDCQEBQnHQDM5xqVtOokMCAIFQ9TpxJVZlBTYYYzceV8lM30GxnumFyZ/9XV4MvypAn8wOifLipuPFwo2nBcUtxyvbv12fLHpSff0PtC66j0aQH5YB9tqrxul5vqRaZphFL3cRt0kOjiKqBmHg4SiQVEU3aImSGqLMTLDiXzJjXfOG689NT/xMPt/sAqUCJPc2RddmZeM86K0snv08kQ60URICAEUhQNH4iARRO0Mtm66UC+iwK5a2xYFi6YEZLKD6d3oX33uT5I/VeAPxppiAd9hU9l5/3ta0HSsvONk41CUUqV48L4eO8vSxaHp3pqmXBfKOTj9S5OCWFiqEBZPg4ThIMForWiSbpFIL1+oHUOGBuD0I7Jsa0Bwxmkvovbkb6ICS4uLkQx7j6avHQlnTJF+oCAyKJ6sk83XLxGBkFRIEBoajoKEYKFJLMsKnAMa5MH7Oolxa3pucr3k5tblTxX44zE4SyoTqd03fKBcfKJerD2/2vuk+7gZ/AHqbRLoFtbBuiLYNCtAJ6IYEoKGRFMNCoWwIiEkkgxFoMGhWKg/ST8JeaParYCLnF4Ye5iw4gePBSr5mW5kA8tyG93IYkgIBhyMAyOwGulco7J2nVSmbiRZO7jWPMvrRq2dLyYAyfSldzcAD2uVeHp5qlRgWSFblEmVDzfH24Q1pWJgaXZ2bUWmVAwuzc6trT5MK7lSObA0syT/zvM0LV0eWpqTKX/5O3NZLptYXZKrlFKFfHBpbkH2CNbsX4NKBdD7bpe3n/yJ17C4+Xix8ETbWP7j6cYvRqGQj02MFDQmwZkXnannjJApsBS+fnYjJAwLCmvQisVCIghaIURYKhtc0G5ZjXFDmQYSjQQDzAfueTMVWJOtsfqxOXyEQ00mKJdpmMiFBeGgoRhwJBYc3gAJRWknM3Wym/WRTNsaw5vNZ26TYMOTg7/dWT9Jnh4VkCmVcG4thJJnwarI7OIuyh/BD/wTuhamTtTGJ4lZfYszF7Cp6Z2cBzYZWp67waw4UBEKIeVRx3oBAIhooVzCpg4uzf3ibhT2Cq7gMnsWp1tnx75uSCntb/7Fu3pUppfby0XflvzYTFjWdgLTYSGVzz+2bvxiFAplhQjpwwS5YaxNi3L007CgMCw4GA0LqdeMIerlCsBZXKPsRiiCapoR6EhWd+edT2B5rEofYO/cTAU6RpvdcRru/HNWFbbgZKZ+UQs4g22SL4SlskGROEgQChKMAYfXmZdV2FUHhdPt0zj+k/Njv+lZPzGeHhVYUcjeKQ54pfD2oarwbdmuqQ/x6G5Ex/zkC1ke3nx0+9zEWwV+AULC5tvLlAo4p/bZLDcNYtabBT727CoAAJw4NW8X+Q0t/3IVQIhI2zPgbbPj/KnhN/K8kR3sX7yrX4BgJKGo+Xjh99GExaITBfwvh+bIj7MPv4aZxQmKuC4Q7+GABlvlOMBCGrTCcIbpPEh+k0GhCBpGhIRiIYE4o7hoB+wF98azUSynB65xsJkK0Hob3FnfONFOWZcYaAdVghFkcChZJ7dJs0RokifQTWFohFINoxMcURoOOHABJ2V+afY3Pd8nydOjAsty2bslwZr4zMbJof9XFGDJKAMAADfS5dFY3zY7DgBAYa/Ao7F+RS5Dj3R48Opj2mja5HxLRln73HeWIcxwpzY515Ba5C/Ev557y0+AFc9N7Cy6E9xMBABgWroc2Iy/jMswohXVDf2oyq1MqTCgFr6Y6UEa7W6elvQvzgAA4Mqt21l8x0eAhRByHDjVfYvfBdgQRruNaUVXcJk+TdiR7zWiZ3Halll5GZue2M70bcLEtNFFM6OfVEX/JcvdmllRNdC6pyToBrPCmlWhRchGDXf8TtfwXlZkk7UtsJKW4/lNxwqajpW0nKD1eAFbahLbMSJyJ1525Zy2LHcwSOdpZ7P1UlnQCKJWAgEUjoWEoMEhGGhIrX5hjBvuFq/nwQK3mQr0T3T6EY2diVpGSaGQOyhwGBaKaADFErUQRJ1oKjSRYpjbapZb5IAGu9HOZXPDfrvTfPI8PSqwIpftLw05UB6iQ87/Z4FvWX8zAAB3BLjX8rzrh9sBADCllryee2tWuhLcTNxWfOu9suCPKyO35XpoELIAAMCMdP67+M4bud5Ha2J3Ft3ZXuwdKMSvq0BEC3lBJtWnFL5ddAdCyDnTkPj/Cu8U9PzIVdYwIn491/tQeahg+rsqd1589LNF3ocrQo9URm4ruGlOLwMAoHqw7d2SwON1cdqk/F3FgdfxWROrS/Oy1RP18Tsy3T6riv6wMmJbrsdX9YmcycG9pUHbMl1BhJyK/pZ/FNz+R4HPsdq4F7M9/1+h/8BjeZH0TNUWCo6v37hS4fnpZfFjOOhvyNzyLFpcGE/1s6nyNc7K1AnGQMJw4DAsKAQDisODo/CaaRzj8l6TkkbL8tvhNFtOH3HzwIENVUClUnWNCpNpSbY19dqZHK14mk4MRTuEqBmBh0Q2QEPR0EC0XnihSZGvB8q7oilzdO4PYhFY5+lRgVWF/EBZyMuFt3aVBr6U43Gbj15TKsJEpH8W+KJHOgAAsGKU/zPfd25tNaSZuK3QK72TuyCTflWfcKA8ZHJ1yZBa9FquF29qeFG+lt3d+JeiW3cEuHUVSBKz6ofbt+V76pILagfbk8Wsvxf4nK5PXJbL7u1AcZ/wjbxb/yrwJY32AADg2diwvcCzdrBtQSb9T2X4FzWx02vL13CZL+d6xbfTG4bE5vTSbaW3Svubc3sa/5p9M1HMWJKv8SaH9pQEfVodpVApA4T4l7I9WJMD/KmRF7M99agF87JVPyF2W64HdqTzd7qM9yJTLJC6ncrFJ0tbTwglyQ9u8PQxPTsRRLSEs87Z1cN0wwtgIRRYAkULyTaq6jYtFEJiSbBwimFspj3+G3e+ehDJUjK7WfDuhirQM97mTYI5U88a5926FkcH57VZlrUYFgiv5AlgaWyDODokhGqUinChnnLlqudyo+4NLP8DIJSk1PZ9WdB07IGfIuHxkpbjv9+PaVkue68s+Do+Y25t1ZFT/Zdsd+7kUFoH518FvjhJFwAAFoyyfxb4zq2tBgoJr+fe4k0NAQBgRCs6UhnZMT+phk5RQ6coVCoAAPoWp1/NvunThBHPTewqCUwUM1M72dsKvY5URh6rjTtWG3cSm2xAKZSs/LSgJU7S9XaR36fVUSsKmUdj/b8KfHsXpgEAuILLOF4TJ5oZ/bI+/h8l/kdrYr+ojf2qPvELTGJxnxDOrd1TEjT4/etdDZ1ypDISAICIFspfs282z4zyp0b+UegT3UoFACCrm/ditmfVYOvvdBl/wug8u6ztq+oW8NLa6OM54m/LxNxoDNvJj6F9o9wdkozTyRKY5/DB8ZTrievFizHgQLx+VJZDw3n3xtNeeGj/ZNcme9tQBVCthW7cC060U9alRrDgcnAIDoao14wnXU9kGaYLTLMbQamN2unVLg0uoYwbhI5yxa9wHT2FCEYSsGOny9pPPPBT2XGyuvukYCT+d+rJul1AHZ3cvTDlxq3bVnCTNtZXN9j+bJZbTCt1bm3164bkvaVBy3LZHSHun/m+jVNDAACY0Ur/Uxk+KV02phX9o9iPMd4nVyrTOjnbCm7eEeLEcxPvFN5JEjNrBtu2ZbreEeCmpcuC6ZGSPmHn/ORdL+CCTBoqIsW10deUCl1KwSu5N4eWZj35DTuL/NdV4Do+64va2NHlxW+w6XtLg1gTA2MrCw1DYuxI55J8LaWD9VKOZ2wbDQAAwYzkneI7n9XEAAAQKiK9lO3RND3SODX8r0LfpA4mAABZ3by/Zt+sHmz7nS7jT5ArpdzBcPF40eM53O9B35g4jnTHHuNhmJMADW+AILCQIDQ4HAuOwkBDG8AIEjiUrF8Y7U6xxnbkr0o38wpvqAKiYY4H8Zoz7WuzdB9IABoUgoUENGhFYEHhGO1gFCwEC4muMS8PghPsclhRK6tbMllgE2aWOzonynqnax/m0z1ZPbPye1m2VhSyXSWBz+d7HawI3ZbldhGVOidbHVtZfK80+P9K/E+jk7Znwr35KKVK5dWIejXHe30sYEAt3FsatCCT0sb73i4J2FcZdgmb+n+FftsqfPwE2Pa5iX/m+yJEpJm1lWu4rH8V+cEo+V/jkJ9URfGnR+4eelG+9i0ubVuu+1l08ht5t9TRSKlC7sSpeavAr3dxGgCAb3DpH1SEL8tlVQOtb+R5ncIkw8h579eEw7m1AABMSZe/qk98KdfzCiHzg8rwbfk3P6+JBgAgqJmwPRPeODXMnRx6LdcrQcwEACCtk7M9E14x8GvL6T48Uvn82lbwDm6EYIDpTLjoxj1qU6anG1QKCcGCIvHXYqngTL5xrsgkn6tX0ATKZduWB9c3Z8+vbGZw2VAF5LK1Cl4+HJNhXsAyRHK048ia0eRrSTTNeCIE0aAVgtcNK7SvvgJnn7pDMJ1eeqhAxT/5BchVypg2mhu/wYlTk9jBkix/98PlTg5asyq+xaVFtFAW5FIAAAiSboSItL5B1WBrbBt9PdSHPt5vySrXpRSkdLDuCHGk0Z7J1aXwFjJlrBcAgLHVRYSIdBmfoU3Jz+9tmv7x2pgDSzM3m1CnUUmOnOqexSkAANAjHREtlNm1VQAACnoFSWLmikK2fnRLVvkFbJpHE6ppemQ9wbtvcca7CX0Fl5kgZka1UZGdbAAAaGN9d4T40ZXFkaV5hIjInRwCAEAwPbI+SHl8V3aLMzo7kMbxd8c4mlYUWBS1mBeI9DNY19LY17P4ukiGfhRNL4xqkhztQLjiQr1Q25otl204Wr+/CqhUSkYvyo+iY1Pjop2C0UjlXk+gX0YyNYpaDYpaTYtaLEo6zHJZ1lUxPhgbbHuRVP5QUWh/8stQAYBSpfp57KBMoVi6J4hIpbq3SIJKdU9KvEypWPt+nK/6YYMfdrgsl0kV8vsfXaWal60qVN8XEQA2PIpc+aP+3LPz775cP4Uf9/OH5n8ow9JjAdNa4obSv1HhbBhfoRNOhYVgQRFYzRgCFIECh+OgQSizdC9nyglP4flkls/q6oZRA/dXgeW1xXCKgytH3Zl4xighGuxPBQcStEKxWlFYaCAOisDBgjD6ManWNcbeOANqd/2WNgrMz893dnb29PQ8MLjiT/7k6UEqW4mmucHp5xwxFw0Tk8AIIjgCDw5Da8XgQeFEcDBRK4Sqm5BtjdL2Y2uTe6pUG8vs/VVgdW0llubu1njOGa9umJgIDSZCwnGQCCwogQiNQkMiMLAwjBkS4UI5485TS+cEra5t1ednaWmJx+MtLy9LJBKRSCSX3/99+Cd/8rShUqka+4l+aEur8ju6KXhYMhOaQocgGRr5fI1MrkYK7XJm09VMvn5RRgYtbmF5ZpNdbTQjAMSj/HCyu10t0qyAb5wuMMkSmOTyTcvaTAtERlk8g3yRaR7dujYimuw3OLWZE+Ipp7+/f3j4O1cqi8Wam/tRYKxyZUWxuPgk+vUnP0WpVHZ3d09N/ZIau39IlEoluw8dRLW2rXM1Sq3RSWjUjaXqxFNhaUztSDI0HA8NJ+kkFFvXWvhQ9bAdJbIfh4Hcy/1VQKlUsvowgRRr25pg0xyaXirbEMk0TOPq5/CNUhsNEtiGiY0mmWi7hpshNOc2Cfd3O9PfnZGREQqFIpPJVlZWysrKwsLCGvl8AADkQ8OzuYWzCckzcYnTWTnS9i0WXvbwyJXKttlx0czoRnaBdZQqlWBGMrA0uySXNU4NTzxer9Dc3JxYLB4eHu7u7r6r2v/jSGWrkVRnt0Y1OOW4CRIBuUOAIPDgMCwoEgtBYCChWOgdtHFSiDPlS/cmtTCq/dzGcZkb2AWkS4F4C3fB1y6Es0aJSRAECRqOhkTjQPFkSDgWGo7VCUFbpPvDaSc9m8+nsn1XpL9qmbQniFKp5HK5ZWVlFRUVwQiEm50d+oom39pu2Ml1Ws9kzshizshiztB8yNxqhfNgsVOpVKurW8lQWtwv/LwmendZ0O6yoI+qImLbacsbvDFW5PIPKyI8+PX8qeG9pUHZ3Y2Ps5/d3d0dHd/5YhsbH+uhn1qUKiW2o8SNcMWm3kA3PhccQgCH48GROI1kslYcARKJ04oh68QX2dSYeBCu48Slio0LqNxfBdbk0rymcG+GlkO9oX5cISyYCkMQdMOJOnE47SiiTjhFJ5JmhEx3wMJ8mNqYziKlfGvXFJmfn19cXFxeXm4XCKjXIQMffT5w8mz3x0c7Pvik44NPuo58PnHi7LClrXxsfJOdrK6uMpnMuro6Ho8nlT6mnPlfQ5KY+WKe176yYDt2lQu39nBF2BsFtzO7vhM7mVIxvro4831S6pJ87eWcmyb0YsZ4/7ZM19g2+uPsant7+8DAwPrflZWVLW1t31lwVqXSjo5FFGYRS1jr7QcUW9hK/QuYmB9OokXY1uRYlbVYlnVaFrdYFQqtanusSlrMs3lmeQLzAo5TXRaSETEys1kBlQ3jBYanuuPIATZlWUY5XINMrlEm26RQYFrdbVzUbJ7XaFLSYVwosK1OSWVEzS5t1eKC92Wls6vl/f927TrQvnPf3U/nrv3d7x1epjE2adjR0TExMQEAwMzMjFAofFz9/YX0L878Lf/WJzXRPYvT69+Mri6kd3FHlucBAOien7rBrPi4OvJUQ0K8mLEil8mUijfzfSyZZayJgeezPRLFD65d8RsyMDCAwWB4PB6BQPANDISbmhFDw2e5vMm4xCGzG+PWDhPWDiMWNrO5BapHqcO/pZHJZfmNUS40dQf0NwbxSaBgAiQEDQrDacbgwME4cBAG4oc1iEmwx37jyj6fzg3aZF3jjcYCawVNsS64S9bV+tpxhRphVK1wvGYsUSORAgrHg8NxIAROPynFHqsBJ1xEtRVsYnjYcqx1donf+6Bz14H2XfvvfsS79g/tPriI2axGdUvLd3FvKpWKzX6sOfO/gKJe4QtZ7gn3e5jHVhbOoVLerwgLFOLt2FVvFvjEtNGkSvk/832flAoAACCRSKhUKp/PJ9JouXcCRUe/6vj0ZO+Fbwe+vth7Sq33tPrguUtDF67MFZcBm+bPKZXKtra2pqamkZGRTTZ7+lmTSePonu78cy6kL02Sw6EBeCgCCwnDgGNx4AgMBIGBhaCME6KcSWc8BOoxdI/Fn6WH3OX+KrAoXQgkWsA5XzvhzhrGxYH98JBAFDgEDQpHQ4JRoGAsxB9jmurjTD3hxldPZvmsbByQsOWQDQ/3nFbr3f0jFejefUB8+JMVHn+ThkKhkEwmDwwMEInEp38skCxmvVngUzYg+vl/5fXwd2S6X0CnJnewECLSWwV+n9dEdy9M/bvI/wmqwL0sLS62BIT0HP64e/9/2nd/N2oT7znYe/DDXrVvlQsb/twBAOjs7BQKhd3d3Xw+f3p6+rH1+TdHpQK6xwUxdH/L6hjDXLo+sskgtdEwQ2BQ1GKQ22yUzjfIbzEq4NnUxMcx/LrGmzfRxg18BCoFtafWj2hmXu4JSagFR5FBUQRQHEkznaGVTIfEULUSOJDkKssqOILi1D7WuNVrjd6LSi6fiksc2HOwZ/cB8e4D4t0HuncfGNlzSOLioVrZzPK3vLwcFRUVEBBQXV399NsFyGO92zLgzpzae79cNw1GtlK2ZcLPoVM0CFnX8VnXcFnWzIrO+cl/F995SlQAAIAlLK5176Gu9Snbrv3rQtC9c594/3/Weno2acjhfFesaXZ2trPzcSQy/360jnAD8NaWlT66qTgwkq2NpEGRTEieQAfJ0k6k6yRw9FNx1jW3A4iWTYO0TfazoV1APNYUSnQ3KIm7lkK9nMy5lki9nML4Jot/NZmmEUe6Fk/XROKMS/0iSV7DM5td9K2IcmFhzMO759BHvR993v/Zid7D/5WYWcuGHzyAjImJsbe3Z7FYj6GTv5L5tdWzqKQdmW5RbdTx1cXx1cXkDtbxmjjWxAB+tOvlnJv27KqOuQnGxEBBr2BoeW5JvvZGrrcZo5g50f+XTLf49s1MJI+BJQyu49CHPT8bsnV+8Kl806E+iUSam5tbW1vj8/lbWgXW5NI4uqcbV82F9KVJSigkAAsOw4CisKA4AiQMDQ7HwoJQJomhLuSvPIRqUTT4wsqGqVP3V4GVtaVoOhzOULNHfasXnQb2p4IDsaBQDCgCCwlAgYPRUD+UMTLQkXwWzjyfyQvePG9xK6JSKNZYnKYTZ5iHjqyisZuPAu5y69at559/Hod78ktcPQzNM5LjdXEv5Xu9luf9Wq7XX/O8P6uJYU0MqADAnl31f8X+/62Kerck5GBlGH28HwCA/yv0s2ZVsCcGX869mdzxhJVONjTSd0VLsudQ+679bf9+t+3f74p37R/ac3DYzFq16UCsq6srLi4uLS2tuLh4cSuHhMnlsnJhogdN0xoN0U1KBQWStEJwoGCcZiReMwKvFUzUDKHqxGZbo7Vvs8FloqRNpu33VwGpbCWW5uHKOueI/kY/IQ0ajAeHYSGhGFAcHhSFBYXhIMEYo+QIJ+J5F5p6sSBBuva0D4B/AVK53E9Hx+Ws2uTsZtGXP2wvlTo7O+/cuTMtLe3pnxGsMyldimujm9FKTaklcW30u7FAMqWyqE/oyK6G8+rWSwwpVMqUDhZhtHt0ZSG+nSGaffJlZudr67v+e3T03fd7Pjne98nx0Xff7zmttip6cG5ycnKyv78/nf5YnZ2/BxNzw9FEf53C2KtI+pUU1tUk6mUk80Ke8Js0ztUk+qV0/uU0jn5hUhwhYGx2s1JgG9cammhF4D3NKzJg2VzdbAEskwvL5sFKWqH5TbB0NjirEZpBt6yIjSMHTS1IfocTfMKIRKKgoKBrWlqXrl3zunWLRttsWgUAwNDQUGBgIAgEAoFAUCgUgUDc9W//ye/HIpE0YuPQc/TU6GXQuF/gavODJUCpVHp4eJw5cwaPxz+GHv5+KJQKtLjQmwy7UWuok5CjEcbQCsddjyFcS6SCQrFaYVhQCEY7Idu6VsedcL2mNUu68fIT91cBuUJO7KoIZFhb1/nppuC1k/jaCSztJJZ2GksnjgmLpsOimPqppTYo51C2A2+QoPrjGAcBAADEYvGlS5eOHz/+6aeffvLJJ8ePHz99+vQmP5rp6WkrK6tPPvnk/fff379//+HDhz/55BMnJ6eZmYcaRPzJr2Flejr08IfVxuYP38TQ0PDll1/GYDC/X68eA9K1lQiysytXzZl0wjglGOxPAAdjwCENoAgcJBQNDkZDfHHGSSHO1JNujWoRVIfZhQ1/jfdXgSXpoj/e1EP4NRx/yig+ARJEhIZiwFFYcCwOFoqChOO0g1Dm6b5w2vGbovPJzM1Sl7cccrn85s2br7zyyo4dO5599tlnn312x44dr7zyipaW1kaOJRQK9cILLzz33HPbt29/5plntm/fvmPHjldffbW+vv4xd/5/jYWFhcKSkiuXLxsbGWHx+Afmhkul0rKyMhgM9s0337i5uTU3P3hBlGUubyoxZSY6fioybqGmXrGpG/JxolKpGL2Y2zg9y0prWGKZZjhJK5KgFUW8nsq6nkjVjCJcj6WBE2ssKhxv44zYfbhNHHkbRA3J1sqaU7wZYJs6K4P4ch0ERSeCohNF1EkmwWKp2pEk7ViqcWqufYPhLao2tadOucUHA8rVVeX3MWczMzOnTp3a9jP2799/Ny7oJ8TExPxk43U5yMzMfIwn8T+HRCJxcnK6cOHC12pq59TVL1265Ovru7DxUyqVSoOCgs6cOXPmzJmzZ8+eOnXqm2++IZPJG1XpVimVC7X1w4ZmU/omswZm0/qmY/omk4gwxczTsu6GZLY3gR5oVZlknMsyzm81yuYZ53CNy1qNshoNUuj6qWyDdLJNZXQMxad3YrOCjhtHEE/3xJED7GqKLEpaLQoEloUCq5Ki1ivuAAAgAElEQVSWG3W9VmVt5oVtluVdVuUiu9q0FFrMzOKTNxT9YuQTE4tE0nRa5nR2zgqHN88XpPn4/VwCtm3bduTIEYlEAgBAT08PFoutqqricrnz8/MAAFRUVNy75bPPPvvyyy+/+OKLgYGBT/r8/rCsT+937dr11ltvvfHGG3/729/efvvtnTt3pqenb/RUFxcXv/POO2+++eZf//rXl1566ZVXXnnrrbfOnTs3OXn/EHhpS2v/VdDoybNdHx/t/PDTzo8+6//iy+GTZ2fyCoGn4LW3Jl9LZwfCGeqOODWDhHhwABEShAWFYLQicZBALCQQDfHBGMVFOeDV4Sz1BKbXwvIjegrX5NI0VqAL/Wv7eg292CwQggAJRYOisBoJZHAoBhyKgQRijBMjHQkXnGnq5c0pcsWWjCBe6+qRuHvNmltPWthMWtiMm1iJzlxI+/gLCATy7LPP/kQF3njjjbS0tNLSUigUCgKBwGDw1atXvb296XS6s7PzT1TgxRdffOmll/7+978HBgYODg4qFIqenp61tf+VEPfHwOTk5BdffPFzsVZXV98ordPBweHn2z/zzDNc7v2zRWey8ob3vi/eua/9nffWP23vvNez+8AAVF+19OSTaGVyWQrL3417zoV81iQ5EhqIh4ThoWFYUDwJEoOBhGGhoTijxARn4nk3nloK23957RHzCJakiyFEKzjnnBNOTT8+GexHBAdiIQgMKBIDDsGCg/GQALQpMsCJ8pU7/3waJ0C6BeMFVCsrEie3ibMXeo+d6v7sZPdnJ3uPnx46c2HI2CLe2WX9B7J79+4PPvjghRdeOHbsmL6+/s6dO3fv3r1379633357/c2zf//+gwcPHj582M7Obvfu3S+//PLu3btfffXV/fv3R0VFnTlz5tSpU0lJSc3NzR0dHSKRaHb2aRlMbjlWu7qXmOwVgQBYXQUAICMj47XXXvv5U3306NF1FVCpVOv5yDLZd68oOzu7n2+/ffv2uyrQ39/P5XJ7vg89nElEju05dG9U0npgUu/5BwQpPzaGpjqjyD7WtckWJQLT3Daz3BaLfKFZeZtpscg0k2tS2GySy7avSYmm+AxMbhYftVEEsVIwSA2nudlUhRukk/QTmYZJdJM0tkl+k3EWzxDJMclrMckl29YHxzPv9E89phryvy3LTFbXp8f73n2/fee+9n+/1/7v99p37mvfe2j44JHM/9t5y8UlLi7O0tLS0tIyJCSkr69vbW3t2rVrzz333E9+Q6+88kpdXR0AAEKh8OrVq3//+99tbGxEIhEAABKJBIPBxMd/t1SBTCZrbW1V/I9lv/56FNMz06kZUzdvD1s7jDq5TQSFDjvC7Q7/54UXXvj5U/3VV1+trKy0tLT4+PjY2dnZ2NjcunWLSqUCAODm5vbz7f/yl7+QyeT5+fmEhAR7e3tDQ0MbG5u4+Pjh8fHB4NDRPYfEP1aBvt0HBeqXVp6CBASVSsUdINyhWtrWeZpkYPVSeQZJdAMkSz+ba5DEMohlGMawjZPq7Ro8guiWtN56heIRrYMqlUowQL2DtTErCYQk4zWSGOBEMiiZoZXFBSfQIHEkaDwNllxnWeEeiLPtGhdtUtjwqWWupKzjwH+610PQ1+/xzn3du/a37/tgOCVdJZcDALCwsHBvDTIoFPrzn9Hrr79+t+7F7du3X3755Z+4BgiEH5YG3iqlB54eVCsr40EhE9fB4xrQ4ataI9fAU1qwabVvRJ7eXp6e60O2HTt27Nix45lnnnnttdf+/e9/nz179sKFC8ePHz9x4sSJEydOnjx54cIFLS2tXbt2vfnmm+uzgL/85S/PPPPMiy++uGvXrsOHD1+5cuWzzz774osvPv300y+++OLjTz/98vTpoEP/kRz8qGf3ga7dB8S7D3TsPtC3+0D77gPivYcYYN0WgWBhYUEikTyplKQ1+Vo01c2jSc2VetwMGQINJEDD0dAoNCieAA3HQMOx0GC0aXIonPqlp0g9nOo0v/Ey0xvVGloMJdu6MM85Ys4bxCaD/SmQEAwoAqsVhYMEocChWGgA2jTtjhP1KzeeeirHfyvmFC5RqJ0ffNr340D0/t0Hur78WjF1//t634nlv/71r/7+/vUNoqKirK2t7+arrCMWi7FYrFAorKqqamlp2XzdyD/5CSscXudHn/ceOtL+7qH23Qfa9xzs2PdB94ef9J08a7X7vQ8/+ODDDz9cf+BPnjxZX1+Pw+F27tz56quv7tixY/v27du3b3/uuedeffXVf/7zn4mJiV1dXdbW1m+99dabb7750UcfZWVljY+P29nZvfzyy88///wzzzyz7uh9/vnnX/rrX92dnJax+P6roJ53Dw+8d7hr76G+z04MhUWy3DzqroF8bt8uKCwcGhpqaWm5+wN4nCgUirrW7FsMbRu0qV5SATSIDg2nwsLJsDgiNI4EC6dAoql6ycW2KAs/lkG9OHdN9oh1B6WylTRWAJx0yaYWrBOfDQrCgRFocChKIxavGYEDhWA1g0n6SXF2mGueNI3qlsw12dazeykWF/vBuiN7Dol37m97e0/b23s6d+0f2nNw1PPWRk24XO4777yzPhF47rnnnnnmmW3bttnZ2a0/2Kurq+np6RkZGWQy+Se+WbFYjMFg7tbM+pOHZyoJ2blrf8c9FV/ad+4T79zX/+77jBt2U+Pj8/PzOByOTCavJwWsra0dO3bs52J95MiR3t7v6u1AIJDnn3++pqZm/Z+pqanrt/InIBAIAABkw5KZ1MxRj1vjwaHLHN56Ey6XGxkZebeTDAbjiZh+p+ZH4smhJmVZsGwuLIcPy+Zq5zVpl3fo5ot0sht1C9q185stKnMTSaHjs0Ob7GdDT+HAREc43kunMOVKKutbJOdqMu0yknUxV/BtKvtqIvVbJOsqkmZYgIgjBs0sbtVaQ8ucxm61b0b3fTB29sLYmfND7x0e1DeRSTZbvrKkpOTIkSPbt29/dseO119/3dzcfL2+EAAAPT096++E9vb27u7ux3EC/wPMINM7d+3v+PHkfHD3ga7LGsrJ+9QjXl5e/vLLL3/+SH/88cfrd0elUvn7+2tqapJIpPUmeXl5P99++/bt9z7nP0csFo+Pf1eBrri4+PFP9BRKebkQ6Yy/4IC6rp+YphVKBoVhNaMJGokUcBgOFIqFBGP04lLsMdddKGoF/Gip7BGziWTytfq2HF+akXmNIyiu+moEWzOMpBlFvBZP1UKQtBA4rRCSdnKmFdrAn2lM6q5UyLeqxUsq7piKT5wIDJ4MjZjJytu8suA6nZ2d7u7ub7zxBhKJvLt+gVwuF4u/q1OsUqk2cj79yaOyzOGJ977fvT5xWx8I7Nov2XtozMsHuJ+5S6lUBgQE/PypNjExuXuzkpKSEAjEXRXo6elZH+Ldy969ezePLJyenq6tra2srKyoqBCJRI9/orcml0bT3OBsNSfSl0bJCLAvFhyIAgejQOEYEAINCsJC/HBG8WFOpFOuPLVomsvCL7ALBODN3fnnXHCnDBLiIIF4MAINDsdoRuMgCBQEgYbdqTdD+rjQjnsI1JNYt1ekW88ucC+K+flHWndgiUwt371PQv0hxUipVPJ4vLa2Nrlc3tLS8jSXGNhahgmlTDbq7dO3+2DfnoO97x3ufff94T0He89eWm2+T5WkdSQSyaVLl7Zt2/ba66+/+Y9/bN++/bPPPmtr+86T1dXV1dTU1Nvby2az7zpuc3Jy3njjjZf++td333vvjb/97fXXX0cikQ/s29zcXE9Pz+DgZul6vx8qlUo0wgoi2xmX3QQl1WpEka9HkzRiyFdSmVeT6NdjKFcSuRrJOOMyn1Cyk2iY9cgRxHKFHNVe4EEG2VQ76iVUa0fSYNEUWCwFksqAJlIgsSRQIk0nudSmzuoWXpc/QNlaP6xfg3xsfDY9a9Lde8HGUeJxa762Qfl9jMrMzEx1dXVKSgoKhXpq65Entwst6dipLWXNVS4uTgSHdZ9WH4TpD10DDxuYrDQ2bd5kfHw8NDR038GDL73yChwOv9d6x+N9N7fv7e3t6+u7+31MTMwLL7547OTJv/3jH76+vk9/+SyVStUzLgonuRmWBmmlEDSTeaAkmmYK43oWTyuJphVL1IijgJLRpqX+oUTnVgl3k4d0w7WJBqbEceQg29pi8zKxeWmbaWGLSXG7RVWHSXGbcbbAOL/FpIhnXZuWyogbn38yWvj4kU9MSOAeExA9CVhnAKQ9BtYdAWlPp6QCyh+u71MVDjApXW0Y6uVPjsoUCgAAUEO9+8vz36ots6DjZQo5AABDi3PVA12tM0/e+/1AFGPjy7zGtY4u4KFXkcu97WOx98Dy8o9i5igUyvofHR0ddydxAAAwqqpg/+/f9RmZjp8dK4uL/626/fshlUkTGLec6ecc8WcN4yPAvmRwEBaEQIMiMOBAFDgEBfFDGyWEOZLOwDlq0XS3R/YUrspW4+iecPY5B9Q3BtFpoGA8NKQBHI7RjMVDgtHgYAzMH22chHAkfe3KVs8XRG9FH8EvYDIqduDTEz0ffdZx8Ij4wIcd7x8Z+Pho18mzK+yn1AqAGxl4JQ+5v7zAjkUMa6IdqcjTorfAm6cO19RYUlEhTfRvcfV/ryiwZZLlT/2r75FQSaVSvmDMw7v34tXFBrRs9IdUFx6PV1dXh8Vi0Wj06OgPluD53IKhsxe7PW9NaWmLbt5+/H1+VOQKWQ4vwoWi5oS7ZJCcCAnGgyMI4AicVgJJK44IDseDEUT9+FR7zDUXsnpOY8QmSwdtuDZRGMXRlfu1I/a8QVwK5A4JEoyFhGLA0VhIGBYSgoEGo01SEM7kM2489dzGCKnsjx8Jo5LLh3QMR3YfbPs+qrz9nfc63nlPvHPfZEj4k+7d/UG28T/Gkyx4Axdp/P/i8N+QG2+J5m6L5mx5Q5/giSdIdD12lwZd9DWqamRpw1STLYdyaWk6MWXEwHTGxnHM2mHO0lbi6XXvGnPNzc00Gu2ucwdQqRax+HF7l8kb9tPWDhM3HCTmNgv16CfT+0dhfHYwluRnVZlknMczzm82yuEa5fAMKzoMC4T6aQzdbK5uFsumLCmW5Dcy3bfJfjZcp7BzXBBH87OrQ5rlsswyuKZZPMs8oWVFq2mB0LKg2bK0w7KYa1cbm8yMGPsfmRGoVAMwveE9B+91WXXs2t+5a//YLb8n3bn7sCqXWtEwF6n84PY1v9ZFd+H0zeaZm80znsJp7+ZZd8HkbdH8ndYlV+Hk3soy1ugfpTKSSjWTkz9y7tLgV+e6Pv+y67OTvcdPz6h/K3FxU2yw0ulqW1vvt9dHv77YdfSrrs9Odn/x1djZi72XNVa4T/VSaEqlktpTG8g0t21wMEmt0Uvk6sXS9eNp+mks/Wi6biRFN5xqjCxxQNsEcMwwHYWbDNg3jCCmdTfcwuveKPfUTm6AJlBhCSRIEhWSyYHFk7RjSDqxdKOUCpsGGx+CkXCY9b9gHVxdWOjTNRzdc1D8fbjxem5J295Ds8VlT7p3P0Afl9zkM3XI6KO1RXvLCo2YnbdF857Caa/mmZvCGU/h9PrHq3l2/Z9+LYtH6hr2laRdwFSbM4hpnS0zWzA37C7KpaW+i1d73zt817PYvmt/z7vviz/4eBFz/2pRE6Hhvfs+6NhzoH3X91FJuw+M7v/PmM+dx9z5R2JNJo2iwD0Eaq7UY6apCFgQHhqGhUbiwHEEaAQGEo6DBWFNUsLWI4jDKA6/xFMYRLBy451zxn9tmJAICSBCwrDgKBw4lggJxYLD8bAgtHmarwvtpIfgfDLbd6t7Cjdibm5ucnJSMjrK5XCoMH3x7v3tew/27z7Qvedg57vv9+45OLzn4ABYVzm34fV9/Pg0sV4tzlAnc/S5ffZNkruP/Uafm8IZeNOYBX9Ih935GZl6tq54Ykt5EH6CYmam84NPu3+QgH3tO/d17NzXt2v/TGbufZsMWdp07dovvic2sW3nvtHdB4ctbDdf5ujJolQqCZ3lt+m6Ng03DFIqdMIYutFUnRiKbipNO4muF0PUjqcaICvta+18aQbEzopNgno2rC9Q0BTjRQPZ1pnqxBWCg4naoTjtUDw0Hg+NJEJDydBwmmFqhh1W349lgO8q3SRdaesyNDTE5/Pb2toqq6vtHewbTC2avHz60zIGroI63j/SfehI938/HzI0l4qfrrhggqT/i5pKl5Zpn5YF7+bZmw9SgfVhgrdozrd1UaOxw5iMetJn8KuQyWSiz090/zg9pGvXfvHeg/OVNfdtMurt07XrwE9yByV7Do26ej7mzj8q43OD8eSQG9U55qWtxsVtpsUi89J2i5ouyzKxRUGzeWGbRUmbfW1OIhUxPLVZMOuGEcSDk13heC+jwhTNVJZmKlsrla6VzrxeINTKYEGQdM0MPjidYVIcFU8MnN2yEcSbs54dDACASqXKSM+4Gw4oHxmZK6uYSc9cQGNVDyp09/hZU8hP15eaC0Zuty7cbJ65KZq92TxzUzR3UzTrKZy+KZq9KZrzbJ7xFE57tczdFM2tf+ndMufeMvt5Ay6i5ameDG/EehGBwZ4ecVhk13uHh9Ynbjv3tb/znnjX/pE9h/qvaso3iA1fpjHE777fvb7S2Tvvte/c17f7QOfBjxYanmoDoVwhz2kMhzO+dsKfN0yIBYcQwGFocCRGM54ICcOAQ7HQQKxRXLwj/qIrRy2dHfDIPgKpXFrEj/Mka1pVG2vHFmmEMLRC8RqxxOvxFFAYDhyGA4fg9VKSbDFanlTN+rY82cbpSlsXHA63tLQEAMDIyMjd3OGnH7Jk8J0CJIzV4dU05SmcduONeggmXTkjbrxRz+YZV47ElTPi1Trv2Tzjwhxw40q82xbdeKM3m6adOMOHa2v1iDULW8rvOzExIRaLe3p6amprU2Pimk6psS5e69Mz7t91oO8/n/R/dnJw3wd9x08vEckb7UElV0xGxoj3HBw48GH/ZycHD3/ctffQRFiU6umuDbUmk8bTvOAsNSfiKaOkcIgPARyIgwRhwGEoMAINDsJB7mAM46IciWddeWoJLM9Hrji2JF0MJFq4cs854c4axMeB/fHgYAw4FAWKxIARKEgwFuqHMUX6OlO/dG9UR7J9V/+IdoHW1taSkpK8vLza2tofvEpPMSsKeUyb8GBF4SUq3xrf9gnY+KJ3xOGLmmqugYcvah4ztnckd/1X0+D/ffjpdUSqeQXznf8efefjo5qROceNHT7XtTx8URNcQfoUhbmCr2VNjCme4inxXRQKRWNj43qkFp/P9/b25lXXjA8NyaemZzKyh6zth8ytpxDhq60PKISjkssX0NhRd68hE8txD+/5erTqaY3+/AGVqndCFEX1MSgL00whaiayQYkMUBL7Wo5AI4OnlcS+liG6lkY3rkiIp9/pmWzZpAbIxj6CrnovjL5pqScksQEUTdaKJWrFk6+nMzWTqVoxpOvxdHBytWW5SyDOpmNMAGzBKiMPw/z8/MTExCZlbf8/e2ce1tSV/387rdP2105n2s50mZla7eLWqa1t1SouVUGlVtmSm4Q1JOy77KIiO4EshBBCwi7IvsqenZCFJOybsiiLgsgimywh6++PdPgyraCoqFVeD4+PT0jOPfeSe+45n/P5vN/PD0qlMqKl5r2cVLOaG0Htc2dr7nyja/w9BKHpHmSAu/Qj3HHDD/tcq64f8ww95HRhl5GVcWLxj3DHn/0JR90Df4Q7giMv/wC18K6+deHqvf/Q6f9KJ3VO/gHE0ebn5xcKhCcnJ38zZZNP3ZNPTCgfOptTOSdRTEz8Ae5/lUqlUilVytZ+YRDT3iLXG0wq1iEJ9ImVujFVpxKFekSOQSRbH88BE0us8rz8qfDa3splpICWHAU6Bxsi+YHIK4nQS7WQlFZIYi0kqRaS0QpNrIPEVEMpNbBklnURLpofenP0+QqPPT4SiaStrW1xkvkfgprRwW+KMk5W1QdcnfZpHP3J6cI3OoY/OZ2Hp9EP2nrvt/ZAZLENIlIsc7lHXP2ME4s1PYN1ULHHz4ZpWLntRTjv0DX0bRpzbR7ZVlQY0iiYX/bmkf7ut8PTE/KnnoAol8vVYtDXr18vLy+/c+cPLIe9UiTSOSLfy0P4a00h2I8NhFIBNBWEo0JQ5UA4DRpIQ8SEu1Ud8KrTiuC5Tc4sOawv4VYqmcZxXNyFmq7UY2aRsUAQCxJKA2HoBjgaJJgKoGgQfxoyNvgM55BX7bHEmpAXTEWLxWJBIBAXFxc6nT4xMSGVSgcHB2dmZoaHh4eGhmZnZ8fGxoaGhiQSydTU1PDwcHd3t1QqbWhoyMnJmZ2dHR0dHV0iQWW14d3p/6ogzaC6zUt82wCb/KO508Y9B02SSzcf/nnj7gPaF7AgfKplHu/EeaxpasVOEHzjj4egpOxDjj6f7Pxx88HjTrX920pL3IXsuQc9P6OEpUGVmb3/dStMa2Bqp/q2j/Sv/in+ltnZWTabXVpa2tXV9fSP/gyRyWX5zRSvSh2nCsAkNgkczgajGeBwun4Ux4BQCUYzDML5JqRU+3LDczyDgpa4ufkV6gvMzc8S+Wc9a464UH8xi4qDBDMhaBqApYKIDAiOCmBoEDQVQYlwZR/zEGjlNZGlshcqOpiamqqtra2tre3l5XX+/PkrV654enqGhISEhIR4enpWVFQQCAR/f/+0tLSgoCAqlXrhwgU8Hu/h4aGhoVFeXu7r6xsYGLigbPOUseFW7KriuwlvQgjpWp4hm378Scsj+HsI8utfgN3GNvrYJCAq/UdzJ9OU8j1mDvDL9Iudc0fO+Jkklx61Owetat6QnSgaXk5nRaVSKZVKjXjvjSkuJ1L9AphptleiPouy+VeMNUF4/624NVaJkckBAisAmUOCJlfDLtUaJVZDk8SQ7GZoSg0klgdOEkPiqq2ziQSm/+DYcppoS64I+kavRVUG2henWea2W1xuts5otc5ps77SaZXfbpHRaJnbYZnb5FQcS+Hi7k6+aG6l6enpu3fvTk1NvX79uomJiY6Ojqenp5mZWVpaGgAAWCzWzMwsJCTk1KlTIBAoOjr66NGjOjo69vb27u7uAQEB33//vZmZmUAgePo9vzU9dZx2xaih20t4a6vmLz+a2mt5hny4dcc3uka6qLgPt379xUGtdzd8dtDurNll2t/+vfEnx/Meov4vDmh9ByA+3bnXJI22v4ofc7V++aN0jvTvS/SGs8ngcvwXcY7fpnjYViWAyyL2J3jJHrrgb7WZm5sbGBiYn5+fnJxcvFLo7u6+du3aM+zYk0KukFdcS7/IN3YsR8IpmUY4kRG2ChZVZRRTZYyphGEYhuEseMwllwpTP4HhldaEZYzF7z8KyOVyekeWLxfmWOQKJ5caRnONozhGMXxYotCYyIXhOUYRfHNKjjPN2p9rJuylv2AZxDk5OW5ubur/UyiUgwcP1tXVBQUFdXV14XC4/fv3I5HItrY2IyMjIpGYlJT03XffWVlZxcXFGRoaxsbGamlp2djYPH3xCblSgW4S76io8GkZ82uesMrj2Zc3uFfftMipssrnOzGuWuRUWeRUmaVUuHK7PcUD8Ms0qwKBV+2gdWG1daHQJo/vKxqE1V7fW5LTMXGfWuOp+dmesTuVNxoN0oJ3JLm78FN8arIcqhJdeJd8xJnO/OQPsKZ7Yt3NC/HO5fGVPUuqgDwdKisrd+/ezePx3N3dTUxM5HL55OTk/Px8XFxcaGjo3NzcvXv35ubmSCSSSCSSy+Xqpd+z7fOKmJdK8FwP7zotjyoNi/hwWAgTwDAhWAZAYAE4OoBhwEKoSArGjXvIu+FYBNftUTSIg5gW3o2aHqzD5uQYCIoDw9IgkQwguhKGoUOxTKMwqlVioAdf41zzcYrQ7wXbKZRIJGqZEKlU6uHhQaFQVCrVzMyMXC6XSCR37txR7xrcu3dvfn5+fn7+7t27U1NTUql0dHRUIpFMTk5OTk4+/ZFxVDJnXFn6RckVWE2XU/3AhfYZ32vT59smL3bO+XbMXrg6dbFz7mLHnF+X5Hzb1LmWcb8uiW/7zLnmsYsds77tM2fbp6ybB/fS2P8qSC3q+22qmUKpdCil/ANt8k2s884EN6OKKPfqy+6CVE9hmkd1mpsg1V2Qas6IMaiI0MwJ+DsBkdqwir7gs7Ozare4ZcjIyNiyZQsWiz148KC2tnZdXd3Bgwc9PDxCQ0PPnTtHoVD27t2LxWJ/+uknW1tbAoGwc+fOkJCQP9BAoFQpRT0MX7aRfamLaVyREZ5vROQaRXMgySIYpQpG5EDIPENKif0Vz4sMs5pe5opVRqRyaUnbpYBqc+cyFzPyFRM0zySCa4bnmMVxTaK5ppF8M5IYkZjrTLcPE9oJe6lK+Qs1F1hALpe3t7f/gWY6fdNT2Jb64xUFn+SkQXktF5rHH5g+rM4g9m66+21x6bdXMuwErMrBfun9ov05TZxPoq3ca9K967LONuR41WV51mZ61WV51WZ61WZ612d7itLP1+XAWTF7E72bB1crLKJUKs+dO7d79+6ysrJlFiAEAsHY2PjEiRNwOPyXX35RT9kOHDhw5swZZ2dnb2/vjz766OzZszAYDI/Hnzp16ttvv/X29lYbT/5RuD1+I4Yf5lSSaJvbYpvXaZvVYpPebH2l0zq9xSqpxupSg3VatUtpLKUa1T3StuJRQKVS9Y104ll+tnnxZpeEJskieFK1aWqdWcE1eFodIkmISG8xTxU5FkVFc0LuTj0gmLSG6umq/SmVSl3Glf3lTN/WyYcZBS40j3u03P0k51Lt0MAyzU7M3tNO89cpQjuWkKDkCybJgchsjHGiv9nlULPLIdCY82c4yZ681COFQc5FpNU7u6SkpDfffHPdunXvvPNOQkLCUtJgOTk52dnZoaGhZWVl4eHhsbGx9vb2gYGBCQkJBAIhMDDQ1tY2MzOTSCSi0ehLly75+/vX11lgkD0AACAASURBVD8gIPJcIZVJ40WBnmJNN9YRRAweEsqAhlEBLB0cRYeGUSFhdGgQ3Tya4MrW9KrTiq4+Pz27ZNrLUn4EcwniYDfWMacysDExFRTOBWOZBlFsUDQHgmWAcUxoON08LvIM+6R7lVZ+S9zLoDLymCiVyoyMDBQKNTY29hQOF9ZUe6CC7X912rd10rdlcnFN8W/u/4utk/6t97yvTX5VkDE2N71MmwqlwjIbuzPN+9R5m69P/3Q61HkfUu90sOOJC1ZHXE0O2AC2JdHItDDtK6H74zyvDa9KWITBYHz44YdqmeB33nknIyNjqVFgZmZGIpHI5XKlUjkzMzM7Ozs0NDQ2NjY9Pa3e4lXHDiUSidqzuKen51m5DD0a89L5+Gp/D5HmGeZR8xg84M8EQukAigrG0wBsBRRVAUVR4VHRZxgnPGu04msCZ+ZW7FY6ha5ydK8+6kI7ZhoVAwQyISHlAKocwFYAYRXgEDokgI6kBJ3hHPIQHUsSh879kSvSnxo+Pj5qYXz1PqJCoVi9CUJQo+iL4kKosF2LIThYUelSd/tC8/i5prELzeMXmsfVWgPnm8ehvNYfyxmnOfVAbednuamDM8tlSea38rdH28G5cTrBTpt+3HH4jMlXPx+AkS8YRHhqWIJ+hOv+5Gy8x/SUMzvhQNbFAwln24aesHKJUCjctm2begh49dVXo6Kinmz7fzgGxq5H89CWhYnmGbVmqc3wlGbztGZEXjs8qxWZ1oTMaUdktdoXpcYKcP1jN5ZpZ6kVgbLxJjeI6YjMDgGTGQZRVQbESoOYKv1ksUGsABTNMYgVg2Oplnl+uEqfvtGOP9DK+RlCJpMXHC82bNjg6ur6wBDXIxN1tfGL3BQ9VoWLmPt1/iXtSrFf66Rfy5RlXZ9xzQ3PppHA1mmn+oEN2Wm6jCt21ZwDZQX7llUWEN/s+DDcVKcc6996xQDjvvnw7u+A4wfsIPss9I+dRWpYgwxwHshsjB7a9awow5hJeg9n5l2R+PsUw0empaVl165dC34Bnp6ez79M8CqjFPUwLjAN7YscjMj5YJIAGlUJJlWCk6qBqEoIvhKKqzImXrErcfBhAZyuYoVyhUrkCqWi4WZVaKWLeU6YPpl9ilSjS+TqkPmn48V6UVwDPEsfzwFTiqwKvNBVrh13GtZGgYchOzv7//2//7fwPTYwMFDXLK4GMqViTi6TKeRKpbLydt/2/GzbxgGIqH1rQeY3eak/lFEdGm4f59bA2KUyhVyhUMzLZRL5cjHe0o6aHyhuX1GcwDQCIgeDzMKYZ4RbFuAN4/2tCiMt83G2JURPUbo9M/ZQhu/WaPuAyqyRpYvYVsr169d/+umnhUtnaWm5epfuj8K8VBLJ9fCq1XKv2oekoKABdEhYBYChgfFqP0E6NKQcERPmXrX/bNMxTJXLI+wUTqEq7dxFR8/QjpoRKOAADhBMA9BUMJYOCaECKBrUvxwZ7+fK3e9Vd4wi9J+dXXLJscYCTCbzo48+WvgqHzly5Km5XJpx6f8sydcozaMO9Q9LZlzFlR/npn2UlcgfWsFkZFoqIQpLviY6HM8LOl+X4yFKcxemqf91F6a5V18+K84ypEX9Oxxe3vEkRZk7OzsPHz68cN2gUOgfawG/Ssjlclp7xkWusU0pEkZKA4VWgsJZ4HCWXhRHL5JtgOboYashpDybMtvAanNqe/qKdQcl0rkEYYg7V9O5DGRMTAGjmACGDsbQDYgscCQDjGGCMWwzcowLXcedfbzs6uX5FyuDeJWoq6vbvHnzu+++u/CF1tDQaGtrewqHbh0bPV/Pbxka7OvrUz9FE9qbgxoexUApkpO7L/fihdpsb1GGlyjdXZDqJkj1EKb51GRerM81r6ScTg8amX5i9YhtbW379u1buGKnT59+qUqGlmdksh/P8jdJJ+jE8n+JFZ4mc0/HVp9Qm4mSuL/E1ZyOE5pkRuMZvrcfIYNYpVL1j16PZAdaFWYZp7UYZ7SapDUZpjUY5XcaZrQYJokgqY2Gl2pt8uPjePjx6T9A7f3zQH9/f35+PovFOnny5MLXeufOnb9xOl892travv7667y8x9JKxXNyNQoCHHhJp66E6VwJ96hO8xZlIBik3Zc8j2b5Hcr3/zbGpX14OYfch6empuaHH35YPAQMDCy3l/lSIZVJ81tivTl6juUgE1K8figPHEYFRTD1o9hgFBWMpkJCqSakWKcKPa+qkxkNkSvWGpqXSgpa4vwERg4lDibRxdDIahiuChJVBSPzYJgqKJoDQ3PhsUmOdHiA0IzZmSuXveRxmodiIZrV09Ojra298OXevHkzjUZb7aPLZDIbG5t169adPHnycUoeCdVF7xHM/xPjfCT5/IdouF4x2rU6dSvF4ZdLvi7lcXsTvL+POXP1SYwCxcXFW7ZsWbhKAAAsNhFZQ6K2DhJquVUehMdiIUFMSDgNEk4D4+gAlgaE0SGBTPMYrCvnsKdYi8j3mry3wsriacm9YKbF2aajHqzD5iQSJLQSiqFBIxhAFBOGo0IwdENU+UIGcdyLq0G8ety6dQsCgSx8xT/++OP4+PhVdTejUqlvvPHGunXrXnnlleTk5Edup234Jv16/fDU2NTcdOk14RaS/bYUN0hO+MDkiFQmnZi9NzozJVM81olMT0/7+fktjqSampr+IeSeniZKpbKlXxREt7EuOA+llMGIfEgUG4jm6ieLQXF8MJEDihUCZJp1tm8ow761X7yMFNCSbqWsjtwgvqVT6TnzOJpphMAsWmAeI4BfEpnFisxiBCaxNZYppc7l7iieY/PAMyieewEYHR21sbF55ZVX1F/0N95449y5cwsuuk+Wu3fvamhoLNxU27dvf1IaKmRx+a5Y94Ynly/c29trZGS00NX169e7urr+IeSenjIKpfLGcAuB72dfEolM5SEvtyESauBJYkRmMyKh1ozEMyML4Ql0xxJUJO9c622x4hEyiLuH2rDs807FiZYZ9RZp9RaptZYZTVZX2i0zmixTWywyrlln1zmVRZG4IXfGXxRbm6fOzMzMxYsX1fmwasBg8ILH9hMkJSXlnXfeWRhx/vSnP+Hx+Ce13/4EJzBcLndxLHDdunUBAQHPlQHs84NEOkfi+3iKtdzYBxFkHCSICaDoAJoOjqBCUDRwGAMaSDePwblyfvKq18LzPVbsSiKRzkbxznqJj56hnTSNTgTQbCiWChDoIBIHgqVDMAwoioaMC3erOupVo5Veh59fyyB+DBITExfvIO7YsaOgoODJHqKxsTE+Pv4vf/mL+hDnzp0TCp+Ao9SNGzc8PDwcHR2tra0fX1UlNTV1w4YNC9fhtdde8/PzWxsClkIml12ujXDnHz3D0IaToiHBTABNB9A0gygGOJIKoGlgDN2UGOdCO+3O10xviJBIl0zwXSJfYH4az3N3E2i6VJw0iYoDAliQYDoQUgHgKgBUBSSYDgmmI8hhLiwtL9GJtHrc/POt2fz8w2Qyd+/evXADvPfee97e3ur89ifF4ODgwijwpIKRVCp1oc9C4aPsO6q5e/eul5fX22+/vdDapk2bLl++v5XQGgsMTdwkVaHti1Js8q9Z5nbY5Lbb5l61Kb5uU9hhk9Fold1qk93oUpJK4YYPjj+S1lDnncYIznm7/GizZL5ZvMgsnm+eXIPIaTG/XIdIrkFktCIuCxyK8GQeem1F8ETo6+tDIpHr169fuBM0NDRoNNqTUu/p7u7++OOP1S2np6c/kTZLS0vVDf79739vbGx8hBZkMhmdTj9w4MDiVcDevXsfZ0x5SZDLFazO/AtVUKcyazg5GxbFN8KzDKM4sFiuIb7SEMcxDOfCSdlOFVa+PFj5tcuypZN6lswg5t0ovcg0t8z1ApNKdKN4+gSWXnSVXny1QWQlOIIJwrFhMVk2V2z9WciGW9xlUpTXeHhkMhmBQFg8K/7LX/7i6ur6RHQ1BwcHF/beQ0NDn0jSN5FIVDf47bffPsKKoLOz08nJ6a233lo8BJw4caKvb+258mAkUgmuyu1sg6YHdy8yHgUJZkLRVAiWChCYEBwNgqEboqgWFLTarRTHXblb6fTcVEillYdY05VxBB4VDfavBEKpYEwFGEeDhJaDw+nQQJpFwkU3noZ3wzGy4PzMWgbxk0MsFuvq6i6+Mb766quYmJjHzJmbnp6GwWDqBnV1dR8/D18ulyORSHWDEAhkRWH8gYEBEom0devWdf+LlpZWf/8zEDL+IyKXy3ndxSECe9tyT9P4KzBstWGkwIggMI7jG5L5hoRqY3KtSXy5Q+nZ8GpHXnfJMpPKJbSGZPNZ9UQvtq5dEdwwOhMUzgBhGGAsXS+60oDABmGY+lieETnRvgzmW2VY2VX4/GhOvhhMT09HRkZ+8cUXi+8QTU3NpKSk2Ud1RlQqlZGRkQsT+I6Ox3WRGB4e/vzzz9UNotHoh/zUvXv3EhMTF9cFLPD9999fv76cqeYav+HOeF8kO9gilwJLFkFS6qBJYtilOkjOVWhKvWGC0Ci1yTC5xrqAgmf53hzpXKadJXcKb4124dmBplkpugkiveQGgwShXqL4VEaLXpJYn8LXiRfpxPLgmfhodtjY1NAqnOAaqsbGRltb2z//+c8L98lrr712/PjxRx4LBALB3/72N3VTKBTqMbu3MKZ8+OGHPB7vge+fnp5OSkrS1NR87bXXfj8EbNy4kcvlPmaXXirmZfMpNRi3Sq0zdG04JRpAVQIYBiiCoR9dCaBpAIYORdHgpGhXlranSCtOFDgtubdUU0tWE2U04s8LAPtihDEhG4wRgMJYBjgWOIoNhLLAYQwgmGlKjnJign2FkOK25LW5wCohkUhKSkoOHTr06quvLtwwb7311r59+ygUyko3ESYnJ0EgkLqRTZs2PU64oa+vb2E+r6urOzOz3JJwaGgoOjp6z549i0MA69evX79+vTqFYf369XFxcY/cmZeTeamEUn3Rna91hqVpTsYBgUwglAoJpYJwdBCaDoTSgUCWGZHgwtbyFB0nV5+/N7tCt9IZyb1Qlo13w1F3xmE4iQQNZUEwdABHBxOZEFwFgKHDQsstE4LcuQfONhxLEAW/YBrEzxuTk5NxcXE7d+5cPBb8+c9/3rx584ULF5qamh5+TV5QUKDOI163bp2hoeGjbfFKpVI4HK5u5PXXX19qx2FycrK+vt7Hx2fz5s2L9z7Wr19/4MCBkydPLuxcWllZvfSSIY9C91Abhu1hnh1kEMvUJfL0ojl6MdyTSTWnEoR6pKrTsbV6lCrzHCyO5XNjqHWZdpbYI1AohD20AI6lXVEQPJFtTBIbkwXGsXyj1Bqj5GpDMh+WIDZJqHAsPRdW6dw11Lw657jG/3D37l0UCvX999//6U9/WjyXfuedd8BgcEpKSktLywOFtGdnZxfyc1977bXz58+vVHtbLpcHBAQszOp1dXXn/tfec25urqmpKTU1VV9ff3EtwLp161599dUffvghIiKirq5uIT9ix44da+GAR0CpVDbfEqAqnS0KzkEo5QbRtWBilUEMTz9BBCZywHgmGM+BkotsCj2DOTbiXoZ86eKOJfMF2gfrIrkX7YsSLbOaEOktiNQGRHqLRe5VxOVW88R686RmRBrfvhQfIwjrG3vR3EqfZ4aGhggEwpEjR36/uv7ss89sbGySkpLEYvEyzpHNzc2bN29Wf+SNN97w9fV9+CjD3NxcUFDQwr39+eefNzf/+gyYnZ2tqalJSEhAIBCLNzsXRpxjx45FR0eri4JCQkIWZjQJCQmPf1leQiTzcwSul4dYy61yPyImHPBnQ0Lp4HAqGEeDoCqAsApoQAWCHObK3e9Vr4WpcplYWvRhqRXBNLrSybv+qBvjmDmRAkGxoeFUIIIBjmbD0HQImmEYTLWIC3HnHjzbeCyxBrWmQfyUGR4ezsrKQiKR77///rrf8dlnn+np6fn6+ubk5HR23ic4XF5evpCz/Kc//QkGg1VXVz/woGKx2MjIaGFV8sknnxQWFg4ODubk5Hh7e+vo6CxsGSzmgw8+sLS0zM7OXhBf7uzsXIgp/Pzzzy+Y1e1TQ66QFTTFurO0nCr0TWISIGFMMJYBwjL0YzgGUWy1FJBRdIpjGdSD8XNhS+K8bIUOZXPzs9GC8x4CLadyHRN8PODPAoJp4DAaGE8FMDQARQdQNDgZ78LQ9uAfz2sir0UHnwkSiUQsFoeFhe3bt29xyGCBv/3tb1999dWxY8fs7e2JRCKLxbp165b6j1VYWLhp06aF+qKNGzcikciysrJ7934bSZ6dnaXRaEgk8rPPPlto+a233tq2bduJEye+/vrrhX2Hxbz66qv79u3DYDA1NTW/iT7gcDj1e15//XU6nf70rtcLx+jkALkKbXsl2SKjAZl9zSKjAZHegCjqsshqRiQJzS/XmaWKHAoTo6tQg8sm+C65Irh5tzOGG+ZYfNkys8EiRWyVWmed1WRbet0qp80qs8U6/7ptbpNTSXxCddTYvTXth2fM8PAwj8fz8vL65ptv/vrXv/4mcLAw937//fc3bNiwffv2Y8eO2dnZ6erqfvDBB4vf8+67727ZsuXEiRMWFhZ2dnampqZHjhzZunXre++99/ub/PdLkldfffWdd9757rvvfH19q6ur76sIMDg4uFDjbGBgsDYReGTkcnlxa7KvAOpcYQqPSYdhBIZYjhGeAyNVGmM4MAwLhqo0JyW70IwuioG8FvLK3UoV8rK2NG+6rl2BnWF0AZjABfAMMJGlH8sD41kQLBOCZZuQUh0rTM+yDPjXyxWPpyqxxhNBqVROT0/X1NSEhIScOHFiy5Yt910vLPD666/fdwaxIl555ZX3339/69atOjo64eHhYrF4+V3DsrKyhSGjrKzsqV2cF4952Ty+yuNso6Ynd59FfDgslAnF0qERdCCaDcXToVgaLIxuQcZ6VB3yaT6Gq3K7t1JvomnJVCDLwrNW0415GB5NggSwARQNwNLAeAY0nAaEM2FBVKsEP3f+vrNNx0nVvmtaQ88hg4ODZWVlgYGBxsbGR44c2b59++8f6Y/An/70p3/84x/btm07cuQIHA5HoVAlJSUPmd0sk8kcHBzU7Rw4cODJFk2+bCiVyvq+ylCeo33ZRfMkpml0jSlZDKeIzFJqTZPEZmSBaXwNIpnlUByA4jnX3eQoFSt3Ky27mupXZWpf5GJMKoCiOVAcywjPhsVyYCSuIZ4LIYhM4zPsK+xCq+1EffS1IvDnnOnp6ZaWluLiYjKZ7O/v7+DgAAaDtbS09uzZs23btg0bNvzjH/94//33//KXv7z55ptvvPHGm2+++fbbb7/77rsbNmzYtWvX8ePHAQCws7MLCAiIj48vLy9vamp6hEqEoaGhhbToyMjI1TjTl4q+0Y6ISl+7IpJ5Wq1JagM8tc48vck8/xoirRGRVIe41GRxudahhBTJ811+O3/JDOKeoWs4ho9ZRrR+HF83QahP4RrEi3QzGvQThGAyDxRfA4rnInPCI9mBI5OrZbCzxuoxMzNz586d7u7ulpYWsVjM5XI5HA6TyaT+FwaDUVlZKRaLr1+/Pjw8/Mj1C4spKSlRxyw++ugjkUj0+A2+zEhl0lihv5dY073yJwQFBwljQrBUAE8DxVTBsHQohgENpSNJEe6VR882aEVXn59e2oRyiT0C6WyCKNCL+4tjKWBMSAWF8oEwOjiCCYpkAWF0MIYBCaXD4yKcWSe9Bb/kNMUsE3hYY40FnJ2d1ROBU6dOrTmLPCZS6XyiKNSTr+3C0DaLIQIBbCCEAQmhgbFUMJoGBDOBYIYZIcaZdtJL+HNiTcj07ArrCGbmpzFcF0+RpivtmBmJAoQygXA6gKYaEOhgLB1A0SFBdERsiCvnsIfw2KW68DW30jUeiFwu37Nnj3oU8PHxedbdeRG4PX4jihtsmk3Uj+PqkqsNKNUGcWK9jBa9pHqDWKFeSotOgsg8Ly66CjUwtpz6w5IrgqZbgmCGPTIHDcRWgmOqwSQemMzXS6k3SBCBYrgG8SJwHMMy1x/L8rk5+gQ0MNZ44enq6lKLHb322mupqanPujt/eBRKRXUP9SLLzKrAHhKTo4vn6+PZelGVOhS+AZ4FwtHBGAaUmGNbaHOODmF3FMoVK9QXUCgUjbeqcDwfy0ICLFEATWyGUkSweBE0pR5KqYVF8yHRIsPEMusSP7zQt32wbmml8zXW+JX8/Hx1+dCGDRsephJ5jeWRSOciOG6eYi03zj4EJRTwYwGhNEg4FYyjAahyIIwGDaAjYlBuXA2vBi0M12V8emypppasKUSxbb3qNd0Yh+GEGEgIE4qiAVg6OJIBUx8giGoRH+DO1fBpPB4n8l9bEazxQMLCwtTpCbt27XpqNq0vMHKFnN6e48OC2JUgDMlpoHA2CMsEY5l6ZK4+kWOAZepFCKCkHNtia78qE0ZnjlS+QrfSeakkURzqxtN0KgWb4JOAIBYQRgPCyg0IdABbAYRXgNFUs2iiC03HtfJY2dW0ZSYba6yhxtraWh0U0NbWXmkh4xr3ZWSyP5IdgMyjGF4SGqU2GSVVGyaJjPKuGqbUGMbxYMlCWDzfKodIYPsNjPUs086ScYGBuzeInDCH0lybgk7rzFab7Kt2hZ3WJddtrnRaZLZY5ndY5bU6Fqck8KLX3ErXeBj09PTUowAUCn3WfXkRkMllOY3EswJ9ZxoITkqAhvKgYSxoBBMSxTJEMWBhNFgwE06iuND1zgl1LzdgZ1a6UyiTy3IaSV5VvziVmJsQM8FYNgRLBSLZBjGVUAwDEsaEhjLMomOd6IAPV5fekb2mQbzG8iiVykOHDqlHASsrq2fdnReBeZmEyPfxqtXyqDpoEY+BhTIhGAaAo4Oj2UAkHYplwFB0BBnvxjniXX+MKPBZsdbQ9NxUMNPCu0HTnXXYnBQDCa6EoOkAjg5EMaEYOhTDMERVWCUEePA1fJqPU4R+a3GBNZZHKpX++OOP6lHA1dX1WXfnBeHq7doQtoNDaSAyuRIeXwePF8MThCYZjabJQjMKzyRRBE9gOV1BhbIc22/XL9POknMB7o2iMIGjU4k/Io5miufDCQJzcjUiRQSPE8HJYvPERouUMhfquUjR2dYB4doewRrLI5FIFpIFvL29n3V3XgiUqq6hxki+r3MZ3iZDbJHeZnWpwTK10SK7xTKpHhkrtIyrtb5UeaYcGyX0bbstWkbTbcm4QNdgM4bpYZUTaZzEhcZXG8fzjVPEsOwWkySxaZzALKnOLJHjUBgSUXlu+cDDGmuoVKq5ubmFUeD8+fPPujsvAlLZPJHv412v6VF1wCIWCw1lwtBUSAQDTGTBMDQIhgELpSHJOPeqn3yajuGq3FbsSjIrnSHyz7rztFyop0yjE0ChVQCGCYpigYgcCJoOYJlQFA2RgHHjaHoKj12uw0nm11YEayzH4hWBp6fns+7Oi4BMJkuvi/DgaTvRdcxIZHAgGwhlQFF0MJ4GxjKBUAYQzjCLines0POuPpneELHMsn2JUWB+Jorn5c7Xci4/ZRoVBwQxwKEVQGgZKIIGoOlACA0IZiNi0C6s416CnzMbI+dXu45ALlOpVIqpSfnVapVKpVIoVGvxyD8aC2aENjY2z7ovLwgjE/0UbpTVlQyzrEaz9Gazy03mma2Iok7znGuI9GZEXod57jXbosw4Ln5o4uYy7Sy5ImgfbAxnephnRxlQqvRjBPpkrj6Fr3u5ziCh2iCGqx9faxDHRuaEEth+w5OrbimluNUp5WVKi3znEn5R8FOlteXKtfqlPxra2trqUcDY2PhZ9+VFQKlU0K9mezF1HEuNDUmX9SM4oAimPoGpF1MFwjJAGDo4jGlISLUvN3Jnaxe1XZLJV5xBLOfeKA7i2CDzfQ1ItNMEkT6+Si+66jRFqB9RBYpgGmAqYZRsq2L7UK5d3a3K1RaTV3RfnSV+p6JslEV/qqJsmi/1W9XDrbEaIBAI9Shw8uTJtayhx0cinYvkeXjVarlX7UXEoiD+DABFBdBUAEeFhJUDYTRIEBVBCnfnaJxtPPYoGsTTkqkgppVnraYb/SczAgkcwISgqEB4BRhLg4ZWAGFUmH+ZZfwFN95e74bjpOrzM3Or6FaqGOyfz/KSkTfLyBskpA1y0gZJrKastlwlf4kWBUVFRW5ubgEBAW1tbepX8vLyXF1d8Xj86OjoipoqKChoaWlZhT4+AH9/f7W4wN69ewcGBp5+B14wFApFdU9FINfastAZEpNvgObq49j6OM7pGJ4usUoPxz0dJQbHlCOLPMMFDoKeihXPBaRyWVY98QxL077I1JCQCQ5lgDE0EJauH802iGSAMAx9HNsoOtGxDOrN1K3qKlnmAI+PcnxMWhY5T9yqiv10nrRBRfl0LslA3lWvemncbDAYzJ49exwcHPT09IyMjG7evBkZGbl3714nJydtbW0AAG7f/q3Qi0wm6+3tVQsKz8zMTE5O3rp1a3Z2Vi6XHz58GIfDqV/v7e1VSxKPj4+PjIxMT0+Pjo4ODw8/EV/z35CcnKw2Mti0aZNQKHzi7b+E3B7rwTF8TDIxurFVp2JFp8m803HVP6fWn6YIdKOrTpOFurE8sww0mu7V92hupbfHbhArw6yv5BhltZpmXzVJbzbObDEp6DLObDNOqjFMaTRKrbEuTI7lE8fuPZaj9sMg726boxyWR38uIWxQxmyTUINX+4jPDz09Pd98801eXp5cLh8fH29vb29qavr2229LSkoUCsWdO3cOHjxIoVAWf2RkZASBQBw6dOjkyZONjY2pqakaGhrfffedmZlZTk7Ov//975MnT3I4HDAYfPDgQXNz8+vXr0OhUCMjo0uXLn3//fdgMHg1zIJEIpFaDXWtsviJMC+dT6nFeHC1nem/mEVHg4K4YBQdhKXr45mQ0AowmgYE08xiolwYJ9x4xxJrglesMjIvnbtUG+7N/8Wp1Mgk5C1eIwAAIABJREFUKh1Ac6DhdCCCCSawYOEMKIoJDWSax0Q5M3V8qnULW+Ol86u7zJMP9sqauHJOwnwGQt7ClV8VKV+avcmamppvvvlmYuL/NntFItH27dsXfMGQSKSnp2dPT8+CKBiBQPj222+Dg4M1NTV9fHz8/Py0tbXLysq0tLSKiorAYDCBQHBxcTl8+HBISMh3331HIBD27duXmZnJZDJ/+OGHyMjIhzc+fHimp6e//PLLtZSBJ8W8bD5WFOjO13JlaZrHRUJCmQCGCUHTwQQmCM8EhzOA4EpzUtQZ1gl3/rE4of+9mRVqEM9IpkNZNmcbj7ozj8JJZEgIB4amQ3B0gMiC4mhQDN0wrMIqIdiDd+Bs4/FEUchTyheQyVWjL53G4djY2P79+0NDQ/v7++vr6wsLCzs7Ow8dOhQWFjYwMMDn83/44QcUChUcHJycnKz+SFhY2FdffXXhwgV7e/v8/PwLFy6cOXOmu7vb0NCwtLTU0NAwISHBzs7uwIEDgYGB9vb25eXle/fuFYlEExMTISEhX375JZVKXY1zMTAwUI8Cp0+fXrAqWuOR6R1pRzM9rPNDjRIqjWLFhrF8wzgBNL0RmlwNI1cBiUJYXJV1NhpN9+gevrZMO0v4EcjldTfZaJ67cwnOMpmHJNcg42osEuutMuqRl+oRSbWIyy3WmVznstBIgW/3SNvqnONvkUqlTU1Ni5+KLwklJSWamppgMPjIkSM2NjYjIyN0Ov3o0aMgEOjQoUO+vr79/f1FRUUkEkn9/o6ODjgcjkQi3dzcent7KRTKxYsXu7u7nZycmEymg4NDdna2SCSCwWBWVlYoFKq/vx8EAjU1NTU2NhoaGh4+fJjNZq/GieDxePUo8NFHH9XU1KzGIV4eFApF8y0eVuDpUBZonkiHJzabU0SmcQLz1DoEWWhK5JpG8eFxJS7lFzDVZ0S9tGUMxJaICyhVrbdEISxH+0KceRLfLEkETxCaX6qBZ7Ugk2sQ8XXmic3IlCqH0kBMlWfPyNXVOtH/ZXx8/PTp0zo6Ogtx8ieFcmZaMfRc10d3dXXl5uZWVFQszNU7OztzcnI4HI5Kpaqvr9fQ0IiLi1t4/82bN/Pz80UikUwm6+/v7+7unp2d7ezsHBsb6+joULsGNTc35+bmXrt2TS6Xt7S0TE9PT09PV1RUiETL5Zw/Dk1NTW+++aZ6IEhKSlqNQ7w8SKQSfJWHd52WB0cDGYuGhjAh4QwAy4AQmNBwKgTNgAYzkBSMe9XBs03HMFXOE/dWqDU0K5nGcly86o660Y/BSfEQVCUUSwMIDFB0JRTDgOCYhmE0q/gQd96hsw3HksShc0/FlWR0dHTbtm07duyg0WiPIIa/FIqR0SlXD8WxkzIm60m1+ZTp7++n0+nPv4DP5OTkQh6xpaXlbyzP11gRcrm8sCXBnaPtSDUwIyUCIZXgcCaApoFILCCKDqBpIBzDJOqScznMnXOisCVRKlsyeLdkBnG8ONCb/4tTOWBKTIEGs2GhDGgYHRJJh6IZUBQbGlaJIBOdGToXhAaFLXGrHR1UI5FIwsPDHR0de3t7l/RBmZiU5ubLqnjKxfMfhUImEs/Hxst77+PZqOjtmzispfpsqyRuzUJ7dVEoFOfPn1ePAps3b755c7m01jUeyMhkf0xVhH1xpl1Rl3V+p01+u11Bh11pt31Rp11ms1V2m3V2k3NJBoWPfxS3UpVK1TfSjmf72+TGGyULYAkiWALfOEVsnNNqnFJrmlBtktFmkiq2L4iO5WLGpoZW4QTvT29vr5eXV1NT01JvmM/NV322ZWLfIdnV/wuHKMcnJsFQ1efbZv0CVL/fCVcqFQxWtSm8q77211cUCllTs7SuXjm/pFTbk2J6erq2tnZ8fJzH4z0w/0cikdBotMTERCaT+fsw/rVr135j9dHe3l5eXr7UiHn79u2srKyUlJTGxsbl3aVaW1vr6uqeiAMVlUpdMFOlUqkTExOrsR/xMiCXKwqa49052i40EDw6AcCwoOgKSAQdFM2EomkAigEEsUzxCc40sLfgZEYjcRlj2KX0BaRlVy+fY0Ft8h2g0fl6OIF+BEuPyNGN4f6aooxmGJFT7UtNfVkw7o1S+WpmDS3m9u3bPj4+XC53qTfMsdgj3+25a2ym6F9U3TAze++i3+zBo5L0zPuMAiqVSqUSCms5uMLJki7ZnGKqunpi+zeTmzbLa2vv+2aVOpeppVX12DdGZWXl7t27y8rKTp8+XVRUtDj2eevWrcU33sTEhLe3986dO0+dOrV79248Hq9SqZRK5eDg4Pz8/Pz8fFBQkIGBwfT0tDrnZ3Z2NjU11cHBYWRkZH5+/u7du4v9hbq6uk6dOnXgwIHjx4/v3buXx+NNTv6qRTM5OanO8B0cHBwfH1epVGfPnrW0tFR35tatW49zvsPDwzt37ly3bt0rr7xy9OhRJBJZX7+cAMYaS/FrXKBe06NqHzIWDQ1gQsJpEDQNwNMgmApIOB0WSkXGYNw5B3yaj0Vw3aZmVqg1dG9uMpBl4Vmj6cr4yYxIBALYQCgVEl4OYKkQVDkQSoME0Czjfd14+7wbj8WscgbxYtRzgWXCy3dHRgl2DqIrV37z+p2uLl7ypZmlHztjKa0d/46+9g+C0KOIRiSM7/x+evs3srr7f0GVExMzvn7zB4/OZGU/2oksEBIS8tFHH/n5+R0+fPjEiRMgEIhKpY6PjwcHByORSFdX166uX+0esrKyvv76a/XTvqGhgU6n37lzx8vLS19f38TEBIvFotFoOBweGRlJp9NHRkb8/f1jY2MJBMKVK1csLS319fVtbW3V97BSqXRyctLX1x8bG1MqlaWlpSKRyNvbu7u7u7Oz8+LFix0dHUQi8dSpUzo6OlQqNSQkxMXF5fr16+fOnUMikb6+voODj2JXL5VKExISNm/erHY9Xbdu3b/+9a+1LcNHQ6FUNA/w0AJvq+IQk2QGLFpkHCMyItcYX6ozSqwxptQaJbcYJ1fZloQThOebb/MVS2fcLzEXUMjKr6adY0Ks8xwgxHwDDAuEY4BwTB0KV59YqY9j6UbyoZQsmyuWAWxkTd+qVxMt0Nzc7OjouMzj6Pbt2yYmJnl5eb95vaGhAYVC/X7Krbh5S9ndLZVKW4yzhj5K6PmQXLuPfLO3R9bUJBXXKpcoelHeGZrQBau+2Fb+86mM9PS7d+8+8rQ2Pz9/586dWVlZ+/btu3DhAgKBQCAQJBLp008/tbS0/Oyzzzw8PNRP5sDAQAAAFn+WQCAcPHiwtLQUCoXq6OiEhYU5ODgQiURTU1MMBoNAIGJiYkxMTEJCQr7//nscDqehoZGRkaFSqaRS6cmTJ1NSUha3ZmFhERAQgEKhzM3Nc3JyDh06lJ2dnZOT09zcHBIS4ujo6O3tvWXLFgsLi3/+859EIvERTlYmk+FwuMUOyDo6Oo923dZQqVQ9I9fCGZ5WuWHQhEpwghgSxwcSxKCMJmic2JDCh8bWwOK51gVhoUyXjsHGZdpZMi5wc6Q9sjLQLCdFL1Gse6lZP06onyjWy2zRTxAbxHB1KdV6CRzzXByRE/oUKosXYDAYFhYWyyxQc3Jy3njjDU1NzcUPq5mZGQAA3nrrrdDQUJVKNTw83N3drVKp5L19U1o/39m998rF82x04Y3dl2o/iRi+3Prgfsjl8to6WWp6SliYra3trl27duzYUVJS8ghn1NzcfPToUaFQePLkybq6uvT0dBgM5uHhsXPnTgwG4+LiEhsbq17RZWZm7tmzp6mpaXZ2tre3t7u7++zZs0ZGRiqVCo/HQyCQ4OBgOBw+Ozu7Z8+ejz/+mMvlpqenm5iYoFAoe3v7O3fuIBAIda6xUql0dHREIBCTk5MzMzNisXhqakooFG7atOnQoUNMJjM5OVlPT099XIVCcfHiRQsLC0NDwyNHjmAwGDs7u/z8/EerNZibm8NisW+88YZ6FAgJCXmERtZQqXMHhYEefC1X1lEEOQISxAKj6aAIBjiSCUXTACwDiqKax+DdKo941WpF831WvCKYm5+hCC96Ck46lhsY4y+BQzlACB2EoYEiGEAQHQilQgLoCDLamaXtLfoloyFyfvWjaCqVSqlURkVFhYeH//5Xw8PD/f39PT09Li4ur7766qZNm4qKioaGhnp6evr6+uh0+o4dO9avX6+rq9vd3V1aWhodHX3z5k1B0qXbX2y/++W2u1nZ8/Pz0oGpylwar4K6oqBgfX29eg9cR0eno6Pj3r17Kypzamxs1NHREQgEhoaGNTU1aWlpjo6OdDpdS0vL1tbW1NRULBar77epqSk7OzsNDQ1LS0sNDQ0cDsfn848cOYJEIn/88Uf1WsDW1lalUp09e1ZDQ0OlUmVnZ9vZ2REIBB8fn76+Pmdn54UE/qtXrx4+fFhfX9/U1HTXrl08Hm9+fn7//v06OjpKpbK3t/fnn3+Gw+EwGCwvLw+Px3t7e2dnZ2tqatra2trZ2XV2Lled8kBIJJK6sojJZC7/Tuno3bmGxns05lxLm3z8pUsYW4Z56XxSTbi6jsCUTAIHs4AwOgRFA0UwwTgmgGKAQzimxFhH+umz1adS6tArViKfnZ9BVzp51x91Y2iZk8hQFBOKoQM4GhDNhERQIRi6YViFRWyYe9VP3rXHLtc/JcWxrq4uCARy7dpvcyGbm5v379//n//8x9fXNzc3Nzo6urCwMDMz08zM7JNPPtm7d29KSor6+VZdXY3H43/44Ye///3v5ubmFWVlM6VlspIylfTX6Oa9lqaWn3+ZQWOVDzfDn5mTj47NJidfcnBwCAoKsjEz41rZyCIIijsPu28yPj7O5XJHR0cFAsHdu3d7e3tra2sVCkV7ezuFQmEymYtH2Lm5uaKiovDw8IKCAvVme319PZlMptFodXV1HR0d6ojJ4OBga2urSqXq6+urra3t6OhoamqamZmpr69fnFMwODgYFxeHxWJFIpFSqezv79fW1k5PT1f/tre3Ny4uLjc39969e+oSJoVCIRaLKRTKwsD0OMTFxe3cubO/f7mJ5Ky4dsTn4rDDmTsOZ4bsXe74+s81P4Oa6OeW22M9WOZ5eFaEQRwHRKnWJ1fpU/inLzfoJIj0Y3i6CTX68QLz7KgI5vlbozeWaef+o4BSqbp6uwbNcbMvJlmk15snNsKT682Sa+FZLWZpDWZJItO0Rngq36EYg6/0Gxh/GskqSqUyNzf3vl63V65cUU8vf7N3YGtru27duh9++GFxdsrAwMAnn3yybt06dYz9N8zHJag+33p3x/fyq8vlXS+QUtDmi+erb4iJiQkGFjf66RfKTVskGVkrObnngoaGBm9vb3Ux8tOhsbFxmcQhSdvVXpjJ8Em93qPaPUeO9x7VHjqpd9PMQvp4mxQvDAqFQtBdHsS1tC12MaUUQAhiWCQHSqyCxgqM8JVQHAOKYZuQsx1K7P05ZqzOfKlshQ5lcrmsppeJ4p1xKEYjUwWmSXXwBJFZQp15RqNZQp1pjBhOrjdPrnAo98Xyva8OPqWE8J6enuHhYZVcLm1sVvT9X8LJ2NjYmTNn/Pz8fvMNbm9vRyKRFRUVi1+UyWQVFRURERH3fQrJO7vmvM9JYmKV9x6cmzgzK0V6V9j7MqWy/y4BpqZmPL2nkJbya+2PcILPltnZ2ecqme/OxYCBr77r+OKraxu3XNu4+drGLV1f/uf69p0jhOhn3bXnAol0LoLr5lWr5c7Zh4xFQwLZkDA6BE0FRzCg4TRIGA0aQEWSw9y4+70btLBc5/GVZhDPSO6FsmzPNmp6MI8gSGRIWCUMUwHBM8AkNgxLg2BohqFUq/ggD/5+n+YVuJXKb3TPRWFnQnzmyHgpi6V8pJ0FKZUm3aNxzwCivP1/8b+8vLz7lsQXFhautH2lVLqQU3D1+t3BoSWHg8arw6etC8sqe/7n4/fuKceWlHZa4yGRT0zcAEH7P9189ZMvrm34Uv3T/skX3Ru+vImwfta9ey5QKhX0azneDB37UhND0mVwGAuMZYBxDF0yVz+aDcIy9fGV0Ogsu2KkF12P0Z4rk68wg1gik1yux/pU6zmVm5pFpRsFcwzD2DAM05DIhOKZMDTLKIKDIMc6M8AXBAC1PeNhdgplzW1zGBsJ6RMV9d+y4k9mPbTmK2gPcarKgYEBNptdUVHR19enUqnm8wpkn2/t3fa1tLfn1zdJpS3+gf14gvJ/H2XzPT0t1rZTWdkq2aPk9iiUqvM43imLvLyKrjnJfdKisso6Tpjn9Q2spb49AYaGhrhcbkVFxY3e3rq6utJTujc3bun4dPO1RT/tn26+sXHLgK3Ts+7s88LIZD+Zh7EvvmSd3WiT12md1WSZ0WBdct06q9XiktAitc4iVehcnEDhhw+MdS/TztJupWPd0VUox8JUy4x6ZFqD5eU66+xm69LrVrktNpnNNgVd1rmNTsVxCfyoiemRB3ZXOSeZxXqrCv+tuv2x6vbHqqGPVeJ/3/MAKe/efeBny8rKPvvss/fee+/XZf/0tLKCluHt3Syqnx+cUqlUE8XFY59+Id20WSb6n7XJLJ6g+mzL+N6DipuPuJK8en3UA8U5bp7vGsJp7/5tVyMSa0EORWMTK5hFT01NPZ39lD8Qcrm8vLzczMwMrAYAtu/81mXnrkEYvH3rNx2fbr624ctrn3xxbcOX1zduaf9080TG42ZqvRjI5LK0+ggvgbYL/RQ8OhaKYsLCaBAsE0ygQcPoUBQTFsgyJ8Y4M06dFf+cVBu6Yq0hmUya0UB0Yx53uGJsGJVpgOGAcXSDSKYuqRKMpQNoGoCimcaQneh6biztiqtZD9QdlA8OT9ufULX8SzXwsbL3Y1X/x6ruf8747Z+nP2A6QKfTzc3NdXR0AgICFtcR9rX2VIHjbp7MbcGyWTHkYT3QPX1AfqNn8WelLPasHnjGy0f5eBGvMk63sTv1BCKvkH5dvigB62Ik38KbOj3zsJVULBYLBoOh0WiRSCR8ceFyuSuqbhQIBLt27dq2bduXX375xRdfbNmyZfv27edRqOuJKV2bto5s2tbz+fbur77r++Kr/o1bbyFtFFNPL375PCOVzRN5Pt71mh6cA8hYLCyEBcXQoBg6QGTC8FQohgYNoyNj8O6VR842HiMKfKbnVjgK3JNMhbCtPWuOujKOwKNJkAAmFEUF0DQwjgoJowIoOjSQahHv78bb791wnFLt98CoknJ65p6Tlqr/n6r+/44Cff+cxf0oEyypQqlQKAgEAgQCKSkp6erqGhn5nxnHbE5n28eEwQ/juf8OaWc2qe7eva9AgOLOHeXME8hu7huYvIjn7YdkoONqJqZ+fZifw3Dtfekzcw+uoejo6PD09FSr7r377rsbNmz45MXlgw8+8PX1fcgLq1Qq3d3dF5KI1Kxfv/7dDz889cGHAl3wkLv3jWMnbxw40vOz7h3/ENnvdFZfXpSqrqHGCP5F+2K8RZoIntBknthgkdKEyGpFpDUhkmoQl5uQGTWOJYQonl/X0JIFeKol9wgUcu6NkmCOtU3BeWNyGYCvhEVyYFEcSFI1hCyAEXlQstgovti22BvNc786WPPA3WOlXD4Xg5EkfKYa+Vg18LHqzscqwb9nAowUt+6vSD04OOjm5mZtbd3e/ttgu3JsTD43y0blCf4e0v9hXPexTNXk08hflszL04uuHYBluAZV9t+5p1KpLkYKLH0qpmeXmwuMjIygUKht27ate5lQJy/dH4Vc1t8v+29kt7a2duPGjfdt5ML587cHBlRyhaS9Y1YolnR0PdG/54vAtdu1qEpn++Jgs+RKw0SxabzQNFlknN5sllhjRhaaxdYiEjkOZUEojmPjTd4ylsJLxgU6BhvQbA/zLDwojnuaLDIgc/ViBadTavUofAMiRz9GAI6lI3P9sSyf/vGeh+mx4ubtSdjpuaht8op/zeG3zbhrSUrLVCpVd3e3WCweHR2dmpqanJycnJxMT0/fvXu3vb393d9FDaQ0hvywVs0pHXZuweiVzi7v8mz/+NHhpycTxKq+eRyeY+lTMTgyTUxtgDoXj08u55I0PDxsaGj4dO/BZ4+dnd19r8Z0FW8oPGIkIHg4IGQYH3XNyTXs+11vvfXW71v46KOPnolpwh+IeamEyPPxrtP04OxHxqJhIUwIlgqJoIKIlVAMHYKhw0KpFjFo96pDPk1aeK77vdmVq49G8b3cBVrOFadMCfHgQC4QSgewdDCOAQmhgdF0SDAVGR96hnPEs/p4Sl34Q+4UKsenJJlpsxEX50gR8q4b6kzburo6Y2NjQ0NDHx+fCxcunDhx4oMPPvDz81tcBvvfzyvnKPGqz7YOHTg839OtUqlkMlkHvaL1F11pTKzq9+9fHerbhvSsC63P00LIIj3bwluDyy1TlUrl1NRUXl7evn37XnnllXXr1r3++ut//etf33lxefvttz08PH5/KSaLSm8Zmd+FmQ1BTIYhJsMQ06HToBrAMCIiQn3nv/LKKwvSA3A4fOZJLOVeYKQyaXYT6azAwIEGNolJAAdXgsKYIBQThGeCcCwQqtIgrMooOtWRanhBCOQ0R6/YrXROOkvg+3gINF2oJ01I8QCKCYTTATQNFMUARzDAaCaAYphTsGdYJzyqjuc0kualj+4aqFQq1dp47e3tAoEABALdt1JAjWJgYDoMI6ugL7wyn3JZ9cX2u//5Tt7e8ch9WCktHSMg+ysnkQU/I3O5NQ9lszM+Pu7v779582YXF5e8vLycnJzsF5TLly83NDT85vRltwd7wIZ3du3v+Gpn+5Yd7Vt2dP7n+54fNEZgpoVI63/+5Z233377tddee/3111955ZVjx441Nzevwt/tRWN44haBHWySSdKL5+vECw3iBHqJ4lNZrbrJ9QZx1TrJTTqJtYicRBIn7M74I7mVdt1pQTO8Ebmx4EQhOL4WHFcNxAtB6c0GKbWgWD4oWQSO51rl4SLZwcMTT8ZtamZmxsnJKTg4eEV1yrLWtnlbx1kMTvl0tYnbukYNHIoOGRcFEAXqV8YnJQ/cL2hpaXn+1QFXg4krJR3bv73+3/wf9c/VT764tWmrYOs3mXh8enq6u7u7vb09gUC4c2fVfW5eAOQKOa0904cFsis2NSSl6mP4BliGAYGtS64CYRggLB0cTjeKTnUoNfJi6xS3Ji/zqF5Ka0hWdb0wTOBkUxQEi2UDMfXQqGpojACaIIJGCSERXEM83zg+x6HCDS08U9PHVCoet7ZEqVT6+fm5uro+wna64hlZX4qaBk9aXtE0y+4bmBwcmc4qbb8zujaJvT/jmTnXPv9P18Yti7OAujZu6di6oz8l7Vn37g/J3PxsBNfNs0bLjaOBiEUB/kwgtAISVg7GUcHhFQCKCvFnIMko1yoNr3qtR9EgnpHcC2ZaeDdoujMPwaOjISFMaDgVwNEBAh0aXgFgGLCQCqsEP3fePp/m42Sh72NqECuVytTUVBMTk9+HA59zChldByGZFyL4yflt9r7MkbGnFJv4wzFbW9/5/b7e/x0F+jZu6dp/WDm5ZN37GsugUCqE3TQ/Oty6wBEak2uAXZAC4umSqkA4ti6hGogpsihwCWJbirrpcsWSGbRLuJXK5nOaYs7xdB1LLU2i8mChXBiObYhjQMgsaBQbGsGCECpNKZecqKY+bAPejTKF8rH26v5/e2ca1dSd93HOvJs545kzLx772Hmmz0ztaW07Z/rY7Wk7rdYKOExrZUnuTQIkhB0si6wiiuyQlSRkZUcW2QRkzb6QhSQQVkEBBRXoyKKCLNnvfV4wT8cqUNHWas3n5c2599ybc/LP/f9+39/3e+XKFR8fH4PB8CQXecrY7dDaunXpnvl4quQAusbF7wLi+MVrNxwD8Ftgs/0z7uSNP+2b/NMb46++Of7qm9f/9MbEf7++QMr7ue/sOWb27mS+Ij24ieVbpvGpGPIt1vmU6H3qh3xK9d5clXeRFlOkCGuk5slTphZ2nk0Eb6SVKggR7Y1hjVeCay6F1l0ObRoLabsW2jwRUnMpqGEi+MJIRHtZsZp1+4nTSpeXlzfMf54jVtcsQuX1s3TNp+D5g5gLB32afWM6Jqcdq8CWWOfmZyJiJvf/79W394+/tf/a+5/cOp1q//FyJV40LFZziT47Qe12QnLEj8UCMhRgjhhJEgFUEZgtBHIFYKYIx8mPkrkm6Nx4+rM79hoyW80luuxY1eHINoQPowxBkgKkTiRV4MmUAUQ+QBAAWQI/Ni1K6hardGkaLtwm8OBJsK+sPsvx5HeWjbXtY8dTRQcwNYdw7UeDGkcnfsBK/EXHblsRSxdo+Yv57LWtZaMOHgWL1Vyky0jUO8fJvwgoYKBzJCiKCEWVIFlykCEBKWIUUYTnsGNlf0/scSnQpa2ZdqggXjOv5sjDEnqdY8TOOBYPyJSDBBGKKAToQpAsRBLEqBx+UGFGrPKzpP4jxfrsbazOHxtrX58x9Js1MhVafaZLbsur5lbJ1RNZisO+tdp+h77VwdNj+s44RZ58vJUZfL43sOJSwLn+wApDwIVR//P9AaVafGW/f4U26iKLKk+eWtiuj775KmC32wamlVRNUkQrLaC0C8/V4HnawJKewJrBgHJDYHFvUOVIULUiujOXrcu8vvjDtjz26zcsii549XurEWQ0moVi2xZu3+t0Brx33/KHH9unnoPW2u0lo6z7xrfzjvdbB08JCIIMN2QETURE+5mgMgm2uD+gUOdXoMNXGAK4ej+mGs/UBRZ1RnUmk7RRmqktw2ngbeoC/TdU2eLjoQ3Z6EIpskANshVgoQZZYQC5ajRLgWGpvQs6wy+ezJZGXJsfgbbRKMMwbLGu+OKt//O+kZ5//2GzWGJ8653lQ662kU3yTqFr126FHu9NiP+3fMBstt24CT0tjaCDJ2F0dDQvL6+hoeGBGROBQNDa2rrNiQsLC/n5+RQKZWBgYHZ2try8/OGcDXcEAAAWGUlEQVQpla6uroaGBhiG19fXc3JynqZL2rOD2WKmdcUnDbgkdH0SWERCEaRoigCVJwSYMhRFBFLFmFxRAI8SrzyQPOxKVUYvr21ZtNqyU0hRRsd3O8eIjuCYPGSmEiCKkHkiRL4MRRACZAkqRxhYkhmrPJjYe6RYl/EDnUKL5Q4StbZ33zqZ+r3DCsX62+/ccTlif8hQdIO7C/MXqxqm5CO2u0ar1bpMIJnfeX81JRX6MaKyHPx0TExMeHt70+n0np6eiYmJurq66elprVbb3t6em5vr7e0tFovv3r2r1+sbGhomJyeHh4erq6vVarXdbtfpdEePHq2oqPDw8NhwkZ2dna2rq9NoNAMDAz09PXq9vrm5ubGxcXJysqSk5KOPPpqcnJTJZEqlchPV+S8Xm83WNlKWrAEjBXgcpxJFUKEoXWiKHM2Uggw5mizD0LtwnNrIjoAUDaZtpNxi2aHvoMliLOnJSlB++U074M2sAHKlAFGAIvCR+WIkRYzKFYOELhyPGSFyT1Z7tY6W/WB1cLi17UJEtPXu9624rNbx+obxjs6tzoLWoWuBLVd2M6Y8m7rqhSPeGHjvvpWQMOhZsseDYRi2220TV829hmfuxn4mqqur/fz8rFYrDMN1dXXvv/9+VlYWAAAhISEZGRk+Pj4IBCIuLg6Px0dHRwMAEB8f7+bm5unpOT8/393djcViYRg+duxYYmKin5/f2bNn/f39fXx8qFSqs7NzeHg4l8vF4/GRkZFRUVGff/55fn7+F198gcPhtNoXq+J4+94ss4sS3FiNqxn0OT/sWz2ArRnGtVzF113yrx70rxvH1Y2GtlRx5eTHVBBfn7tClZzC1hW6F2mPFWg9C1TuRZqvq/rci7WeHKVnaY9nocq/hsyUZt1Z+WHXbYlEsumESX19/cNhHpDdbpudhSFoXnd9dDf98n8wpl8q0NLa7w4PGHkF1oFnTmFuvzm9dNDZ+NqbVvHzmn3+4zIyMuLl5ZWamlpdXY3D4X73u99FRka6uLhIJBIymYxAIDw8POLi4nx9fcPDwz09PRMSEuh0+tGjRycmJgwGw3vvvUehUNBodFlZ2VdffbURvoJGo7OysjbyF9LT093d3cPDw0NDQz/++GMCgfDSSy95eno+7FL/C8ZmtzYOFcVIXaIEHlh2MYIsQ1JECLrEg61AUkQgWQTkCrH5hVEi9ziVy/l+usmyw2kiq93ScbkyXYULbIkGWK3uVB2CKvdkyI+xlAiSDEGWIAhyb15ZeAcuTeXXda3Fat3OacNqtWKx2Ndee+2BDWFfX9/bb7/t5ub2QOKYtaHR5gVOJp9qKa0Z+ap6+iXexGeV9hs/a+HNbDaWnTPHJ23qUG6fmlr68BP7n98wtW/5XvOioVQqc3Nzq6urOzo6OByOWq1ub2+fmZnp7++n0WhlZWWLi4utra0cDmdoaEir1Q4NDfH5/OXl5bt37zKZTCqVajAYFhYWxGLx+Pg4nU7n8/kKhUKhULS0tMhkMo1G093dTSaTa2trr1+/fu7cOT6f/0IVCExmI10ZH693iVV8hucRwVQRkM0HcgQIMh8gdgI5YjBD6M8kx8gPJBpcaKrY5dUtTXE3XwVWTfeyJMGJBuc48UEciwlkikGCACALEDQRQBAARCE6oyOoKCVO9cnJfleuNnV9fbtm3tDQ0O7du52cnHA43HfrhcViSU5OdnJy+tWvflVV9W8l+eLi4mXAG37trZkDh6bHx8wz9+aaRy+ya+fmnl4++sPYr00uHzwMv/bWOoO1SeqxzWa7NNKaktLX/a/JInhlxVhabr7Q5NgjOPiJgCBoeKab0BXt33gawenwyFN50uQeDMXRAs3XPI1Hvuoot9ezQObflElVJQzParcZ0tvSa4g/Wp0k9Th+MdKb3YykKACaFGDIEEUqBFuBpMsQTAWGW/9Na9BZkU/fDeXDCmK73X7u3LlPP/3Uz8+Pw+HQ6fQzZ87U1NQQicRjx4598MEHcXFxFy9eJJPJJSUlDQ0NMTExH374oaurK41GG29thWgMW5f6u6v15ZFvhB2Hxn82txnIaLyTmbPw5TGLbsssc53coPqmepHZu3Ln3vyFC9Y/v7649w1r/3YpkQ4cPAmTcyMkWbxfXaYnT3KUq3NnK49xVF+W9R7jqDzzZe4spRdPHFCXniuOvvytYRtDsK2yiaCbt8eYCtLxtjp83Yhf7Si+agh//lJA85h/zSVsWZ9v5SD2vC68rahQw5hb2qTwYDQaPT09nZycXF1d5//fCwiCILFYvGvXLicnp7y8fwvIrVZrbGysk5PT7t27NxksX1hY/sod3rtvLT1rp1/Tj0ivXq+Sbrftn0vumtzNHtxNueBOr09NXT7kcs8DtF17zpTRDp4XTGYjrzs1Tu1yQnoYz6Yg0hVgjhBBFnpRRWAOHyAIgQwhnkM9IT8Ur3VhqpN23Ck0mteYmlNxmsPRnV/50kuRORIwm48kibxoQjCnE5krBDKE/jzSCfnheK1rdV+eeTPtYFVV1QcffLDR1/0Os9mcnJzs5ub2wODA5cuX/f39N00Ngy2WdSLFhgDNnfxNPv2xsc/NmZtb4Ic8SyoqKpKSkuYfcDezWGxyxapUplOoZF8wF/6z7MZL3OtB7TAM2xfmHfEkDn46LDZLRS81Ru5yQvwlrpALEqUARYIki7yYMgRDBpAkyNwuLLswWuQepzhS1ZdnNG+5bd8irdS0SpJHJhoOx4iP+LEKUdkykChGkYTIfBFIFaJIQjSRH1hAiFUcSux1rTRQNzUwmJmZaWxsfPj4+Pj4RjzmDp7YZrcvPZX5U7t9ncaA975588g/7t73Nz47O/vuu+86OTlRqd+TPNg13UuvvjH9yt4Laam6YtFNVLPwf0nLPQ4dsYOnwdzSNE2eGtLI9C3XYCsHfMt0PqV6TN2wT0WvT6EKU6b3LtGG1bFoktTZO1PbXGfLHcH4rf58VVpEe2FodW9wmSG4vC+0eiCkcST4/HBQ9WBow3hYgyGyLZ+rJt5a2lzhOzcwpIhPsN+48cDxqcYmQ1Ky6Wet9m0JBJnOVRr3/UX4P+9lJyVVVFQ0NjZqNBoymbxv375du3ZhMBiRSKTX6yUSiUqlqko8efP1t5c/O7Tx7mBZXJNcFGg726F1R1HQwU+LzW5TXmvNVodE8mP9ilqwnF5svtqXpfYt7MYyVFiawpekxPPqo/gR2bog0VideaeqIbvd3j0lTJXgvmlKwRaK0AVqb06XT6EKfa7Hl6vyZWp8mN0BRa0R/OgMadDwTPfDCmLIZFo9mWx97c3VhJPwffZB9tnZJU/A8ufXjQXFmxTbnwXW122XRuZGRikUyquvvvrb3/7W2dl5aGhodHR0YGBgYmKiqqrqD3/4w+9///v09PSJsTHjpRFocuq7s5cbGqb/+u5qVBz0E0xYOXDwHSaLKU8Re7J/Q0FMROeIQbIEyJMCTCmKKgQpYlSOyJ9HjFceODXkSlZE7LhTuGZayZWHnTQ4x0kO+3E4YI4MRRYCdDGSJQMpYoAsweTyQ0rS4lSfnho8wtOmPawghiyWtdRM+J3311LSvpdKurRsDo+0v/eRqa4BfrYxGo3+/v6//vWvkUjk/ccnJydfeeWV3/zmN/X19Q+fZaLQ4FffuHvkS/tT9Ed38AIC2SHpWGOyAojsDMFz6zFkDYbe5U2XYQqVaLbcmy5Fs5RYVn1Ee9iZLpR0omnH00Qmi7F2gHFag4zsCMCy6jC5CgxBiiGK0UwJKk+KJskxFLV/YWmU0Cdd6yscq7VaNlENQUtLFn0v9H3VsNVqXbwyZrl8GfqZzAJ3xNzcXHp6+gOiJhiGBwcH5XL5phaJtpvT61SaWSja/k1nZ2URBw42Y27pJruL8k1bVXjzlaDGseCGkbDGy2Ft10IvXA49PxhyfjSkdiCqrbJATX7MtNKbC+N5krOBdUVgmRYo1mKKVd5lPaj6YUxFj3eh2rtqAFOmD2lgcOS5d1Z28KdXUFAQGRm5/PxYzTE3bVs8AZDZYmpoNTJpRi7NqlQ/o9siB888Vpu1opcSpz58Qvx3PxYTSZCAJD6QJ/RkSgGiECQIUJkifD47WuKWoHMp1mWtm3bYIzBbTXUDzJMyj7AWPwyz1pPUjaBIvfIVnuwuJFmMIIsBohhbUBApRJxUePAvn98mGv1+enp6/va3v+3atau7u/sxH/3pYpTIhl3cVrkFP9YFbcND63kZa6n/DVW8AtX/cSXxQ2M+A3LEbzrYOWariak6laB3jpEfxHOpYJoUzBWBBAFA5QNkAZArQmUL8CxajPTQyT4XpiZpZW2H2USrpnvZsuB4vXOM+Asck4XMkAI5QoDAR1KFSEInkCMA00WBhakxyk8TDa48beq68ZEmOqenp+Pi4o4dOzY2Nrb96ME22O12gUBAIpHUavX9xzUazejov3wKLBZLW1vbw6LjsbGxvLy8mpqapS3CC5qamu6fTl1NOAnvfXPp4GFoh/Z4EARVVlZKH1IZrZcWrZNfgf+5B767B17eA4++fC/kXdvkg20UBw4ehWtzQ3R1Br6ZgSpRoLg9mAIdWNyLqh5Gl/ehinvBylHwnC64hcfREq7OD28TF7BFpxCGVFfbUwR+QQ2nkew2L5rciyb1pEm/Lta4sxVeNJkHUwVwW4IaYrIkEZf/2ffou1wqlUqhUCAIeryNsd1uLy4uxmKxJSUlycnJ33777fDwcGdn55UrV1JSUng83vj4+MrKysDAAJfLVSqVarVaLBZvRJ6PjY1tDL1nZmaWl5fPzMwYjcbR0dGNQXeJRLKwsIDBYGZmZoaGhlQqldFotOv06+GRxvIKaOdrVlJSEpvNvv8ItLK2lhEF6/4Lnt8DXd8DTe2B7+xZL/2TsZgJ2Z5de0UHzyyXZnvSRWFBF06B3DYvjhrBVHhylB7lPQi2CkGXAPkqgNUe0nwyVehvuKGAt7YC2rIuMP7PPlpXGq6x0Kuk26N00KtA71Wo96wc9CzUI9hdnmwNokjk35Sbr8y4eXv80e+bQCAwmcydPet9zM/Px8TEfDeM3NfXh0KhkpOTQ0NDw8LCSCRSREQEi8U6depUZmZmdHT0sWPHfH19S0tLYRjmcDjZ2dkbJy4uLsbGxlZXV8fExFRUVAQFBZFIJL1e7+PjU1paevTo0a+//jo/Px+GYchiebwFKy0trbCwEIbhubk5uVx+69YtyG5fPRsPS/8IL+yBru+BbuyBF/asnd5rkXY99hfi4IXFZDEx1KfidS6x8gP+XDKYLgVyhUiKAEkTggQ+kiQCs/j+XEKs4sDJPhe6OmZ5bYedwnXzKk0ZE6s5HM3/O5ZeAGRKwGwRkiREUkVgpgDI4YPpAv/CrBOKzxP0rmU9ucZHnpwjEAjbxBD+IKurqykpKadPnx4cHJTJZE1NTTgcrq2tLSwsDIPBVFZWpqSkfPTRR62trQkJCQEBAVwul8fjnTlzBobhjo4OPz8/jUajUCjGxsYYDMbHH39cWVnJZDJPnTplMBhu3rzp7u6ekpKyb98+V1dXKpVqeYJGRmpqam1t7dDQUEhISGho6MTEBAzDxooKc+Zb8NTL8NIe+PYeuP+/Vk4esegfTPVz4OAHsVotF4YKTik9IgSgD68EmSMHSCKQIPLKV3jR5EiCxIuo8mafO97pfUYNNA7zjOadppWa15nqU4k9h08IvvTLL0LlSFFkIUgRIlgyME8AkEUoktCflxcrc43vdqkf5FmsjxorlpWVtfGbfGyGhoZiYmJiY2PT09NHR0ezs7Pj4+OJRCKDwTAYDDqdLisra21traSkhMPhSKVSmUxWW1sLw7DZbCaRSNHR0SdOnFCpVP39/W5ubnNzc1euXElMTExLS9sYfe/p6cnMzKTT6VevXn3sm7Rarbm5ucePHw8JCSkvL7//o3VCqinzL1D1H23MV9aTPzJJnsZwhINfJAtLszRJml8dC1GiRpT2IAqVXsXdnucHPEv1SJ7Ko0SPKNbi69g0Sdq3d7arPW25I5iaH6XJ08JaKgLrR4KqR4JqRwJrhoOaxwPqR/zO9ePOX8Kf7w1vK+AoKYv3dpBKIpVKhULhDh50M0wm0/j4+EZ90WQyzc7OGo3G1dVVi8UCQdCGOmJtbW11ddVkMplMpvtfVaampjZy0BobG+vr6zcusry8PDs7C0HQRgVhZWVldvaJIliNRuPZs2f379/P5z/4I7fPfmu62LFeyjMVl5vFimfcZ93BM4vVZuOPnj+r9IngB+K4Nei8bjRVBjDkKLYSQ5SiKCIUUYrlnIvkY1PUYMulkh17DdlsVslYfZoKF9GSiCvo9OF2Y1lKH263T3G3L0uDoSu9qWp8UV2E4JtMVbDuuugHPIjvY2xs7BkJpb5169ZPZ1a5tLT0j3/8Izk5+Se6vgMHJrORpopP7HWJ7/okoIgEZklAkhgkiwC6BKSIQJIYnSH055JilQdO9rnmKWOWVneYVrpqWsmSBCcNHI6XHvLnskGiAk0RoGgiJEuGoghBihiTyw8uSY9X/y15+AhPm7r+yGmlNBrtr3/9q8Fg2FE8+fOFzWYTCoX79+/f3nLbgYMnA9JNic5I0MdbI3x5TWhaF4ohRTFlQIkW4ClAuhxgqdCc1vCm2LMSnH5Kuk2Y6JYJZReHi9M02KiOKDy72Zek9MlTYmkKbEGXD1ONpalx7G7/4rooQUhmd5B6ssP+aMnlt2/fDggIePnll9PT0x+9oPjccefOHS8vr9dff72srGwb8bYDB0/It3cnOWri8bbikLr+kPqxkPMDIef7Qy+OhVQPB5XoAkt7gs5potq53O7cqcXLO/YagmH45sI4XZZ+vKkMX9mLr+jxr+wJqOnzbxkPqBkIqDQE148G1PRGtLJ5SvKde486Izw/P9/c3JyYmCgWi3/BQnqj0RgcHLxr167i4uJNZw0cOHhyLBZzUXdGnNY5RnIYz6ahssRgLh8gCxF0EZAjAHKFYIYIz6KfkDkn9rpwtKdXjTvMKTRZjMW6rFiFS1QHwodZgSR2IaliRL4UwVaAFDFAlaCIInwB/YTMLV7lemGwYJvAg4cJDw9vaWnZ8UM/V8hkMgaDcf8Ri8UyNzf3QsVmOPhJsVgtBdqMBL1zjOwLfw4NlSFBEYQgUQgwREAeH0XsRBEFeBYzRnIkscelSJ+xZtzhHMGq6R5RHhHXfTha6OqbzwUypECOAMjlAxQBQBAA2WIwXRhQkBXTdTChx7VEl72j1/ukpCQul7vjh35+gMxmk0RqVH9vVsJisWRnZz95f8SBgw0gCJq5M8FSkcJbSwJr+/2rLvlXDQfXXg5uvhJw4XJQ9UBg3Whgw2BEWxlPQ5reVtq3pddQ/01lruxESEMOmidEMbrQLAWGp0JX9KCLdWieClU+gCmThF7MpHel3Fgc29HbfUNDw+nTp+/e/cV68llU6vW331n+7HNr3/fkQEQiMTk52bFHcPBjob8hSZaC4a0RWM5FJFuDzpeh2UqwsBudr8BQFRiyGsto+qYt4owCpbzatk0fb8u6gAMHDl4QHKuAAwcvOv8H+zbyRck0svgAAAAASUVORK5CYII=&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;C&lt;sub&gt;4 &lt;/sub&gt;Plants&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Times New Roman&#39;, serif;&quot;&gt;: Many plants begin the Calvin cycle with a 4 carbon compound instead of a 3 carbon compound. These are called the C&lt;sub&gt;4 &lt;/sub&gt;plants. They include the grasses ( sugar cane and corn). These plants live in areas that are very hot and semiarid. The intermediate process is shown below and the product is then introduced to the bundle sheath cells where the Calvin cycle will take place. &lt;/span&gt;&lt;/div&gt;In hot and dry conditions, plants close their &lt;a href=&quot;http://en.wikipedia.org/wiki/Stomata&quot; title=&quot;Stomata&quot;&gt;stomata&lt;/a&gt; to prevent the loss of water. Under these conditions, CO&lt;sub&gt;2&lt;/sub&gt; will decrease, and oxygen gas, produced by the light reactions of photosynthesis, will decrease in the stem, not leaves, causing an increase of &lt;a href=&quot;http://en.wikipedia.org/wiki/Photorespiration&quot; title=&quot;Photorespiration&quot;&gt;photorespiration&lt;/a&gt; by the &lt;a href=&quot;http://en.wikipedia.org/wiki/Oxygenase&quot; title=&quot;Oxygenase&quot;&gt;oxygenase&lt;/a&gt; activity of &lt;a href=&quot;http://en.wikipedia.org/wiki/Rubisco&quot; title=&quot;Rubisco&quot;&gt;ribulose-1,5-bisphosphate carboxylase/oxygenase&lt;/a&gt; and decrease in carbon fixation. Some plants have &lt;a href=&quot;http://en.wikipedia.org/wiki/Evolution&quot; title=&quot;Evolution&quot;&gt;evolved&lt;/a&gt; mechanisms to increase the CO&lt;sub&gt;2&lt;/sub&gt; concentration in the leaves under these conditions.&lt;br /&gt;
&lt;a href=&quot;http://en.wikipedia.org/wiki/C4_carbon_fixation&quot; title=&quot;C4 carbon fixation&quot;&gt;C&lt;sub&gt;4&lt;/sub&gt; plants&lt;/a&gt; chemically fix carbon dioxide in the cells of the &lt;a href=&quot;http://en.wikipedia.org/wiki/Mesophyll&quot; title=&quot;Mesophyll&quot;&gt;mesophyll&lt;/a&gt; by adding it to the three-carbon molecule &lt;a href=&quot;http://en.wikipedia.org/wiki/Phosphoenolpyruvate&quot; title=&quot;Phosphoenolpyruvate&quot;&gt;phosphoenolpyruvate (PEP)&lt;/a&gt;, a reaction catalyzed by an enzyme called &lt;a href=&quot;http://en.wikipedia.org/wiki/PEP_carboxylase&quot; title=&quot;PEP carboxylase&quot;&gt;PEP carboxylase&lt;/a&gt;, creating the four-carbon organic acid &lt;a href=&quot;http://en.wikipedia.org/wiki/Oxaloacetic_acid&quot; title=&quot;Oxaloacetic acid&quot;&gt;oxaloacetic acid&lt;/a&gt;. Oxaloacetic acid or &lt;a href=&quot;http://en.wikipedia.org/wiki/Malate&quot; title=&quot;Malate&quot;&gt;malate&lt;/a&gt; synthesized by this process is then translocated to specialized &lt;a href=&quot;http://en.wikipedia.org/wiki/Bundle_sheath&quot; title=&quot;Bundle sheath&quot;&gt;bundle sheath&lt;/a&gt; cells where the enzyme &lt;a href=&quot;http://en.wikipedia.org/wiki/RuBisCO&quot; title=&quot;RuBisCO&quot;&gt;RuBisCO&lt;/a&gt; and other Calvin cycle enzymes are located, and where CO&lt;sub&gt;2&lt;/sub&gt; released by &lt;a href=&quot;http://en.wikipedia.org/wiki/Decarboxylation&quot; title=&quot;Decarboxylation&quot;&gt;decarboxylation&lt;/a&gt; of the four-carbon acids is then fixed by RuBisCO activity to the three-carbon sugar &lt;a href=&quot;http://en.wikipedia.org/wiki/3-phosphoglyceric_acid&quot; title=&quot;3-phosphoglyceric acid&quot;&gt;3-phosphoglyceric acids&lt;/a&gt;. The physical separation of RuBisCO from the oxygen-generating light reactions reduces photorespiration and increases CO&lt;sub&gt;2&lt;/sub&gt; fixation and, thus, &lt;a href=&quot;http://en.wikipedia.org/wiki/Photosynthetic_capacity&quot; title=&quot;Photosynthetic capacity&quot;&gt;photosynthetic capacity&lt;/a&gt; of the leaf.&lt;a href=&quot;http://en.wikipedia.org/wiki/Photosynthesis#cite_note-Taiz-20&quot;&gt;&lt;sup&gt;[21]&lt;/sup&gt;&lt;/a&gt; C&lt;sub&gt;4&lt;/sub&gt; plants can produce more sugar than C&lt;sub&gt;3&lt;/sub&gt; plants in conditions of high light and temperature. Many important crop plants are C&lt;sub&gt;4&lt;/sub&gt; plants, including maize, sorghum, sugarcane, and millet. Plants that do not use PEP-carboxylase in carbon fixation are called &lt;a href=&quot;http://en.wikipedia.org/wiki/C3_carbon_fixation&quot; title=&quot;C3 carbon fixation&quot;&gt;C&lt;sub&gt;3&lt;/sub&gt; plants&lt;/a&gt; because the primary carboxylation reaction, catalyzed by RuBisCO, produces the three-carbon sugar 3-phosphoglyceric acids directly in the Calvin-Benson cycle. Over 90% of plants use C&lt;sub&gt;3&lt;/sub&gt; carbon fixation, compared to 3% that use C&lt;sub&gt;4&lt;/sub&gt; carbon fixation&lt;sup&gt;.&lt;/sup&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;sup&gt;CAM PHOTOSYNTHSIS&lt;/sup&gt;&lt;br /&gt;
&lt;sup&gt;&amp;nbsp;&lt;/sup&gt;  &lt;br /&gt;
&lt;a href=&quot;http://en.wikipedia.org/wiki/Xerophytes&quot; title=&quot;Xerophytes&quot;&gt;Xerophytes&lt;/a&gt;, such as &lt;a href=&quot;http://en.wikipedia.org/wiki/Cacti&quot; title=&quot;Cacti&quot;&gt;cacti&lt;/a&gt; and most &lt;a href=&quot;http://en.wikipedia.org/wiki/Succulents&quot; title=&quot;Succulents&quot;&gt;succulents&lt;/a&gt;, also use PEP carboxylase to capture carbon dioxide in a process called &lt;a href=&quot;http://en.wikipedia.org/wiki/CAM_photosynthesis&quot; title=&quot;CAM photosynthesis&quot;&gt;Crassulacean acid metabolism&lt;/a&gt; (CAM). In contrast to C&lt;sub&gt;4&lt;/sub&gt; metabolism, which &lt;i&gt;physically&lt;/i&gt; separates the CO&lt;sub&gt;2&lt;/sub&gt; fixation to PEP from the Calvin cycle, CAM &lt;i&gt;temporally&lt;/i&gt; separates these two processes. CAM plants have a different leaf anatomy from C&lt;sub&gt;3&lt;/sub&gt; plants, and fix the CO&lt;sub&gt;2&lt;/sub&gt; at night, when their stomata are open. CAM plants store the CO&lt;sub&gt;2&lt;/sub&gt; mostly in the form of &lt;a href=&quot;http://en.wikipedia.org/wiki/Malic_acid&quot; title=&quot;Malic acid&quot;&gt;malic acid&lt;/a&gt; via carboxylation of &lt;a href=&quot;http://en.wikipedia.org/wiki/Phosphoenolpyruvate&quot; title=&quot;Phosphoenolpyruvate&quot;&gt;phosphoenolpyruvate&lt;/a&gt; to oxaloacetate, which is then reduced to malate. Decarboxylation of malate during the day releases CO&lt;sub&gt;2&lt;/sub&gt; inside the leaves, thus allowing carbon fixation to 3-phosphoglycerate by RuBisCO. Sixteen thousand species of plants use CAM.&lt;a href=&quot;http://en.wikipedia.org/wiki/Photosynthesis#cite_note-22&quot;&gt;&lt;sup&gt;&lt;/sup&gt;&lt;/a&gt;&lt;br /&gt;
&lt;h4&gt;&lt;span class=&quot;mw-headline&quot;&gt;In water&lt;/span&gt;&lt;/h4&gt;&lt;span style=&quot;font-family: Calibri, sans-serif; font-size: 11pt; line-height: 115%;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Cyanobacteria&quot; title=&quot;Cyanobacteria&quot;&gt;Cyanobacteria&lt;/a&gt; possess &lt;a href=&quot;http://en.wikipedia.org/wiki/Carboxysome&quot; title=&quot;Carboxysome&quot;&gt;carboxysomes&lt;/a&gt;, which increase the concentration of CO&lt;sub&gt;2&lt;/sub&gt; around RuBisCO to increase the rate of photosynthesis. This operates by &lt;a href=&quot;http://en.wikipedia.org/wiki/Carbonic_anhydrase&quot; title=&quot;Carbonic anhydrase&quot;&gt;carbonic anhydrase&lt;/a&gt;, producing hydrocarbonate ions (HCO&lt;sub&gt;3&lt;/sub&gt;&lt;sup&gt;–&lt;/sup&gt;), which are then pumped into the carboxysome, before being processed by a different carbonic anhydrase to produce CO&lt;sub&gt;2&lt;/sub&gt;.&lt;a href=&quot;http://en.wikipedia.org/wiki/Photosynthesis#cite_note-23&quot;&gt;&lt;sup&gt;[24]&lt;/sup&gt;&lt;/a&gt; &lt;a href=&quot;http://en.wikipedia.org/wiki/Pyrenoid&quot; title=&quot;Pyrenoid&quot;&gt;Pyrenoids&lt;/a&gt; in &lt;a href=&quot;http://en.wikipedia.org/wiki/Algae&quot; title=&quot;Algae&quot;&gt;algae&lt;/a&gt; and &lt;a href=&quot;http://en.wikipedia.org/wiki/Hornwort&quot; title=&quot;Hornwort&quot;&gt;hornworts&lt;/a&gt; also act to concentrate CO&lt;sub&gt;2&lt;/sub&gt; around rubisco.&lt;/span&gt;&lt;sup&gt; &lt;/sup&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Photosynthesis#cite_note-sage-21&quot;&gt;&lt;sup&gt;&lt;/sup&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://biolojoy.blogspot.com/feeds/3865317035457043263/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biolojoy.blogspot.com/2011/12/photosynthesis-light-independent.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/3865317035457043263'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3562031019475876056/posts/default/3865317035457043263'/><link rel='alternate' type='text/html' href='http://biolojoy.blogspot.com/2011/12/photosynthesis-light-independent.html' title='Photosynthesis- Light Independent Reaction or CALVIN CYCLE'/><author><name>joygtablante</name><uri>http://www.blogger.com/profile/11675244960135409528</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>