<?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-6582118617421621408</id><updated>2024-09-21T12:53:36.381-07:00</updated><category term="Sketch 2011-12"/><category term="Sketch Assignment"/><category term="Art Slideshow"/><category term="Mask"/><category term="Linear Perspective"/><category term="Gargoyles"/><category term="Pacific Northwest Coast"/><category term="Artist Research"/><category term="Atmospheric Perspective"/><category term="Box Template"/><category term="Caricature"/><category term="Cartoon Features"/><category term="Cartooning"/><category term="Mona Lisa"/><category term="Neutral Cityscapes"/><category term="Notan"/><category term="Pattern"/><category term="Portrait Rules"/><category term="Scratch Art"/><category term="Sketchbook"/><category term="Slide Show Tutorial"/><category term="Typography"/><category term="Upside down drawing"/><category term="Van Gogh"/><category term="color"/><category term="right brain"/><title type='text'>Appreciating Art</title><subtitle type='html'>A Website devoted to the 7th and 8th grade art students of La Cañada High School</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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>80</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-4308284854150803639</id><published>2013-11-01T10:25:00.000-07:00</published><updated>2013-11-01T06:36:05.998-07:00</updated><title type='text'>Welcome to the Art 8 Class</title><content type='html'>
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Do You Ever Feel Like You&#39;re Having A Bad Day?&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;Don&#39;t worry -- I&#39;m here to help...&lt;/span&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&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/AVvXsEj-vw7Hy09cap5ZCqq1ciYY-ojjX9muKc97d-E4FwnDPCN7ISRoY8C61E7EcfIbzUiPw0Nkqbl8MDr11gp6D_gfbpSqqaw-7UhUOTBbXXyRGYDS7vjWwxzCZocILVoqs_5YzzEYQID0tIyG/s1600/edvard-munch-scream.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-vw7Hy09cap5ZCqq1ciYY-ojjX9muKc97d-E4FwnDPCN7ISRoY8C61E7EcfIbzUiPw0Nkqbl8MDr11gp6D_gfbpSqqaw-7UhUOTBbXXyRGYDS7vjWwxzCZocILVoqs_5YzzEYQID0tIyG/s400/edvard-munch-scream.jpg&quot; width=&quot;308&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;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/4308284854150803639/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/4308284854150803639' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/4308284854150803639'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/4308284854150803639'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2013/08/welcome-to-2013-2014-art-8-class.html' title='Welcome to the Art 8 Class'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-vw7Hy09cap5ZCqq1ciYY-ojjX9muKc97d-E4FwnDPCN7ISRoY8C61E7EcfIbzUiPw0Nkqbl8MDr11gp6D_gfbpSqqaw-7UhUOTBbXXyRGYDS7vjWwxzCZocILVoqs_5YzzEYQID0tIyG/s72-c/edvard-munch-scream.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-5677605754334725943</id><published>2013-10-31T06:33:00.000-07:00</published><updated>2013-11-01T06:37:15.703-07:00</updated><title type='text'>Happy Halloween!!</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;embed height=&quot;400&quot; pluginspage=&quot; http://www.macromedia.com/go/getflashplayer&quot; src=&quot;https://5dc9077d-a-62cb3a1a-s-sites.googlegroups.com/site/adiconti/files/halloween%20pumpkins%20art%208%202013.swf?attachauth=ANoY7coypp69ElYBc6hfIeziyMp_1MIGQ3Cx560xGGTTTlXzS7CeEexQhDjNR6okvrtF_nrDy60L7JVxwn-C9IggFTzEBZ6pwsK0WdEiKAhFzxGdg_ENlhcvUWyDso5mopWL6zyEdaDBmoGAtHWNDgY22evWIriHAu8eGHwn8y0cUV9E09UnzkyvHA7wZHOdbQdMau-xETFQTuSUU1yVTw3tsQq3PlOGBKf1g6Y3FC83hhRUq-55xITNh90Eic6I5KaVEgoDtRSP&amp;amp;attredirects=0&quot; width=&quot;550&quot;&gt;&lt;/embed&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/5677605754334725943/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/5677605754334725943' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5677605754334725943'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5677605754334725943'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2013/10/happy-halloween.html' title='Happy Halloween!!'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-5670620080563483156</id><published>2013-06-07T16:49:00.002-07:00</published><updated>2013-06-09T14:59:46.604-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Mask"/><title type='text'>Mask Making 2013</title><content type='html'>&lt;embed getflashplayer=&quot;&quot; go=&quot;&quot; height=&quot;400&quot; http:=&quot;&quot; src=&quot;https://5dc9077d-a-62cb3a1a-s-sites.googlegroups.com/site/adiconti/home/maskfugee.swf?attachauth=ANoY7crYyqq9E4ylesJtfd73qLwfLw6eCaWjYKzbApvf9ad-fK-_XP1hhxb6j8Cmrjpa4f1gKXxL_Z8SOvd8nGP9tj1iKZjAC7CNRrStnN2Ck4XgXtcB8cEtzWtXWjjh5GDcUDEbwuGcvbqEAw2SC0mCkVGXNrGDJQaeIKze8q_g91OLv7_RQKb--VPSfElVo2UxFJ6WPet0qcNIshe7_0HT7apBkStyLQ%3D%3D&amp;attredirects=0&quot; width=&quot;550&quot; www.macromedia.com=&quot;&quot;&gt;&lt;/embed&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/5670620080563483156/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/5670620080563483156' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5670620080563483156'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5670620080563483156'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2013/06/blog-post.html' title='Mask Making 2013'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-510991850045436145</id><published>2013-02-12T11:51:00.001-08:00</published><updated>2013-04-16T13:24:42.986-07:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Dear 8th Grade Art Students,

I am looking forward to a creative school year for 2012-13. I am eager to help you reach your artistic goals!&lt;/b&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/510991850045436145/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/510991850045436145' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/510991850045436145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/510991850045436145'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2013/02/dear-8th-grade-art-studentsi-am-looking.html' title=''/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-8684377756817087168</id><published>2012-06-05T09:30:00.000-07:00</published><updated>2012-06-05T09:34:16.573-07:00</updated><title type='text'>Caricature--revisited</title><content type='html'>What is a Caricature?

Caricature - A representation in which the subject&#39;s distinctive features or peculiarities are deliberately exaggerated to produce a comic or grotesque effect. Also, the art of making such representations.




&lt;iframe width=&quot;420&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/yYn9l3qfdSc&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;




&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;375&quot; mozallowfullscreen=&quot;&quot; src=&quot;http://player.vimeo.com/video/31705410&quot; webkitallowfullscreen=&quot;&quot; width=&quot;500&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/8684377756817087168/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/8684377756817087168' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/8684377756817087168'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/8684377756817087168'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/06/caricature.html' title='Caricature--revisited'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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://img.youtube.com/vi/yYn9l3qfdSc/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-1443413519582672645</id><published>2012-05-20T10:06:00.001-07:00</published><updated>2012-05-20T10:17:08.024-07:00</updated><title type='text'>Last Sketch of the Year: Design A Haida Mask</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Due Date: Block day--&lt;span style=&quot;color: red;&quot;&gt;Wednesday, May 23.
&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
This is a prep drawing for the mask we will be making in class.&lt;br /&gt;
&lt;br /&gt;
Watch the following videos to inspire you and learn about what is the style of Haida.

USING SPECIFIC LINES--LEARN ABOUT THE DESIGN ELEMENTS IN THIS VIDEO

&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/Kc3K-MyH3xg&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
FIND THE PAGES BELOW TO HELP YOU INCORPORATE THE DESIGN ELEMENTS INTO YOUR OWN MASK DESIGN. GO TO THIS LINK AND SCROLL HALF WAY DOWN THE PAGE TO FIND MASKS THAT YOU MAY COPY FOR YOUR OWN. &lt;a href=&quot;http://firstpeoplesofcanada.com/fp_groups/fp_nwc5.html&quot;&gt;&lt;b&gt;GO HERE!&lt;/b&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/1443413519582672645/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/1443413519582672645' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1443413519582672645'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1443413519582672645'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/05/last-sketch-of-year-design-haida-mask.html' title='Last Sketch of the Year: Design A Haida Mask'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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://img.youtube.com/vi/Kc3K-MyH3xg/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-5017902239462371496</id><published>2012-04-25T16:32:00.001-07:00</published><updated>2012-04-25T16:32:24.248-07:00</updated><title type='text'>Sketch #8: Draw a Gargoyle</title><content type='html'>Draw a gargoyle you have chosen from this&lt;a href=&quot;http://dcmemorials.com/Groups_NationalCathedralGargoyles_All.htm&quot;&gt; LINK.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Remember:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;incorporate shading and value (lights and darks)&lt;/li&gt;
&lt;li&gt;use only a pencil (graphite)&lt;/li&gt;
&lt;li&gt;draw big--fill up the space&lt;/li&gt;
&lt;li&gt;show me you put work into this &lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;This will be due on block--May 2, 2012&lt;/b&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/5017902239462371496/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/5017902239462371496' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5017902239462371496'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5017902239462371496'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/04/sketch-8-draw-gargoyle.html' title='Sketch #8: Draw a Gargoyle'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-4404955568063495543</id><published>2012-04-14T19:20:00.001-07:00</published><updated>2012-04-14T19:21:03.273-07:00</updated><title type='text'>Sketch #7: Basic Forms</title><content type='html'>&lt;div style=&quot;color: red;&quot;&gt;
&lt;span style=&quot;color: red; font-size: large;&quot;&gt;Due: Wednesday, April 18th&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;Draw the photo below:&lt;/b&gt; the objective here is to use your pencil to create the values you see on the forms--sphere, cylinder, cube, pyramid, cone, and hexagonal prism.&lt;br /&gt;
&lt;br /&gt;
Build up your values slowly and do your best to show the light effects including reflective lights and core and cast shadows.&lt;br /&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/AVvXsEjaGfpawNrkAaBWTC2LxKutysemSIR87JtqYA5so1MBffBE5xktDZdRPNxSZ43T0eegJa58uMeeAvpGXKq1KQpUEuwR9tBWrrCi5VL_cpuFyYV3jLOtYJ4XuAMFXhMoWGEjjwsYMUuRr9NO/s1600/basic-forms.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaGfpawNrkAaBWTC2LxKutysemSIR87JtqYA5so1MBffBE5xktDZdRPNxSZ43T0eegJa58uMeeAvpGXKq1KQpUEuwR9tBWrrCi5VL_cpuFyYV3jLOtYJ4XuAMFXhMoWGEjjwsYMUuRr9NO/s320/basic-forms.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/4404955568063495543/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/4404955568063495543' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/4404955568063495543'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/4404955568063495543'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/04/sketch-7-basic-forms.html' title='Sketch #7: Basic Forms'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEjaGfpawNrkAaBWTC2LxKutysemSIR87JtqYA5so1MBffBE5xktDZdRPNxSZ43T0eegJa58uMeeAvpGXKq1KQpUEuwR9tBWrrCi5VL_cpuFyYV3jLOtYJ4XuAMFXhMoWGEjjwsYMUuRr9NO/s72-c/basic-forms.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-5116228084256290758</id><published>2012-03-28T15:24:00.002-07:00</published><updated>2013-09-11T09:26:49.864-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Masterpiece Makeover</title><content type='html'>&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Graphic Arts Class:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Use your selection tools to recreate one of the paintings below:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Name: &quot;masterpiece makeover&quot;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Size: 6&quot; width (after you paste in the original)&lt;/b&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Cmd + U to change the color and saturation&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Cmd + T to Transform&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Cmd + J to duplicate layers&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&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/AVvXsEiir3ejROo_LWZ5njN2es98Qa7itKWUexkvGrCdkZrxxPiqaU4azHTBQFRtwOp2oFz9BlaFrv884hJV7BmMtlbM1e_L3QTDz3CKp1Fr49HpFPmAaU6tEne0QX1k9zoPpwlzROtFCtjMPqIG/s1600/van-gogh.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;251&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiir3ejROo_LWZ5njN2es98Qa7itKWUexkvGrCdkZrxxPiqaU4azHTBQFRtwOp2oFz9BlaFrv884hJV7BmMtlbM1e_L3QTDz3CKp1Fr49HpFPmAaU6tEne0QX1k9zoPpwlzROtFCtjMPqIG/s320/van-gogh.jpg&quot; width=&quot;320&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;Van Gogh&#39;s &quot;Bedroom at Arles&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&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/AVvXsEioQY60lTK8-x2c0WrQvquaIubq3p006TFm7PKZWbt4ffX_WgtEqxtFhTvgb7dfDSnEsSEB6iur6HE1r4eIQavkKK62YpqK6VxziTtIAY6wMNQfDVcKyBoxclsaOIWBlKHqCSUfHOJD-tnz/s1600/hokusai.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;222&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioQY60lTK8-x2c0WrQvquaIubq3p006TFm7PKZWbt4ffX_WgtEqxtFhTvgb7dfDSnEsSEB6iur6HE1r4eIQavkKK62YpqK6VxziTtIAY6wMNQfDVcKyBoxclsaOIWBlKHqCSUfHOJD-tnz/s320/hokusai.jpg&quot; width=&quot;320&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;Hokusai&#39;s &quot;The Great Wave&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&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/AVvXsEjUh7ght6AH-SR_M54rl3qYDJ1crRzHAjSguRJ0Cckj4d1ApMmrlXKX6HbdR4Fk2EtcQp6Umudaga8LI7rX8jgAqprytly9iHD78u1jTklWUvof9uD-stJwHiJ_mNFAqkN3xKscCP_cUN8P/s1600/rembrandt.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUh7ght6AH-SR_M54rl3qYDJ1crRzHAjSguRJ0Cckj4d1ApMmrlXKX6HbdR4Fk2EtcQp6Umudaga8LI7rX8jgAqprytly9iHD78u1jTklWUvof9uD-stJwHiJ_mNFAqkN3xKscCP_cUN8P/s320/rembrandt.jpg&quot; width=&quot;320&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;Rembrandt&#39;s &quot;Lion Lying Down&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&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/AVvXsEiRRza6sa33hCRis3sYl0nj5NxVi0DPbmk8-y2xnvzfDPHcZ_zyas4-AcpYdcpicF43ZU83Wk60lP1QnykSWceNDLEuvgQtWpmd68pBybRU_HH_dVmqkpibvY57QcUTybC9wipuJQQdqDqS/s1600/lichtenstein.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRRza6sa33hCRis3sYl0nj5NxVi0DPbmk8-y2xnvzfDPHcZ_zyas4-AcpYdcpicF43ZU83Wk60lP1QnykSWceNDLEuvgQtWpmd68pBybRU_HH_dVmqkpibvY57QcUTybC9wipuJQQdqDqS/s1600/lichtenstein.jpg&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;Lichtenstein&#39;s &quot;Drowning Girl&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&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/AVvXsEhYGBojPGcVknld2uhA7REB4xkO0wTahkiygFO9k9hO2HSkwPbbCS4vYZ2Vm3NUAag7Q8S8vLvcOYuc1TiShw0BqANLEIWHX8ix_LPscreZVFz74OaUExE8sXeZHgbHzK9nd6MSJJd5OZ4A/s1600/munch&#39;s.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYGBojPGcVknld2uhA7REB4xkO0wTahkiygFO9k9hO2HSkwPbbCS4vYZ2Vm3NUAag7Q8S8vLvcOYuc1TiShw0BqANLEIWHX8ix_LPscreZVFz74OaUExE8sXeZHgbHzK9nd6MSJJd5OZ4A/s320/munch&#39;s.jpg&quot; width=&quot;260&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;Munch&#39;s &quot;The Scream&quot;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&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/AVvXsEiuZ9H7N_bDpP46Sp5fadv0uN_Uf_pGAKjwMfnl05nhT4tWQqG4DykrZrN-T_peT_6cokq_qXjJYU3Q8PK4UcfcOg4fPt-OFr9yAeq5Zv-fOsC4XRBBzzIybBh5Cs8Ux2te0Fg0Jl4LR1tL/s1600/rockwell.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuZ9H7N_bDpP46Sp5fadv0uN_Uf_pGAKjwMfnl05nhT4tWQqG4DykrZrN-T_peT_6cokq_qXjJYU3Q8PK4UcfcOg4fPt-OFr9yAeq5Zv-fOsC4XRBBzzIybBh5Cs8Ux2te0Fg0Jl4LR1tL/s320/rockwell.jpg&quot; width=&quot;259&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;Rockwell&#39;s &quot;Easter Egg Hunt&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&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/AVvXsEi_Y1e1oS7vqQMMzgzD_PkdwF5MjUS1IGrVGMXkY_JeHaMTJ0K_3eiHo9N2BJMD0OMUkkxAUeQQp_K_eIrnV4LrCL7nRJSdz4a-5W-Ptz9YEz-_x__Xu4ZMh-HoTD6uWEpmZzy4HLgB2rPN/s1600/picasso.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_Y1e1oS7vqQMMzgzD_PkdwF5MjUS1IGrVGMXkY_JeHaMTJ0K_3eiHo9N2BJMD0OMUkkxAUeQQp_K_eIrnV4LrCL7nRJSdz4a-5W-Ptz9YEz-_x__Xu4ZMh-HoTD6uWEpmZzy4HLgB2rPN/s320/picasso.jpg&quot; width=&quot;254&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;Picasso&#39;s &quot;Girl Before A Mirror&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&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/AVvXsEj1fwMbZcVhtflK0KlonGWt-gpM3vCd9aNp_RObAx1yL2HltNUoR0Y18IDVif5tgx47VR14Y7ZIGNb7A2VnZ3ioFeUMn2-8ZJuREUqvW0prSr1c9jdGTulCvJvG29Le3WGA6qpezEFg4qSQ/s1600/degas.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;311&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1fwMbZcVhtflK0KlonGWt-gpM3vCd9aNp_RObAx1yL2HltNUoR0Y18IDVif5tgx47VR14Y7ZIGNb7A2VnZ3ioFeUMn2-8ZJuREUqvW0prSr1c9jdGTulCvJvG29Le3WGA6qpezEFg4qSQ/s320/degas.jpg&quot; width=&quot;320&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;Degas&#39; &quot;Blue Dancers&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&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/AVvXsEi-MOg_LVT9mjSf-POa3xy5qms8bJO6_4z3FofK0zoJ0avZJFCTpD_Xb-BD7HicRgiDjWM342VEGap8Yoqjg9In4yVha7Enqz1E99Wymtk2bJbUhPWEldZgDstqt5zUAauCATFTHja-z2z4/s1600/hopper.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;175&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-MOg_LVT9mjSf-POa3xy5qms8bJO6_4z3FofK0zoJ0avZJFCTpD_Xb-BD7HicRgiDjWM342VEGap8Yoqjg9In4yVha7Enqz1E99Wymtk2bJbUhPWEldZgDstqt5zUAauCATFTHja-z2z4/s320/hopper.jpg&quot; width=&quot;320&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;Hopper&#39;s &quot;Nighthawks&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/5116228084256290758/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/5116228084256290758' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5116228084256290758'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5116228084256290758'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/03/sketch-6-pick-artist.html' title='Masterpiece Makeover'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEiir3ejROo_LWZ5njN2es98Qa7itKWUexkvGrCdkZrxxPiqaU4azHTBQFRtwOp2oFz9BlaFrv884hJV7BmMtlbM1e_L3QTDz3CKp1Fr49HpFPmAaU6tEne0QX1k9zoPpwlzROtFCtjMPqIG/s72-c/van-gogh.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-6545127126445086055</id><published>2012-03-23T18:09:00.000-07:00</published><updated>2012-03-28T17:37:53.147-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #5: Animated Heros</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;Here&#39;s your chance to draw a cartoon!!&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;Find one to draw...but only from this &lt;a href=&quot;http://www.animatedheroes.com/&quot;&gt;link&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Must be in color...&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;due: WED., March 28th.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/6545127126445086055/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/6545127126445086055' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/6545127126445086055'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/6545127126445086055'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/03/sketch-5-animated-heros.html' title='Sketch #5: Animated Heros'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-1851151599235738301</id><published>2012-03-16T08:31:00.002-07:00</published><updated>2012-03-28T17:38:08.798-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #4: Doodle 4 Google</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b style=&quot;color: red;&quot;&gt;Contest Sketch:&lt;/b&gt; The contest is optional, but you must do the sketch.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Turn in the form and drawing by Monday!! &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;March 19th&lt;/span&gt;&lt;/b&gt;...I will go to the post office during 1st period and send in the submissions.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;If you don&#39;t want to participate in the contest, then the sketch is due date on Wednesday, March 21st. Do your sketch in your sketchbook.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Theme: &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;“If I could travel in time, I’d visit...”&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&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/AVvXsEjmwDAO51gLrmgAWfHlrvdZ5GhywRWxPsd-L1svlh4d_VBCRdyvtoKGwPrcHS4izYBO_PUzUPG2URFBhlCDONda76Kp8ecM_4CnxUugVGS06cq3ozGlo9jO1WUVYdQ1XzhlAT4dVahn8yRX/s1600/michael-google.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmwDAO51gLrmgAWfHlrvdZ5GhywRWxPsd-L1svlh4d_VBCRdyvtoKGwPrcHS4izYBO_PUzUPG2URFBhlCDONda76Kp8ecM_4CnxUugVGS06cq3ozGlo9jO1WUVYdQ1XzhlAT4dVahn8yRX/s320/michael-google.jpg&quot; width=&quot;320&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;Michael Park&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&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/AVvXsEj6tk770MZf03nB0_I5fkabSKoGYJ6BGI8y5A2o2KEY1ieNpI0Y-vAysFZx0vPh2SBEv9C7Dm6gTVRlpzZIvCixNm9jn0JsM0Aos2exHVLSrbVK8g1gSDYGt7WoqpeQoh9HnYT3uJHMLUCx/s1600/nick-google.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;201&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6tk770MZf03nB0_I5fkabSKoGYJ6BGI8y5A2o2KEY1ieNpI0Y-vAysFZx0vPh2SBEv9C7Dm6gTVRlpzZIvCixNm9jn0JsM0Aos2exHVLSrbVK8g1gSDYGt7WoqpeQoh9HnYT3uJHMLUCx/s320/nick-google.jpg&quot; width=&quot;320&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;Nick Bell&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&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/AVvXsEie51773vBz1y1Ymse9_ONoirM3HjlXqZ6yS59802GPA0Xqo270cLyM3X03xiZunw1rY5HYBOsjmL0kDGlWy9aASab9-SJz9bIpitPuQvDZQVhC9vGL3CKzjTFwuBXQynTXcP0qhP5Yx63m/s1600/sofia-google.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;199&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie51773vBz1y1Ymse9_ONoirM3HjlXqZ6yS59802GPA0Xqo270cLyM3X03xiZunw1rY5HYBOsjmL0kDGlWy9aASab9-SJz9bIpitPuQvDZQVhC9vGL3CKzjTFwuBXQynTXcP0qhP5Yx63m/s320/sofia-google.jpg&quot; width=&quot;320&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;Sofia Menemenlis&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&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/AVvXsEiu4XhGnX-D0nh_nfngMQVkgEzpZ7pdggqTiEsHYBNuYK7NkRsWSWUVV8o2iepne7_KWyXwblB6_19Bd5U_UnsGmWhMVFDzPQNUXs02uJsQH5Ts1NlTO3FbCXmGLkbO5u__k1qnTtv8WKiY/s1600/kamden-google.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;197&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu4XhGnX-D0nh_nfngMQVkgEzpZ7pdggqTiEsHYBNuYK7NkRsWSWUVV8o2iepne7_KWyXwblB6_19Bd5U_UnsGmWhMVFDzPQNUXs02uJsQH5Ts1NlTO3FbCXmGLkbO5u__k1qnTtv8WKiY/s320/kamden-google.jpg&quot; width=&quot;320&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;Kamden Gray&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;If you are participating in the contest, you must draw on the form. Download the form here: &lt;a href=&quot;http://static.googleusercontent.com/external_content/untrusted_dlcp/www.google.com/en/us/doodle4google/files/forms/3_Google_Doodle_Dotted_Logo.pdf&quot;&gt;FORM&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Go to the link:&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;a href=&quot;http://www.google.com/doodle4google/&quot;&gt;Contest Details and Assignment &lt;/a&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/1851151599235738301/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/1851151599235738301' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1851151599235738301'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1851151599235738301'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/03/sketch-4-doodle-4-google.html' title='Sketch #4: Doodle 4 Google'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEjmwDAO51gLrmgAWfHlrvdZ5GhywRWxPsd-L1svlh4d_VBCRdyvtoKGwPrcHS4izYBO_PUzUPG2URFBhlCDONda76Kp8ecM_4CnxUugVGS06cq3ozGlo9jO1WUVYdQ1XzhlAT4dVahn8yRX/s72-c/michael-google.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-6618092892309194024</id><published>2012-03-05T08:52:00.000-08:00</published><updated>2012-03-28T17:38:22.906-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #3: Registration Handbook</title><content type='html'>DUE: &lt;b style=&quot;color: red;&quot;&gt;March 9, 2012&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Your sketch might be used for the handbook: &lt;br /&gt;
&lt;br /&gt;
Draw the school mascot &quot;Spartan&quot; doing (a) school related activities...&lt;br /&gt;
&lt;br /&gt;
examples:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;wearing a backpack&lt;/li&gt;
&lt;li&gt;playing a sport&lt;/li&gt;
&lt;li&gt;painting at an easel&lt;/li&gt;
&lt;li&gt;&lt;br /&gt;&lt;/li&gt;
&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/6618092892309194024/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/6618092892309194024' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/6618092892309194024'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/6618092892309194024'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/03/sketch-3-registration-handbook.html' title='Sketch #3: Registration Handbook'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-55262202241706581</id><published>2012-02-27T08:53:00.001-08:00</published><updated>2012-02-28T18:58:29.075-08:00</updated><title type='text'>Color Quiz Review</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/AVvXsEhD6Y0XfxRjMH4AIRQTAygUY9Or4n9qxRewF8g-O_YJOPkoRhTzNB7hYB0MrC-Rb8_kEZXz6CItNorCssh15BofVhATTOKagqlAxv6BNeayLiVT9AkJ88uWniwp7pOOZ83QDvPvHC2n1UVv/s1600/color-notes.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/AVvXsEhD6Y0XfxRjMH4AIRQTAygUY9Or4n9qxRewF8g-O_YJOPkoRhTzNB7hYB0MrC-Rb8_kEZXz6CItNorCssh15BofVhATTOKagqlAxv6BNeayLiVT9AkJ88uWniwp7pOOZ83QDvPvHC2n1UVv/s320/color-notes.jpg&quot; width=&quot;247&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/55262202241706581/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/55262202241706581' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/55262202241706581'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/55262202241706581'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/02/color-quiz-review.html' title='Color Quiz Review'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEhD6Y0XfxRjMH4AIRQTAygUY9Or4n9qxRewF8g-O_YJOPkoRhTzNB7hYB0MrC-Rb8_kEZXz6CItNorCssh15BofVhATTOKagqlAxv6BNeayLiVT9AkJ88uWniwp7pOOZ83QDvPvHC2n1UVv/s72-c/color-notes.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-3616165393422591805</id><published>2012-02-17T07:33:00.000-08:00</published><updated>2012-03-28T17:38:37.364-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #2: Logo Re-color</title><content type='html'>Find an existing logo and re-color it. &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Due on Block Day: Wednesday, February 22.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: red;&quot;&gt;
&lt;b&gt;Directions:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: red;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;Find a logo either in a magazine or online: You must cut/print out the original and provide it along with your sketch upon turning it in.&lt;/li&gt;
&lt;li&gt;Use 3 colors that are different from the original. If the original only has one, or two, or even more than 3, alter it so that it now has 3. But an easier approach would be to find a logo that has 3 colors in its original design. Then all you would need to do is copy the design and change the color.&lt;/li&gt;
&lt;li&gt;To color your sketch, you may use pencils, markers and/or crayons.&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
I will be evaluating you on your accuracy, coloring and overall presentation.&lt;br /&gt;
&lt;br /&gt;
See definition/example below to learn about what logo is and looks like:&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: red;&quot;&gt;
&lt;span style=&quot;font-family: Arial; font-size: small;&quot;&gt;What is a logo?&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Arial; font-size: small;&quot;&gt;A logo is ...&lt;/span&gt;&lt;br /&gt;
&lt;i&gt;&lt;span style=&quot;font-family: Arial; font-size: small;&quot;&gt;a name, symbol, or trademark
designed by
a graphic designer for
easy and definite recognition. Short for logogram and logotype.
Sometimes called a corporate identity,
a logo typically appears on a company&#39;s letterhead,
packages, signage,
advertisements, Web
pages, etc.&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-family: inherit; font-size: small;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Below is the original colors of the logo...red and black.&amp;nbsp; The other one below the original is a re-coloring using 3 colors. If you have 3 colors and also want to include black, it will still be considered&amp;nbsp; as 3 colors. &lt;br /&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/AVvXsEgCxByLbWgv6uef8ifuMPCZ5rks14JcN4lloQ3OJIrdps-j6hhsoXlvWCebl-r7JL9lp3CYeQjhcd0v8U92L8nqgM2vXqErEeFYlBVEDeXpCccbAJk4hvUxhwJll8nFWIZFrEipaGU6EgAC/s1600/brooks-logo.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/AVvXsEgCxByLbWgv6uef8ifuMPCZ5rks14JcN4lloQ3OJIrdps-j6hhsoXlvWCebl-r7JL9lp3CYeQjhcd0v8U92L8nqgM2vXqErEeFYlBVEDeXpCccbAJk4hvUxhwJll8nFWIZFrEipaGU6EgAC/s320/brooks-logo.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEBdIKh5YMnUswixkLRuZIFQOoZpQJHeSSDL7Bz5NeE27Qiv0s-M_gEjJWbZTd1MyOHA0GpO-XOXbOSHVP4reapuEmodgDlf8VpoC2HTjINDBwcEVIm_XEraNxQDh8-cvRK4WK76nbeKlv/s1600/brooks-logo-redo.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/AVvXsEjEBdIKh5YMnUswixkLRuZIFQOoZpQJHeSSDL7Bz5NeE27Qiv0s-M_gEjJWbZTd1MyOHA0GpO-XOXbOSHVP4reapuEmodgDlf8VpoC2HTjINDBwcEVIm_XEraNxQDh8-cvRK4WK76nbeKlv/s320/brooks-logo-redo.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/3616165393422591805/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/3616165393422591805' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/3616165393422591805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/3616165393422591805'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/02/sketch-2-logo-re-color.html' title='Sketch #2: Logo Re-color'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEgCxByLbWgv6uef8ifuMPCZ5rks14JcN4lloQ3OJIrdps-j6hhsoXlvWCebl-r7JL9lp3CYeQjhcd0v8U92L8nqgM2vXqErEeFYlBVEDeXpCccbAJk4hvUxhwJll8nFWIZFrEipaGU6EgAC/s72-c/brooks-logo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-1667466916975843385</id><published>2012-01-16T17:17:00.001-08:00</published><updated>2012-03-28T17:38:49.053-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #12</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Perspective Drawing due Friday, January 20, 2012&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Requirements:&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;6-letter requirement--Your Name...adapt to this even though your name may be less or more.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt; Shade the sides differently.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Erase all construction lines.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Use One Pt. Perspective (one vanishing point).&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;See steps below.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b style=&quot;color: red;&quot;&gt;&lt;u&gt;ONE&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8Eg3DUvtNmiEW-fUhdrPZbnYcYvlUv8eNqBHqmA0q6Rkq3ITO1V6mm0LLbutKMtP1GNbEouM5Pu4PpboTZw3U0Ly0cOFTKcgTJusiyIwyu4wctnYcbgBziOb7Zr19Qe3zBqh6Oo-rXE9W/s1600/persp-letters-1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8Eg3DUvtNmiEW-fUhdrPZbnYcYvlUv8eNqBHqmA0q6Rkq3ITO1V6mm0LLbutKMtP1GNbEouM5Pu4PpboTZw3U0Ly0cOFTKcgTJusiyIwyu4wctnYcbgBziOb7Zr19Qe3zBqh6Oo-rXE9W/s400/persp-letters-1.jpg&quot; width=&quot;308&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;&lt;span style=&quot;font-size: large;&quot;&gt;Start with rectangles--they should start in a see-through state&lt;/span&gt;.&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;u style=&quot;color: red;&quot;&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;TWO&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinqELp99N1mzJZcpBeJ-OHB2XcTttfUUnDA45KUXt1aZqormf8ONU3SvATYuRycLsh9eG7sSlbt-_Qnz8F3Seio2rf6crEcw1H9BqxNNt9eYous4_wVGUq8Gifcz-emcEqvP5lBwm98UYJ/s1600/persp-letters-2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinqELp99N1mzJZcpBeJ-OHB2XcTttfUUnDA45KUXt1aZqormf8ONU3SvATYuRycLsh9eG7sSlbt-_Qnz8F3Seio2rf6crEcw1H9BqxNNt9eYous4_wVGUq8Gifcz-emcEqvP5lBwm98UYJ/s400/persp-letters-2.jpg&quot; width=&quot;308&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;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;Design your letters inside the rectangles--make sure your letters maintain the original width and height of the rectangles.&lt;/span&gt;&lt;br /&gt;
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&lt;div style=&quot;color: red;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: red;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: red; font-size: large;&quot;&gt;&lt;b&gt;&lt;u&gt;THREE&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9wYrjXnXr_0VlFNkjqnG7M1O07b-smQ4GS1sSNXI4KVA6rT1c_ks5VKP6o319Wc0nGAOJdNZKqlnO2PkFweSlqfJACnbQCK2KbgESSlUMdJRm3BM2AB5zS01cqqb-Yf5CGdtnHJ-pIRvf/s1600/persp-letters-3.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9wYrjXnXr_0VlFNkjqnG7M1O07b-smQ4GS1sSNXI4KVA6rT1c_ks5VKP6o319Wc0nGAOJdNZKqlnO2PkFweSlqfJACnbQCK2KbgESSlUMdJRm3BM2AB5zS01cqqb-Yf5CGdtnHJ-pIRvf/s400/persp-letters-3.jpg&quot; width=&quot;308&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;&lt;span style=&quot;font-size: large;&quot;&gt;Draw all your orthogonals to the vanishing point. You should draw very lightly so that you can easily erase in the end.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: red; font-size: large;&quot;&gt;&lt;b&gt;&lt;u&gt;FINAL&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgINeEgAv7-n6JLUCOg-BS6EYAMcB1XbHF6rtwxjdPADoS3ri-Ag7oKzBA2bBT5RsU0VmCawW6W-QYpxVmZhANfatBBjLx1DuMpn4CiDUSF41Dlrysq9CJSm3GWBAsrubDHalp88O789Axv/s1600/persp-letters-4.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/AVvXsEgINeEgAv7-n6JLUCOg-BS6EYAMcB1XbHF6rtwxjdPADoS3ri-Ag7oKzBA2bBT5RsU0VmCawW6W-QYpxVmZhANfatBBjLx1DuMpn4CiDUSF41Dlrysq9CJSm3GWBAsrubDHalp88O789Axv/s400/persp-letters-4.jpg&quot; width=&quot;308&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Erase all your lines and shade your sides.&lt;/span&gt;&lt;br /&gt;
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&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/1667466916975843385/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/1667466916975843385' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1667466916975843385'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1667466916975843385'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2012/01/sketch-12.html' title='Sketch #12'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEi8Eg3DUvtNmiEW-fUhdrPZbnYcYvlUv8eNqBHqmA0q6Rkq3ITO1V6mm0LLbutKMtP1GNbEouM5Pu4PpboTZw3U0Ly0cOFTKcgTJusiyIwyu4wctnYcbgBziOb7Zr19Qe3zBqh6Oo-rXE9W/s72-c/persp-letters-1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-7927921679741636567</id><published>2011-12-14T08:20:00.000-08:00</published><updated>2012-03-28T17:39:01.367-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #11: Holiday Drawing</title><content type='html'>Draw anything that relates to the holiday season. It can be a portrait (santa?), landscape (snowy scene), or any image that reminds you of this time of year. This must be colored--pencils, markers, watercolor, pastels, or crayons or a combination.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;Due: December 21st &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDeh2HztPEzEb7Eh6mHfAyzD8JbvbNc0KC2e3MSFbZe2lOxDSXy91JSVBpDQr1tSnLPf6v__RVE83KWVM4Tt4E6suHwH7IDoqWpphBlMe9n9lleurzOV3uw8hdkyia3dJ-b_bw4mHpCAk5/s1600/santa.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/AVvXsEiDeh2HztPEzEb7Eh6mHfAyzD8JbvbNc0KC2e3MSFbZe2lOxDSXy91JSVBpDQr1tSnLPf6v__RVE83KWVM4Tt4E6suHwH7IDoqWpphBlMe9n9lleurzOV3uw8hdkyia3dJ-b_bw4mHpCAk5/s320/santa.jpg&quot; width=&quot;263&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/7927921679741636567/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/7927921679741636567' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/7927921679741636567'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/7927921679741636567'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/12/sketch-11-holiday-drawing.html' title='Sketch #11: Holiday Drawing'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEiDeh2HztPEzEb7Eh6mHfAyzD8JbvbNc0KC2e3MSFbZe2lOxDSXy91JSVBpDQr1tSnLPf6v__RVE83KWVM4Tt4E6suHwH7IDoqWpphBlMe9n9lleurzOV3uw8hdkyia3dJ-b_bw4mHpCAk5/s72-c/santa.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-1814524495279455861</id><published>2011-12-05T16:04:00.001-08:00</published><updated>2011-12-05T16:09:37.398-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Art Slideshow"/><title type='text'>Colored Paper Cut-Out Self Portraits</title><content type='html'>&lt;embed type=&quot;application/x-shockwave-flash&quot; src=&quot;https://picasaweb.google.com/s/c/bin/slideshow.swf&quot; width=&quot;500&quot; height=&quot;400&quot; flashvars=&quot;host=picasaweb.google.com&amp;hl=en_US&amp;feat=flashalbum&amp;RGB=0x000000&amp;feed=https%3A%2F%2Fpicasaweb.google.com%2Fdata%2Ffeed%2Fapi%2Fuser%2Fadiconti%2Falbumid%2F5682795453320931265%3Falt%3Drss%26kind%3Dphoto%26hl%3Den_US&quot; pluginspage=&quot;http://www.macromedia.com/go/getflashplayer&quot;&gt;&lt;/embed&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/1814524495279455861/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/1814524495279455861' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1814524495279455861'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1814524495279455861'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/12/colored-paper-cut-out-self-portraits.html' title='Colored Paper Cut-Out Self Portraits'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-8932603455080668111</id><published>2011-12-05T08:43:00.001-08:00</published><updated>2011-12-05T16:04:07.777-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #10: Free Choice</title><content type='html'>&lt;div style=&quot;color: red;&quot;&gt;
DUE: WEDNESDAY, DECEMBER 7TH&lt;/div&gt;
&lt;br /&gt;
NO CARTOONS!!&lt;br /&gt;
&lt;br /&gt;
Draw anything from observation--can&#39;t be from imagination.&lt;br /&gt;
&lt;br /&gt;
So, find an object around the house, or a picture from a magazine, or from the internet, or from personal photos, maybe a landscape, a still-life, etc...or anything you want.&lt;br /&gt;
&lt;br /&gt;
Evaluation is based on the following criteria:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;craftsmanship--drawing accuracy&lt;/li&gt;
&lt;li&gt;effort is obvious based on the above criterion...it should be obvious that you spent at least 45 minutes.&lt;/li&gt;
&lt;li&gt;use either graphite or color--your option.&lt;/li&gt;
&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/8932603455080668111/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/8932603455080668111' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/8932603455080668111'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/8932603455080668111'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/12/sketch-10-free-choice.html' title='Sketch #10: Free Choice'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-743415665138473009</id><published>2011-11-14T06:12:00.000-08:00</published><updated>2011-11-14T06:50:42.628-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #9: Self Portrait</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;img alt=&quot;&quot; height=&quot;320&quot; 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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;287&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Self Portrait by Charles Schulz&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Draw yourself any way you want: &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;due on Friday, November 18&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;What is a Self-Portrait...see the &lt;a href=&quot;http://www.artlex.com/ArtLex/s/self-portrait.html&quot;&gt;LINK &lt;/a&gt;to get ideas from other artists. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;It can be a traditional portrait. In other words, look into a mirror and draw what you see. &lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;or a cartoon of yourself...&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;maybe a figure drawing of you performing--athletics, dance, etc...you can find a photo of you to copy.&lt;/li&gt;
&lt;/ul&gt;
Requirements:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;must include your face in some fashion&lt;/li&gt;
&lt;li&gt;any medium--pencil, color, watercolor, crayons&lt;/li&gt;
&lt;li&gt;time and effort &lt;/li&gt;
&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/743415665138473009/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/743415665138473009' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/743415665138473009'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/743415665138473009'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/11/sketch-9-self-portrait.html' title='Sketch #9: Self Portrait'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-1650572395292914320</id><published>2011-11-05T05:57:00.000-07:00</published><updated>2011-11-08T18:39:39.950-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #8: Cartoon Character</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red; font-size: large;&quot;&gt;Draw A Favorite Cartoon Character&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;object width=&quot;480&quot; height=&quot;360&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/cnM7fVc3B2M?version=3&amp;amp;hl=en_US&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/cnM7fVc3B2M?version=3&amp;amp;hl=en_US&quot; type=&quot;application/x-shockwave-flash&quot; width=&quot;480&quot; height=&quot;360&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Link to &lt;a href=&quot;http://www.google.com/search?q=cartoon+character&amp;amp;oe=utf-8&amp;amp;rls=org.mozilla:en-US:official&amp;amp;client=firefox-a&amp;amp;um=1&amp;amp;ie=UTF-8&amp;amp;hl=en&amp;amp;tbm=isch&amp;amp;source=og&amp;amp;sa=N&amp;amp;tab=wi&amp;amp;biw=1024&amp;amp;bih=570&amp;amp;sei=%20sjG1Tq-VMa3PiALY1L2AAQ&quot;&gt;Google Images&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;If you don&#39;t see your favorite cartoon from the link above, you may use another reference (magazine, color book, book, etc...).&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;How will I evaluate you?&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Must use &lt;b style=&quot;color: orange;&quot;&gt;color&lt;/b&gt;!&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b style=&quot;color: orange;&quot;&gt;Clean&lt;/b&gt;&lt;span style=&quot;color: orange;&quot;&gt; &lt;/span&gt;drawing (not sketchy)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Level of mastery: spend the proper &lt;b style=&quot;color: orange;&quot;&gt;amount of time&lt;/b&gt; to get it right! I&#39;m looking for an &lt;b style=&quot;color: orange;&quot;&gt;accurate&lt;/b&gt; copy!!&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b style=&quot;color: orange;&quot;&gt;Challenge yourself:&lt;/b&gt; don&#39;t find the easiest character to copy. &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Have Fun!! &lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/1650572395292914320/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/1650572395292914320' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1650572395292914320'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1650572395292914320'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/11/sketch-8-cartoon-character.html' title='Sketch #8: Cartoon Character'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-2882124468140797805</id><published>2011-10-31T15:53:00.000-07:00</published><updated>2011-10-31T15:53:15.613-07:00</updated><title type='text'>Happy Halloween!</title><content type='html'>&lt;div style=&quot;color: orange;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Have a safe night out!&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&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/AVvXsEgnu4LpeEiLgTi5EsTfi7PicvTmdDPAq0_woZ6KeTKjhcAI-eg4f-eFptUiTeHwrxa9nA4Mn6Z0PkYW_mFXOqaLVDmk1Xmmo1ulJbVWepRhFq5xG1LxhmwvkBjiQY5Oww0zfMqIbzJSixRR/s1600/pumpkins+period+2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnu4LpeEiLgTi5EsTfi7PicvTmdDPAq0_woZ6KeTKjhcAI-eg4f-eFptUiTeHwrxa9nA4Mn6Z0PkYW_mFXOqaLVDmk1Xmmo1ulJbVWepRhFq5xG1LxhmwvkBjiQY5Oww0zfMqIbzJSixRR/s320/pumpkins+period+2.JPG&quot; width=&quot;320&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;Joey, Michael, Carly, Sofia, Adam, Yoo Jin, Savannah, and Margaret&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/2882124468140797805/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/2882124468140797805' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/2882124468140797805'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/2882124468140797805'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/10/happy-halloween.html' title='Happy Halloween!'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEgnu4LpeEiLgTi5EsTfi7PicvTmdDPAq0_woZ6KeTKjhcAI-eg4f-eFptUiTeHwrxa9nA4Mn6Z0PkYW_mFXOqaLVDmk1Xmmo1ulJbVWepRhFq5xG1LxhmwvkBjiQY5Oww0zfMqIbzJSixRR/s72-c/pumpkins+period+2.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-5010229455533999369</id><published>2011-10-21T05:35:00.000-07:00</published><updated>2011-10-21T09:11:47.965-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #7: Van Gogh Copy</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;Choose one of Van Gogh&#39;s Drawings to copy:&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b style=&quot;color: red;&quot;&gt;Due Date: Wednesday, October 26 &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Go here: &lt;a href=&quot;http://www.vangoghgallery.com/catalog/drawing/&quot;&gt;Van Gogh&#39;s Drawings &lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;the emphasis here is &lt;span style=&quot;color: red;&quot;&gt;Mark Making&lt;/span&gt;...&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Look at his marks and try to duplicate them...&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Use your pencil two ways: use the side for thick marks and the tip for thin marks...&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;Print out the copy and provide with your sketch... &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;object width=&quot;480&quot; height=&quot;360&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/XZ_-dkyN6sY?version=3&amp;amp;hl=en_US&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot;&gt;&lt;/param&gt;&lt;param name=&quot;allowscriptaccess&quot; value=&quot;always&quot;&gt;&lt;/param&gt;&lt;embed src=&quot;http://www.youtube.com/v/XZ_-dkyN6sY?version=3&amp;amp;hl=en_US&quot; type=&quot;application/x-shockwave-flash&quot; width=&quot;480&quot; height=&quot;360&quot; allowscriptaccess=&quot;always&quot; allowfullscreen=&quot;true&quot;&gt;&lt;/embed&gt;&lt;/object&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/5010229455533999369/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/5010229455533999369' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5010229455533999369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/5010229455533999369'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/10/sketch-7-van-gogh-copy.html' title='Sketch #7: Van Gogh Copy'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-812429295366918022</id><published>2011-10-15T08:02:00.000-07:00</published><updated>2011-10-16T20:21:06.602-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #6: Monster</title><content type='html'>Halloween is approaching fast. We need to get into the mood. So, for your next sketch assignment, you will draw a MONSTER. &lt;b style=&quot;color: red;&quot;&gt;DUE: Block TUESDAY, October 18th.&lt;/b&gt; (No School on Wednesday)&lt;br /&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/AVvXsEgCjo2SpJgDiUZXDUkP8c6cDWYxnPiijnLhuMCOxXrRTdamcb6O3G8VeZHTxkCr0ZzzqGFvhynKL7s90pIPJrSffnkSWPOj-12TaGO-h4beCeeLZScA_3COukxV-D3br0s-pROiad_IDhPf/s1600/boris.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/AVvXsEgCjo2SpJgDiUZXDUkP8c6cDWYxnPiijnLhuMCOxXrRTdamcb6O3G8VeZHTxkCr0ZzzqGFvhynKL7s90pIPJrSffnkSWPOj-12TaGO-h4beCeeLZScA_3COukxV-D3br0s-pROiad_IDhPf/s320/boris.jpg&quot; width=&quot;228&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;iframe width=&quot;420&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/gJY4D5FrvDQ&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Options:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Find a photo online and copy it...OR&lt;/li&gt;
&lt;li&gt;Come up with your own idea...&lt;/li&gt;
&lt;/ul&gt;You may draw a portrait, a figure, or multiple monsters...&lt;br /&gt;
You may do this either with a graphite pencil or in color...&lt;br /&gt;
&lt;br /&gt;
Have fun!&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Classic Horror Movie Photos: &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&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/AVvXsEiRs790GtvJemyeB1b_WMsxr3SM72Y9LlPjRaSoZ0hcgMVK_fBDilAICcVnnlDJ30fH_z-PG119PLOj74Hn8XFhyphenhyphenL6kioHTaKuDjdjAUVtjmRLQCITm35xj2U7ft3IIAviNPTJid0SwDLd7/s1600/wolfman.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRs790GtvJemyeB1b_WMsxr3SM72Y9LlPjRaSoZ0hcgMVK_fBDilAICcVnnlDJ30fH_z-PG119PLOj74Hn8XFhyphenhyphenL6kioHTaKuDjdjAUVtjmRLQCITm35xj2U7ft3IIAviNPTJid0SwDLd7/s320/wolfman.jpg&quot; width=&quot;243&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;Lon Chaney as &quot;Wolfman&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&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/AVvXsEiEMqpmMaTrPZC59SufmWPXMQoC6BWZqmopIXbzqNOerzb9_H66DbVL_s6_zlUFQAP-ee8fGhCRgXMiwHXqShQp8806sFgIZFE1nVKiUCr4if6P0zmpmNAkkVaHWomPmnr__jm2ZVPbVaCV/s1600/frankenstein.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEMqpmMaTrPZC59SufmWPXMQoC6BWZqmopIXbzqNOerzb9_H66DbVL_s6_zlUFQAP-ee8fGhCRgXMiwHXqShQp8806sFgIZFE1nVKiUCr4if6P0zmpmNAkkVaHWomPmnr__jm2ZVPbVaCV/s320/frankenstein.jpg&quot; width=&quot;239&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;Boris Karloff as &quot;Frankenstein&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&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/AVvXsEg-PMMn4U5Ipyv-mqEtSCdfOZSPLJOka8n2OW7ohtx87iNROzAjYLrU9UpraXKSIKBgIk-dlwWUpqd5kXy-Rt2L8JA4FmvqPzhdAYnjt_66w_R9S-NJJ3B8c_IK4DFd-ZcuR-FsibDqmuo4/s1600/monster-poster.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/AVvXsEg-PMMn4U5Ipyv-mqEtSCdfOZSPLJOka8n2OW7ohtx87iNROzAjYLrU9UpraXKSIKBgIk-dlwWUpqd5kXy-Rt2L8JA4FmvqPzhdAYnjt_66w_R9S-NJJ3B8c_IK4DFd-ZcuR-FsibDqmuo4/s320/monster-poster.jpg&quot; width=&quot;222&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/812429295366918022/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/812429295366918022' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/812429295366918022'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/812429295366918022'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/10/sketch-6-monster.html' title='Sketch #6: Monster'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEgCjo2SpJgDiUZXDUkP8c6cDWYxnPiijnLhuMCOxXrRTdamcb6O3G8VeZHTxkCr0ZzzqGFvhynKL7s90pIPJrSffnkSWPOj-12TaGO-h4beCeeLZScA_3COukxV-D3br0s-pROiad_IDhPf/s72-c/boris.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6582118617421621408.post-8379721064312891471</id><published>2011-09-30T06:07:00.000-07:00</published><updated>2011-09-30T06:08:15.375-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #5</title><content type='html'>&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b style=&quot;color: cyan;&quot;&gt;FREE SKETCH is due on block&lt;/b&gt;--&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;October 5th.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt; &lt;span style=&quot;font-size: medium;&quot;&gt;Don&#39;t forget to show evidence of your  time.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Remember things like value (i.e. shading).&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;You may add color if  you wish.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Use your space well.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Neatness will be factored into your  grade.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/8379721064312891471/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/8379721064312891471' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/8379721064312891471'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/8379721064312891471'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/09/sketch-5.html' title='Sketch #5'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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-6582118617421621408.post-1833624234348541970</id><published>2011-09-24T14:26:00.000-07:00</published><updated>2011-10-06T09:10:35.272-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Sketch 2011-12"/><title type='text'>Sketch #4--Draw Your Closet</title><content type='html'>Due on Block-September 28th&lt;br /&gt;
&lt;br /&gt;
Directions: Open your closet door, sit a few feet back, keep your book positioned in a portrait orientation, and draw what you see. Start by drawing it as a contour line drawing, then begin adding value and shading.&lt;br /&gt;
&lt;br /&gt;
Student Examples:&lt;br /&gt;
&lt;br /&gt;
&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;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRwowwrSOcHZBdAICrzifVTO2toO_DAD3kLzNiCOtHjNPpjEU43CjUcDcneexibw8x0z2HvWLxdnRBNr8YNmbI3Kl7-SJZBlaDi6Rn8tErVfHRmEM9avYmKjalatADgH0zaj7FFEXES3j1/s1600/lily-closet.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRwowwrSOcHZBdAICrzifVTO2toO_DAD3kLzNiCOtHjNPpjEU43CjUcDcneexibw8x0z2HvWLxdnRBNr8YNmbI3Kl7-SJZBlaDi6Rn8tErVfHRmEM9avYmKjalatADgH0zaj7FFEXES3j1/s320/lily-closet.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;From Lily Wu&#39;s Sketchbook&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&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/AVvXsEiFqhV3mA7_20LcNZhegyOpp4jgv7pewfl0Rj3XdD-KcojLo7kv1X-H0cdgHxCTJUqm3VBXAtIVPT4hzHHEbeDd3PUHBkItBAL687lbAdXj1W5msr1aEBGnxU-_-X1NQogxHlhH_HBGIb67/s1600/sofia-closet.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFqhV3mA7_20LcNZhegyOpp4jgv7pewfl0Rj3XdD-KcojLo7kv1X-H0cdgHxCTJUqm3VBXAtIVPT4hzHHEbeDd3PUHBkItBAL687lbAdXj1W5msr1aEBGnxU-_-X1NQogxHlhH_HBGIb67/s320/sofia-closet.jpg&quot; width=&quot;240&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;From Sofia Menemenlis&#39;s Sketchbook&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&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/AVvXsEgLHk8EsWOL0_4ImKLtqgRHzLiTdevrDpLBBqmiqixwfkOKEtMTwIJ53TT1prOPM_nErJr_6kU9B8Fpzekfp9JW5E0iBx3BQLQnVnlOXWs2sV4NcnmfJcVhRfPjf6yH26EJJsuVUy9BJOT_/s1600/yoojin-closet.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLHk8EsWOL0_4ImKLtqgRHzLiTdevrDpLBBqmiqixwfkOKEtMTwIJ53TT1prOPM_nErJr_6kU9B8Fpzekfp9JW5E0iBx3BQLQnVnlOXWs2sV4NcnmfJcVhRfPjf6yH26EJJsuVUy9BJOT_/s320/yoojin-closet.jpg&quot; width=&quot;240&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;From Yoo Jin Kim&#39;s Sketchbook&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&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/AVvXsEhgwwqMYfwGvNk2pmkItHjnuay2oNkc8F54Xzs7sGAvbK5SN3LHmHje6l8cXUPks26IVcALBJM4Mf20CypMpAMko5aU_9lAdPBrVTNO3m2WU602sGQsSg75QUVjwNk0mf9AqX8OBzy3F9Ta/s1600/michael-closet.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgwwqMYfwGvNk2pmkItHjnuay2oNkc8F54Xzs7sGAvbK5SN3LHmHje6l8cXUPks26IVcALBJM4Mf20CypMpAMko5aU_9lAdPBrVTNO3m2WU602sGQsSg75QUVjwNk0mf9AqX8OBzy3F9Ta/s320/michael-closet.jpg&quot; width=&quot;240&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;From Michael Park&#39;s Sketchbook&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://arthistoryappreciation.blogspot.com/feeds/1833624234348541970/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/6582118617421621408/1833624234348541970' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1833624234348541970'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6582118617421621408/posts/default/1833624234348541970'/><link rel='alternate' type='text/html' href='http://arthistoryappreciation.blogspot.com/2011/09/sketch-4-draw-your-closet.html' title='Sketch #4--Draw Your Closet'/><author><name>Andy DiConti</name><uri>http://www.blogger.com/profile/15546674612111824216</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/AVvXsEjRwowwrSOcHZBdAICrzifVTO2toO_DAD3kLzNiCOtHjNPpjEU43CjUcDcneexibw8x0z2HvWLxdnRBNr8YNmbI3Kl7-SJZBlaDi6Rn8tErVfHRmEM9avYmKjalatADgH0zaj7FFEXES3j1/s72-c/lily-closet.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>