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    <title>Sensation &amp; Perception - Psych 3103/5103</title>
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    <id>tag:www.psychologicalscience.com,2009-11-19:/perception//7</id>
    <updated>2012-05-09T09:26:21Z</updated>
    <subtitle>This is the official website for our hybrid class in sensation &amp; perception</subtitle>
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    <id>tag:www.psychologicalscience.com,2012:/perception//7.3055</id>

    <published>2012-05-09T09:26:02Z</published>
    <updated>2012-05-09T09:26:21Z</updated>

    <summary></summary>
    <author>
        <name>Otto</name>
        
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<entry>
    <title>Topical Blog Week #14 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/04/topical-blog-week-14-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3044</id>

    <published>2012-04-14T12:25:22Z</published>
    <updated>2012-04-14T12:27:11Z</updated>

    <summary><![CDATA[ What I would like you to do is to choose any topic related to any aspect of Sensation &amp; Perception and search the internet for material on that topic. You might, for example, find people who are doing research...]]></summary>
    <author>
        <name>Otto</name>
        
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<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3"><b>What
 I would like you to do is to choose any topic related to any aspect of Sensation &amp; Perception and search the internet for material on that topic. </b><br /></font></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into Sensation &amp; Perception, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Let me know if you have any questions.</font></p>
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<entry>
    <title>Reading Activity Week #14 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/04/reading-activity-week-14-due-monday-1.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3043</id>

    <published>2012-04-14T12:22:20Z</published>
    <updated>2012-04-14T12:24:53Z</updated>

    <summary>Please look through the remaining chapters in the book. Pick one of those remaining chapters and read it. After reading the chapter you chose, please respond to the following questions: Why did you choose that chapter?What were three things from...</summary>
    <author>
        <name>Otto</name>
        
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" alt="" /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Please
 look through the remaining chapters in the book. Pick one of those remaining chapters and read it. 
After reading the chapter you chose, please respond to the following questions:</font><br /></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal">Why did you choose that chapter?</p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post. 

  
         
         
         
         
         
         
         ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #13 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/04/topical-blog-week-13-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3039</id>

    <published>2012-04-08T18:30:11Z</published>
    <updated>2012-04-08T18:31:23Z</updated>

    <summary> What I would like you to do is to find a topic from the chapter you read so far in class that you were interested in and search the internet for material on that topic. You might, for example,...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
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            <p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" height="400" width="400" /></font></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 I would like you to do is to find a topic from the chapter you read so far in class that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Let me know if you have any questions.</font></p>
        </div>



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    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #12 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/04/topical-blog-week-12-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3026</id>

    <published>2012-04-01T21:24:29Z</published>
    <updated>2012-04-01T21:25:07Z</updated>

    <summary><![CDATA[ Topics&nbsp;in the News? What I would like you to do is to start applying what we are learning in class to real world matters. Some might ask, "What good is learning psychology if we can't apply it to real...]]></summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<p style="LINE-HEIGHT: normal; MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><font face="Calibri"><span style="COLOR: black; FONT-SIZE: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: 'Times New Roman'"><img src="http://bisnow.files.wordpress.com/2009/11/news.gif" /></span></font></p><font face="Calibri"><span style="COLOR: black; FONT-SIZE: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri; mso-bidi-font-family: 'Times New Roman'">
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">Topics&nbsp;in the News?</span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">What
 I would like you to do is to start applying what we are learning in 
class to real world matters. Some might ask, "What good is learning 
psychology if we can't apply it to real world matters?" So that is what 
we are going to do with this topical blog assignment. </span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">What I would like you to do is to either go to NPR (<a href="http://www.npr.org/"><font color="#921712">http://www.npr.org/</font></a> ), the BBC (<a href="http://www.bbc.co.uk/"><font color="#921712">http://www.bbc.co.uk/</font></a> ) or any news site listed at the bottom of this page (<a href="http://www.huffingtonpost.com/"><span style="COLOR: purple">http://www.huffingtonpost.com/</span></a>
 listed in their news sources) and read, watch, or listen to something 
that is interesting to you and relates to what we have been learning in 
the class.</span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">Please respond the blog by BRIEFLY telling us in essay format:</span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">What
 your topic is and what the piece you chose was. Why you picked it (what
 made it interesting for you) and what did you expect to see. What did 
you find most interesting about the piece</span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">Next
 discuss IN DETAIL how it relates to the class using terms, terminology,
 and concepts that we have learned so far in class. Include definitions.</span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">Please
 make sure you use the terms, terminology and concepts you have learned 
so far in the class. It should be apparent from reading your post that 
you are a college student well underway in a course in psychology.</span><span style="COLOR: black"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">Include the URL in your post. </span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">Make a list of key terms and concepts you used in your post.</span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">Let me know if you have any questions.</span><span style="COLOR: #333333"></span></p>
<p style="MARGIN: 0in 0in 10pt; BACKGROUND: white" class="MsoNormal"><span style="COLOR: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri">--Dr. M</span></p></span></font> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #12 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/04/reading-activity-week-12-due-monday-1.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3025</id>

    <published>2012-04-01T21:22:47Z</published>
    <updated>2012-04-01T21:23:22Z</updated>

    <summary>Please read chapter 11. After reading chapter 11, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they interesting to you? Which one thing did you find the least interesting?...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
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" alt="" /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Please
 read chapter 11. 
After reading chapter 11, please respond to the following questions:</font><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post. 

  
         
         
         
         
         
         ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #11 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/03/topical-blog-week-11-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3019</id>

    <published>2012-03-25T10:55:44Z</published>
    <updated>2012-03-25T10:56:12Z</updated>

    <summary> What I would like you to do is to find a topic from the chapter you read for Monday that you were interested in and search the internet for material on that topic. You might, for example, find people...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
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            <p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" height="400" width="400" /></font></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 I would like you to do is to find a topic from the chapter you read for Monday that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Let me know if you have any questions.</font></p>
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #11 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/03/reading-activity-week-11-due-monday-1.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3018</id>

    <published>2012-03-25T10:54:17Z</published>
    <updated>2012-03-25T10:55:07Z</updated>

    <summary>Please read chapter 10. After reading chapter 10, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they interesting to you? Which one thing did you find the least interesting?...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
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" alt="" /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Please
 read chapter 10. 
After reading chapter 10, please respond to the following questions:</font><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post. 

  
         
         
         
         
         ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #10 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/03/topical-blog-week-10-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3014</id>

    <published>2012-03-18T13:33:56Z</published>
    <updated>2012-03-18T13:34:23Z</updated>

    <summary> What I would like you to do is to find a topic from the chapter you read for Monday that you were interested in and search the internet for material on that topic. You might, for example, find people...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
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            <p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" height="400" width="400" /></font></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 I would like you to do is to find a topic from the chapter you read for Monday that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Let me know if you have any questions.</font></p>
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #10 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/03/reading-activity-week-10-due-monday-1.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3013</id>

    <published>2012-03-18T13:32:27Z</published>
    <updated>2012-03-18T13:33:37Z</updated>

    <summary>Please read chapter 9. After reading chapter 9, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they interesting to you? Which one thing did you find the least interesting?...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
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" alt="" /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Please
 read chapter 9. 
After reading chapter 9, please respond to the following questions:</font><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post. 

  
         
         
         
         ]]>
        
    </content>
</entry>

<entry>
    <title>I got to thinking....</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/03/i-got-to-thinking.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.3002</id>

    <published>2012-03-05T14:34:37Z</published>
    <updated>2012-03-05T14:40:12Z</updated>

    <summary>This is where you can relate some things you were thinking about during spring break that relates to what we are learning in class. This is an extra credit assignment so you don&apos;t have to think during spring break, but...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[This is where you can relate some things you were thinking about during spring break that relates to what we are learning in class. This is an extra credit assignment so you don't have to think during spring break, but if you do : -) <br /><br />Also I was going to put up a picture of spring break, but when I googled spring break for images I realized that I it might not be a good idea to post any of the ones that came up...wow!<br /><br /> ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #9 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/03/topical-blog-week-9-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2999</id>

    <published>2012-03-05T14:27:51Z</published>
    <updated>2012-03-05T14:28:23Z</updated>

    <summary> What I would like you to do is to find a topic from the chapter you read for Monday that you were interested in and search the internet for material on that topic. You might, for example, find people...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" height="400" width="400" /></font></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 I would like you to do is to find a topic from the chapter you read for Monday that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Let me know if you have any questions.</font></p>
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #9 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/03/reading-activity-week-9-due-monday-1.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2998</id>

    <published>2012-03-05T14:24:14Z</published>
    <updated>2012-03-05T14:27:03Z</updated>

    <summary>Please read chapter 8. After reading chapter 8, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they interesting to you? Which one thing did you find the least interesting?...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<p style="margin: 0in 0in 10pt;" class="MsoNormal"><img 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" alt="" /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Please
 read chapter 8. 
After reading chapter 8, please respond to the following questions:</font><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post. 

  
         
         
         ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #8 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/02/topical-blog-week-8-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2989</id>

    <published>2012-02-27T09:31:16Z</published>
    <updated>2012-02-27T09:31:46Z</updated>

    <summary> What I would like you to do is to find a topic from the chapter you read for Monday that you were interested in and search the internet for material on that topic. You might, for example, find people...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" height="400" width="400" /></font></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 I would like you to do is to find a topic from the chapter you read for Monday that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Let me know if you have any questions.</font></p>
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #8 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/02/reading-activity-week-8-due-monday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2988</id>

    <published>2012-02-27T09:29:57Z</published>
    <updated>2012-02-27T09:30:50Z</updated>

    <summary>Please read chapter 7. After reading chapter 7, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they interesting to you? Which one thing did you find the least interesting?...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<p style="margin: 0in 0in 10pt;" class="MsoNormal"><img alt="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" src="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Please
 read chapter 7. 
After reading chapter 7, please respond to the following questions:</font><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post. 

  
         
         ]]>
        
    </content>
</entry>

</feed>
