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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;A0UDSH49eCp7ImA9WhVSEEk.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881</id><updated>2012-03-06T16:54:39.060+01:00</updated><category term="groupwork" /><category term="Monther's day" /><category term="China" /><category term="movies" /><category term="Animals" /><category term="nature" /><category term="Chinese culture" /><category term="easter" /><category term="summer" /><category term="short project" /><category term="in the style of a famous artist" /><category 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/><category term="cylinders" /><category term="gouache" /><category term="Modigliani" /><category term="four seasons" /><category term="Pop-Art" /><category term="complementary colours" /><category term="cute animals" /><category term="paper techniques" /><category term="human figure" /><category term="water color pencils" /><category term="fine-liner" /><category term="cover lover" /><category term="digital camera" /><category term="flipbook" /><category term="mirror writing" /><category term="zendala" /><category term="Hundertwasser" /><category term="spring" /><category term="Niki de Saint Phalle" /><category term="doodle" /><category term="Africa" /><category term="mandala" /><category term="matching colors" /><category term="kindergarden" /><category term="Keith Haring" /><category term="alphabet" /><category term="pastel" /><category term="contest" /><category term="abstract" /><category term="black and white" /><category term="jungle" /><category term="How to use a digital schoolplatform in Artclass" /><category term="5 foudations" /><category term="graffiti" /><category term="color perspective" /><category term="contrast" /><category term="one point perspective" /><category term="drop-box" /><category term="paper mache" /><category term="bistre" /><category term="Bridget Riley" /><category term="vegetables" /><category term="monsters" /><category term="self-portait" /><category term="computer in artclass" /><category term="aluminum foil" /><category term="markers" /><category term="optical illusion" /><category term="rythms" /><category term="A Rose for Norway" /><category term="flowers" /><category term="cat" /><category term="René Magritte" /><category term="I-Pod" /><category term="cubism" /><category term="fashion design" /><category term="colored pencil" /><category term="embossing pen" /><category term="Vincent Van Gogh" /><category term="box" /><category term="Howie Green" /><category term="mirror" /><category term="observation drawing" /><category term="relation between color and music" /><category term="Awareness" /><category term="windows moviemaker" /><category term="environment" /><category term="youtube" /><category term="winter" /><category term="insects" /><category term="rhythms" /><category term="Dragon" /><category term="patchwork" /><category term="Gaudi" /><category term="mosaic" /><category term="love is" /><category term="portrait" /><category term="boxes" /><category term="macramé" /><category term="Angela Vandenbogaard" /><category term="zentangle" /><category term="clothes" /><category term="wild life preservation" /><category term="textures" /><category term="surrealism" /><category term="car" /><category term="3D-tape" /><category term="hat" /><category term="vacation" /><category term="patterns" /><category term="Music" /><category term="cupcakes" /><category term="card" /><category term="kawaii" /><category term="shading" /><category term="valentines day" /><category term="silhouette" /><category term="award" /><category term="blog" /><category term="Andy Warhol" /><category term="Lizard" /><category term="toys" /><category term="crafts" /><category term="Playing cards" /><category term="acrylic paint" /><category term="dry brush technique" /><category term="season" /><category term="water color" /><category term="versatile blogger award" /><category term="3D" /><category term="name-art" /><category term="food" /><category term="wordart" /><category term="shop window" /><category term="key-chain" /><category term="clay" /><category term="Warm and cool colors" /><category term="Stop motion picture" /><category term="Op-Art" /><category term="symmetry" /><category term="mixed media" /><category term="fairytale" /><category term="Sculpture" /><category term="Christmascard" /><category term="profile" /><category term="Books" /><category term="feet" /><title>Art lessons from Belgium</title><subtitle type="html">Lesson ideas for art-teachers.  Hoping I can inspire others as well as others inspired me!</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default?start-index=26&amp;max-results=25&amp;redirect=false&amp;v=2" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>107</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/ArtLessonsFromBelgium" /><feedburner:info uri="artlessonsfrombelgium" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;D0QGRXc8fyp7ImA9WhVTF0s.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-5978977476106025774</id><published>2012-03-03T10:02:00.000+01:00</published><updated>2012-03-03T10:02:04.977+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-03-03T10:02:04.977+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="bistre" /><category scheme="http://www.blogger.com/atom/ns#" term="ink" /><category scheme="http://www.blogger.com/atom/ns#" term="cubism" /><category scheme="http://www.blogger.com/atom/ns#" term="aluminum foil" /><category scheme="http://www.blogger.com/atom/ns#" term="Animals" /><title>Cubistic animals (bas-relief)</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17343564.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17343563.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://images.artsonia.com/art/large/17343563.jpg" width="317" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;The elephant by Celine grade 8.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;Every year we have a big art exhibition in the public library of the town my school is in.&amp;nbsp; Next Wednesday my colleague and I will build the exhibition and Thursday the exhibition will be opened officially with all the parents, children and other teachers.&lt;br /&gt;
The big theme is 'animals' because the youth books week has that theme and falls in the period our exhibition will be over there.&lt;br /&gt;
I must say the kids don't pick just their animal works, they want to show as much as possible and who can blame them.&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17343564.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="300" src="http://images.artsonia.com/art/large/17343564.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;The owl by Cloë, 8th grade&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;This year we wanted something to catch the eye when the visitors enter.&amp;nbsp; We made big bas reliefs in cubism style with card board, aluminum foil and bistre (the brown nut-shel stuff I talked about in earlier posts).&lt;br /&gt;
The result were great.&amp;nbsp; The pictures I took don't completely show the real result.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
The kids made a cubism drawing of an animal and had to build it up out of 5 separate levels of cardboard.&amp;nbsp; All the pieces were covered in aluminum foil and glued together with a glue-gun.&amp;nbsp; &lt;br /&gt;
The bistre was painted on the aluminum and that gave an 'old-looking' result. &lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17343565.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://images.artsonia.com/art/large/17343565.jpg" width="296" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;The caterpillar by Dorien 8th grade.&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/kiVdkd35kxilK4bazlz8687OlWE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/kiVdkd35kxilK4bazlz8687OlWE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/Rf23FcnRAaY" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/5978977476106025774/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/03/cubistic-animals-bas-relief.html#comment-form" title="4 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/5978977476106025774?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/5978977476106025774?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/Rf23FcnRAaY/cubistic-animals-bas-relief.html" title="Cubistic animals (bas-relief)" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>4</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/03/cubistic-animals-bas-relief.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUAHSXg8fyp7ImA9WhVTFU8.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-6241029794202750171</id><published>2012-02-29T16:00:00.001+01:00</published><updated>2012-02-29T16:02:18.677+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-29T16:02:18.677+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="treasure chest" /><category scheme="http://www.blogger.com/atom/ns#" term="Pop-Art" /><category scheme="http://www.blogger.com/atom/ns#" term="wood" /><category scheme="http://www.blogger.com/atom/ns#" term="acrylic paint" /><category scheme="http://www.blogger.com/atom/ns#" term="in the style of a famous artist" /><category scheme="http://www.blogger.com/atom/ns#" term="Keith Haring" /><title>Treasure chests in Keith Haring style.</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-qBfZJeLQJGI/T049P9sqsBI/AAAAAAAAAjA/SqIh8avMsLI/s1600/IMG_3865.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="213" src="http://4.bp.blogspot.com/-qBfZJeLQJGI/T049P9sqsBI/AAAAAAAAAjA/SqIh8avMsLI/s320/IMG_3865.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Annelou, 7th grade&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;Working together with other subjects is quite easy when you teach art!&amp;nbsp; For several years now we work together with the subject called 'technique' here in Belgium.&lt;br /&gt;
They have to put together their own wooden treasure chest.&lt;br /&gt;
When that's finished they get to paint it in art class.&amp;nbsp; We have had several different themes.&amp;nbsp; This time we chose for Keith Haring style.&amp;nbsp; &lt;br /&gt;
When the paint and the varnish are dry the chest go back to the other teachers and they built a real alarm sound in the box.&lt;br /&gt;
Best not to do this before they have to paint it, because you'll go crazy with all the beeps in class :D&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-UMjdWIYjAC0/T049VItnxbI/AAAAAAAAAjI/k1vsU4kCk6E/s1600/IMG_3870.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="213" src="http://2.bp.blogspot.com/-UMjdWIYjAC0/T049VItnxbI/AAAAAAAAAjI/k1vsU4kCk6E/s320/IMG_3870.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Julie, grade 7&lt;/td&gt;&lt;/tr&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/nqPN9xPb1fFZzEqgl0W9ee8rxdk/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nqPN9xPb1fFZzEqgl0W9ee8rxdk/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/srozA1BiS18" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/6241029794202750171/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/02/treasure-chests-in-keith-haring-style.html#comment-form" title="0 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6241029794202750171?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6241029794202750171?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/srozA1BiS18/treasure-chests-in-keith-haring-style.html" title="Treasure chests in Keith Haring style." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-qBfZJeLQJGI/T049P9sqsBI/AAAAAAAAAjA/SqIh8avMsLI/s72-c/IMG_3865.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/02/treasure-chests-in-keith-haring-style.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0IBQHs4fCp7ImA9WhVTFEg.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-6101420608852989059</id><published>2012-02-28T19:59:00.000+01:00</published><updated>2012-02-28T19:59:11.534+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-28T19:59:11.534+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="colored pencil" /><category scheme="http://www.blogger.com/atom/ns#" term="surrealism" /><category scheme="http://www.blogger.com/atom/ns#" term="René Magritte" /><category scheme="http://www.blogger.com/atom/ns#" term="anmal eyes" /><category scheme="http://www.blogger.com/atom/ns#" term="project" /><title>Surrealistic eyes.</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17612470.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://images.artsonia.com/art/large/17612470.jpg" width="172" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Hanne 7th grade&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
Every year we do a special project week.&amp;nbsp; We chose a theme and all lessons have to be adapted to that theme.&amp;nbsp; &lt;br /&gt;
Our 7th and 8th graders are mixed in new groups.&lt;br /&gt;
This year the theme was 'hearing, seeing and ...'&amp;nbsp;&lt;br /&gt;
Every subject has to make a new lesson that suits the theme.&amp;nbsp; We chose a lesson about eyes.&amp;nbsp; I immediately thought about the surreal eye of the Belgian artist René Magritte.&lt;br /&gt;
What's also special about this week is that teachers are mixed too.&amp;nbsp; I had to teach Maths and Dutch and my colleague of religion had to teach art.&lt;br /&gt;
We made a worksheet she could follow step by step. &lt;br /&gt;
&lt;br /&gt;
The steps how to draw an eye from the website.&amp;nbsp;&lt;a href="http://www.drawingstep.com/how-to-draw-eyes.html" target="_blank"&gt; 'How to draw eyes step by step'&lt;/a&gt;&amp;nbsp; were translated into Dutch so the kids could do this by themselves. &lt;br /&gt;
&lt;br /&gt;
To show them what surrealism is all about they got a lot of pictures with surrealistic eyes. &lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.quote4u.eu/wp-content/gallery/werkenmagritte/magritte-the_false_mirror.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="225" src="http://www.quote4u.eu/wp-content/gallery/werkenmagritte/magritte-the_false_mirror.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By René Magritte, 'The false mirror'&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;The kids find it hard to find an original idea, but once they have found one they go all the way!&amp;nbsp; There were great results in both 7th and 8th grade!&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17612473.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="220" src="http://images.artsonia.com/art/large/17612473.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Kimberly, 8th grade&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-6101420608852989059?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/dXe67Mx2gU7tlVDxJgrn0EAYwS4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/dXe67Mx2gU7tlVDxJgrn0EAYwS4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/dXe67Mx2gU7tlVDxJgrn0EAYwS4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/dXe67Mx2gU7tlVDxJgrn0EAYwS4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/IbREgVymEpk" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/6101420608852989059/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/02/surrealistic-eyes.html#comment-form" title="0 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6101420608852989059?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6101420608852989059?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/IbREgVymEpk/surrealistic-eyes.html" title="Surrealistic eyes." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>0</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/02/surrealistic-eyes.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0MERXg5cCp7ImA9WhRaGEk.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-2069610054961535664</id><published>2012-02-21T19:27:00.001+01:00</published><updated>2012-02-21T19:36:44.628+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-21T19:36:44.628+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Pop-Art" /><category scheme="http://www.blogger.com/atom/ns#" term="acrylic paint" /><category scheme="http://www.blogger.com/atom/ns#" term="in the style of a famous artist" /><category scheme="http://www.blogger.com/atom/ns#" term="canvas" /><category scheme="http://www.blogger.com/atom/ns#" term="Roy Lichtentein" /><category scheme="http://www.blogger.com/atom/ns#" term="portrait" /><title>Portrait like Roy Lichtenstein on canvas.</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17245940.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://images.artsonia.com/art/large/17245940.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Melissa, 8th grade.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;This is a project of my dear colleague.&amp;nbsp; I think the results are stunning!&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
She took pictures of all the kids in class and let them trace the big lines of the picture in pencil.&amp;nbsp; &lt;br /&gt;
Those lines were transferred onto a flat canvas.&lt;br /&gt;
&lt;br /&gt;
They students had to come up with an original sentence like Roy Lichtenstein's portraits in Pop Art.&lt;br /&gt;
&lt;br /&gt;
They painted it with acrylic paint.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17278323.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://images.artsonia.com/art/large/17278323.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Kimberly, 8th grade.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-2069610054961535664?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/wczfZbk9JyRpbuGRyiCUFpm3c9I/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/wczfZbk9JyRpbuGRyiCUFpm3c9I/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/wczfZbk9JyRpbuGRyiCUFpm3c9I/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/wczfZbk9JyRpbuGRyiCUFpm3c9I/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/tz8PGrBeVvg" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/2069610054961535664/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/02/portret-like-roy-lichtenstein-on-canvas.html#comment-form" title="0 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/2069610054961535664?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/2069610054961535664?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/tz8PGrBeVvg/portret-like-roy-lichtenstein-on-canvas.html" title="Portrait like Roy Lichtenstein on canvas." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>0</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/02/portret-like-roy-lichtenstein-on-canvas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEEGRn45fip7ImA9WhRaGEw.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-8908512208466887879</id><published>2012-02-21T09:23:00.000+01:00</published><updated>2012-02-21T09:23:47.026+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-21T09:23:47.026+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Museum" /><category scheme="http://www.blogger.com/atom/ns#" term="perspective" /><category scheme="http://www.blogger.com/atom/ns#" term="colored pencil" /><category scheme="http://www.blogger.com/atom/ns#" term="one point perspective" /><title>Museum in one point perspective</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17184700.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="219" src="http://images.artsonia.com/art/large/17184700.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Mille, grade 7. &lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
I want to thank Jaquelien of the blog &lt;a href="http://kidsartists.blogspot.com/2011/05/moma.html"&gt;'Kids Artists&lt;/a&gt;' for sharing this project.&amp;nbsp; I'm quite happy with the results.&amp;nbsp; For most of our students this is the first time they ever get in contact with perspective drawings.&amp;nbsp; If you follow the link to 'kids Artists' you get more info about the project.&amp;nbsp;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-8908512208466887879?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/NX28utM8sPPlxZZOgSIwGVtJnnQ/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/NX28utM8sPPlxZZOgSIwGVtJnnQ/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/NX28utM8sPPlxZZOgSIwGVtJnnQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/NX28utM8sPPlxZZOgSIwGVtJnnQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/BRH40ajdfBA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/8908512208466887879/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/02/museum-in-one-point-perspective.html#comment-form" title="0 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/8908512208466887879?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/8908512208466887879?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/BRH40ajdfBA/museum-in-one-point-perspective.html" title="Museum in one point perspective" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>0</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/02/museum-in-one-point-perspective.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkIHQXk_eip7ImA9WhRaF0k.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-4912489537365852037</id><published>2012-02-20T13:22:00.000+01:00</published><updated>2012-02-20T13:22:10.742+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-20T13:22:10.742+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="patterns" /><category scheme="http://www.blogger.com/atom/ns#" term="markers" /><category scheme="http://www.blogger.com/atom/ns#" term="food" /><title>Coffee cups filled with patterns.</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/17343553.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="317" src="http://images.artsonia.com/art/large/17343553.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Tamyra, 7th grade. &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;The internet is one big source of inspiration.&amp;nbsp; Not just the famous artists, but also amateurs can be found everywhere.&amp;nbsp; Pinterest, flickr, etsy, blogger and facebook.&amp;nbsp; Rummaging through the net has become an addiction to many of my kind: 'the art-teacher'.&amp;nbsp; This project is inspired on a beautiful piece of art I found on etsty through pinterest. It's by Heather Galler and it is very colorful! &lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://img2.etsystatic.com/il_fullxfull.299018106.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="266" src="http://img2.etsystatic.com/il_fullxfull.299018106.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;The example by Heather Galler.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;u&gt;What you need&lt;/u&gt;&lt;u&gt;:&lt;/u&gt;* square piece of paper&lt;br /&gt;
* ruler&lt;br /&gt;
* thick black marker&lt;br /&gt;
* markers&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Step by step :&lt;/u&gt;&lt;br /&gt;
1) Divide your paper in 6 rectangles. &lt;br /&gt;
2) Trace them with a black marker.&lt;br /&gt;
3) Draw 6 cups and saucers.&lt;br /&gt;
4) Draw a line behind the cups (table).&amp;nbsp; Make sure the cups aren't floating in the air.&lt;br /&gt;
5) Trace the cups and the line of the table with thick black marker.&lt;br /&gt;
6) Fill up the cups, saucers, background and table with markers and lots of funny patterns.&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-8IPT6h0SUeY/T0I3kKBRNEI/AAAAAAAAAiE/z75aMBDkFZU/s1600/IMG_3013.JPG" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="213" src="http://3.bp.blogspot.com/-8IPT6h0SUeY/T0I3kKBRNEI/AAAAAAAAAiE/z75aMBDkFZU/s320/IMG_3013.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;A collection of colorful cups and saucers.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-4912489537365852037?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/-wCGSrX7yG2xv0qV5qyl7iA8ntY/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/-wCGSrX7yG2xv0qV5qyl7iA8ntY/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/-wCGSrX7yG2xv0qV5qyl7iA8ntY/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/-wCGSrX7yG2xv0qV5qyl7iA8ntY/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/21fQw8dXhk8" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/4912489537365852037/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/02/coffee-cups-filled-with-patterns.html#comment-form" title="4 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/4912489537365852037?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/4912489537365852037?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/21fQw8dXhk8/coffee-cups-filled-with-patterns.html" title="Coffee cups filled with patterns." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-8IPT6h0SUeY/T0I3kKBRNEI/AAAAAAAAAiE/z75aMBDkFZU/s72-c/IMG_3013.JPG" height="72" width="72" /><thr:total>4</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/02/coffee-cups-filled-with-patterns.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ck4NQ3o9cSp7ImA9WhRbFEg.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-165866999354871674</id><published>2012-02-05T15:09:00.000+01:00</published><updated>2012-02-05T15:09:52.469+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-05T15:09:52.469+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="mixed media" /><category scheme="http://www.blogger.com/atom/ns#" term="colored pencil" /><category scheme="http://www.blogger.com/atom/ns#" term="winter" /><category scheme="http://www.blogger.com/atom/ns#" term="snow-globes" /><category scheme="http://www.blogger.com/atom/ns#" term="surrealism" /><title>Surrealistic snow-globes.</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16788226.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="230" src="http://images.artsonia.com/art/large/16788226.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Zoë, 8th grade&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
Snow-globes are arising on many blogs, it must be the layer of snow I'm watching at when I look out the window!&lt;br /&gt;
I connected this project with surrealism.&amp;nbsp; I explained what surrealism was, gave some examples and asked the kids to come up with the most original place to put the snow-globe, somewhere special, somewhere you wouldn't expect a snow-globe at all.&lt;br /&gt;
They had to trace with a black thin marker and color with colored pencils.&amp;nbsp; &lt;br /&gt;
The background was totally their choice.&amp;nbsp; Zoë (top of this post) chose to use colored pencils, while Giel (at the end of this post) chose black paper and paint.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16788225.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://images.artsonia.com/art/large/16788225.jpg" width="225" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Giel, 8th grade.&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-165866999354871674?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/w34zwwWlXqJ4Hz654TMtoPBeWU8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/w34zwwWlXqJ4Hz654TMtoPBeWU8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/w34zwwWlXqJ4Hz654TMtoPBeWU8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/w34zwwWlXqJ4Hz654TMtoPBeWU8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/8m98aErryIM" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/165866999354871674/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/02/surrealistic-snow-globes.html#comment-form" title="2 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/165866999354871674?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/165866999354871674?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/8m98aErryIM/surrealistic-snow-globes.html" title="Surrealistic snow-globes." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>2</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/02/surrealistic-snow-globes.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkMDSX8-fCp7ImA9WhRbEU0.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-231116570567528255</id><published>2012-02-01T14:54:00.000+01:00</published><updated>2012-02-01T14:54:38.154+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-01T14:54:38.154+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Swapping ATCs" /><category scheme="http://www.blogger.com/atom/ns#" term="drop-box" /><category scheme="http://www.blogger.com/atom/ns#" term="extra activities for fast workers" /><category scheme="http://www.blogger.com/atom/ns#" term="How to use a digital schoolplatform in Artclass" /><title>The ATC Drop-Box</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-ssYgJ_Ag-PY/TylBLP0dxsI/AAAAAAAAAh8/xl4-iJt4k3k/s1600/dropbox.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="171" src="http://3.bp.blogspot.com/-ssYgJ_Ag-PY/TylBLP0dxsI/AAAAAAAAAh8/xl4-iJt4k3k/s320/dropbox.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;This is our ATC Drop-Box.&amp;nbsp; An old shoe-box got a hole and some paint and was placed in the art-room on a shelf.&amp;nbsp;&lt;br /&gt;
We have a digital school platform called 'Smartschool'.&amp;nbsp; Every subject has its own space.&amp;nbsp; On the art-class forum the theme is announced, but also in class on the board ('cause just like adult people not everybody like using a computer) The kids get a 'deadline'.&amp;nbsp; If they want to join in they can just drop their ATC in the drop-box.&amp;nbsp; &lt;br /&gt;
After the deadline has passed I make envelopes with the names of the kids who participated and swap the ATCs.&amp;nbsp; I always ask my envelopes back. (We have to teach them to think about the environment, so I re-use the envelopes several times!)&lt;br /&gt;
The drop-box is getting more and more successful.&amp;nbsp; &lt;br /&gt;
Fast workers often ask if they can make an ATC in class and that works well too.&amp;nbsp; Some kids make 3 or 4.&amp;nbsp; I'm always amazed with the results.&lt;br /&gt;
Introducing ATCs here in Belgium has been a great success up to now!&lt;br /&gt;
&lt;br /&gt;
Our themes for the drop-box were Halloween, Christmas and now it's Valentines Day off course ... &lt;br /&gt;
I'm guessing Easter and summer holiday will follow.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-231116570567528255?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/GKirHikYXSyudFU_BGZW_kspNkE/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/GKirHikYXSyudFU_BGZW_kspNkE/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/GKirHikYXSyudFU_BGZW_kspNkE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/GKirHikYXSyudFU_BGZW_kspNkE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/jrhxPFXd8Xk" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/231116570567528255/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/02/atc-drop-box.html#comment-form" title="0 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/231116570567528255?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/231116570567528255?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/jrhxPFXd8Xk/atc-drop-box.html" title="The ATC Drop-Box" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-ssYgJ_Ag-PY/TylBLP0dxsI/AAAAAAAAAh8/xl4-iJt4k3k/s72-c/dropbox.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/02/atc-drop-box.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0QDRng6eSp7ImA9WhRbEE0.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-3180794856049258288</id><published>2012-01-31T10:16:00.000+01:00</published><updated>2012-01-31T10:16:17.611+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-31T10:16:17.611+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="fairytale" /><category scheme="http://www.blogger.com/atom/ns#" term="colored pencil" /><category scheme="http://www.blogger.com/atom/ns#" term="Animals" /><title>a PATCH animal</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-pClEvb3jydg/TyetpGTjxeI/AAAAAAAAAh0/-nq-SGEOLd0/s1600/lapjesdier.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-pClEvb3jydg/TyetpGTjxeI/AAAAAAAAAh0/-nq-SGEOLd0/s320/lapjesdier.jpg" width="196" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
This is a lovely animal project I once did many years ago when I was still a teacher in training.&amp;nbsp; Our teacher started with the next story:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;i&gt;Once upon a time there was a poor boy who lived with his mother in a little house.&amp;nbsp; His father died many years ago and it was very hard to make ends meet.&amp;nbsp; His mother tried her best, and she managed to get some food on the table every day, even if it was just some bread.&lt;br /&gt;
The boy had to walk to the town every morning to go to school, it was a long walk every day!&amp;nbsp; &lt;br /&gt;
At school many of his friends talked about their pets.&amp;nbsp; Cats, dogs, some had rabbits, ...&amp;nbsp; The boy went home and asked his mother if he could get a pet too.&lt;br /&gt;
His mother told him that a pet cost money and that it has to eat, so they couldn't afford it.&lt;br /&gt;
The boy was very sad!&lt;br /&gt;
To make him feel better his mother made a patch animal out of old rags and pieces of cloth she could spare.&lt;br /&gt;
She worked all night and in the morning the boy had a stuffed animal made out of patches.&amp;nbsp; He was very happy with it.&lt;br /&gt;
He played a lot with his new friend.&lt;br /&gt;
One night he was looking at the stars with his stuffed, patched animal when he saw a falling star and made his wish: "Please let my stuffed animal come to life".&amp;nbsp; He fell asleep under the moon and the stars holding his stuffed pet.&lt;br /&gt;
In the morning the boy woke up by something itching his nose.&amp;nbsp; He opened his eyes and saw his stuffed animal alive and well, still made out of patches, but moving and making funny noises!&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;His wish came true!&amp;nbsp; His stuffed, patched animal was alive!&amp;nbsp; &lt;br /&gt;
So you see, some wishes can come true!&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
After this story he asked us to design our own patched animal and to color it with colored pencils in as many mixed colors as possible.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-3180794856049258288?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/SMRqYMa_2Ur2M7XCPnKnqwXEqCs/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/SMRqYMa_2Ur2M7XCPnKnqwXEqCs/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/SMRqYMa_2Ur2M7XCPnKnqwXEqCs/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/SMRqYMa_2Ur2M7XCPnKnqwXEqCs/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/ZsUGcBvFCVo" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/3180794856049258288/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/01/patch-animal.html#comment-form" title="0 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/3180794856049258288?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/3180794856049258288?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/ZsUGcBvFCVo/patch-animal.html" title="a PATCH animal" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-pClEvb3jydg/TyetpGTjxeI/AAAAAAAAAh0/-nq-SGEOLd0/s72-c/lapjesdier.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/01/patch-animal.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUIFSX8yeCp7ImA9WhRUFkw.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-2379565809349805512</id><published>2012-01-26T23:38:00.000+01:00</published><updated>2012-01-26T23:38:38.190+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-26T23:38:38.190+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="symmetry" /><category scheme="http://www.blogger.com/atom/ns#" term="water color" /><category scheme="http://www.blogger.com/atom/ns#" term="rhythms" /><category scheme="http://www.blogger.com/atom/ns#" term="Ted Gordon" /><category scheme="http://www.blogger.com/atom/ns#" term="lines" /><category scheme="http://www.blogger.com/atom/ns#" term="Warm and cool colors" /><category scheme="http://www.blogger.com/atom/ns#" term="in the style of a famous artist" /><category scheme="http://www.blogger.com/atom/ns#" term="fine-liner" /><category scheme="http://www.blogger.com/atom/ns#" term="water color pencils" /><category scheme="http://www.blogger.com/atom/ns#" term="Hundertwasser" /><category scheme="http://www.blogger.com/atom/ns#" term="portrait" /><title>Ted Gordon meets Hundertwasser.</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-OKrj6m2rn7Y/TyHOl4oxCXI/AAAAAAAAAhs/BENFXqItNVQ/s1600/foto%2527s+klas+januari+056.JPG" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="205" src="http://1.bp.blogspot.com/-OKrj6m2rn7Y/TyHOl4oxCXI/AAAAAAAAAhs/BENFXqItNVQ/s320/foto%2527s+klas+januari+056.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Celine, grade 8.&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;The project of Ted Gordon appeared on Artsonia and on Pinterest.&amp;nbsp; I liked the idea, but Ted Gordon's work is often a bit 'boring' if you purely look at his use of color.&amp;nbsp; Kids (and many art-teachers like myself) love to use color.&amp;nbsp; &lt;br /&gt;
I decided to change the project a bit and to let the kids ad warm and cool colors to their portraits in the style of Ted Gordon.&lt;br /&gt;
Using a headlight it's quit easy to copy the same portrait twice.&amp;nbsp; &lt;br /&gt;
When I photographed one of the results it made me think of the following work by Hundertwasser: &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_4kWqR1_p5jI/SVdcyICPG6I/AAAAAAAAAhQ/8LHDsiZvce4/s400/Hundertwasser+face+poster.jpg" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="234" src="http://1.bp.blogspot.com/_4kWqR1_p5jI/SVdcyICPG6I/AAAAAAAAAhQ/8LHDsiZvce4/s320/Hundertwasser+face+poster.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Hundertwasser.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
So without realizing the kids didn't use one but two great artist in their project: Ted Gordon meets Hundertwasser. (By the way, it was a surprise for me too, don't you just love art ;-)) &lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Supplies&lt;br /&gt;
&lt;br /&gt;
&lt;/u&gt;* One A4 sheet of paper, cut in 2 halfs&lt;br /&gt;
&lt;br /&gt;
* Pencil&lt;br /&gt;
* micron markers in different thicknesses&lt;br /&gt;
* Headlight (or a window will to just as well)&lt;br /&gt;
* colored pencils, watercolor, water color pencils&lt;br /&gt;
* brush&lt;br /&gt;
* Water&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Step by step&lt;br /&gt;
&lt;br /&gt;
&lt;/u&gt;* Draw a portrait in the style of Ted Gordon on an half of the white sheet.&lt;br /&gt;
* Copy this on the other half using the headlight.&lt;br /&gt;
* Trace the portrait using a thick micron marker.&lt;br /&gt;
* Use line rhythms to fill up the the portrait&lt;br /&gt;
* One portrait has to be colored with warm colors in colored pencils, watercolor and water color pencils.&lt;br /&gt;
* The other has to be colored with cool colors in colored pencils, watercolor and water color pencils.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-03k3UZ9_QvQ/TyHOiRGxfeI/AAAAAAAAAhk/vb0av17FNuo/s1600/foto%2527s+klas+januari+048.JPG" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="199" src="http://3.bp.blogspot.com/-03k3UZ9_QvQ/TyHOiRGxfeI/AAAAAAAAAhk/vb0av17FNuo/s320/foto%2527s+klas+januari+048.JPG" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Anke, grade 8.&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-2379565809349805512?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/0pJ0JSe7CSNiM-Vm5PNSUpwqbL0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/0pJ0JSe7CSNiM-Vm5PNSUpwqbL0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/0pJ0JSe7CSNiM-Vm5PNSUpwqbL0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/0pJ0JSe7CSNiM-Vm5PNSUpwqbL0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/Lbtj2BU0M94" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/2379565809349805512/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/01/ted-gordon-meets-hundertwasser.html#comment-form" title="2 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/2379565809349805512?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/2379565809349805512?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/Lbtj2BU0M94/ted-gordon-meets-hundertwasser.html" title="Ted Gordon meets Hundertwasser." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-OKrj6m2rn7Y/TyHOl4oxCXI/AAAAAAAAAhs/BENFXqItNVQ/s72-c/foto%2527s+klas+januari+056.JPG" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/01/ted-gordon-meets-hundertwasser.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0EMRnk_fip7ImA9WhRUEk4.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-2996245163874152075</id><published>2012-01-22T14:36:00.001+01:00</published><updated>2012-01-22T14:41:27.746+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-22T14:41:27.746+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="shrinkle" /><category scheme="http://www.blogger.com/atom/ns#" term="crafts" /><category scheme="http://www.blogger.com/atom/ns#" term="name-art" /><category scheme="http://www.blogger.com/atom/ns#" term="key-chain" /><category scheme="http://www.blogger.com/atom/ns#" term="macramé" /><category scheme="http://www.blogger.com/atom/ns#" term="colored pencil" /><category scheme="http://www.blogger.com/atom/ns#" term="graffiti" /><title>Shrinkle graffiti-keyrings.</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16445119.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://images.artsonia.com/art/large/16445119.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Cloë, 8th grade.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;This is a project of my dear colleague.&amp;nbsp; She loves shrinkle and lets face it, the children love it too.&amp;nbsp; Even if they are in the 8th grade!&lt;br /&gt;
&lt;br /&gt;
The kids learn about graffiti letters.&amp;nbsp; Big letters, with bright colors.&amp;nbsp; Often with perspective.&lt;br /&gt;
&lt;br /&gt;
The also learn how to do macramé with yarn. Like shown on the picture below.&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Supplies&lt;/u&gt;* yarn&lt;br /&gt;
* key-ring&lt;br /&gt;
* Shrinkle paper (A4)&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;* colored pencils&lt;br /&gt;
* oven&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Step by step&lt;/u&gt;&lt;br /&gt;
* Make your name in graffiti letters on the big shrinkle sheet.&lt;br /&gt;
* Make a hole in the sheet where you want to attach your peace of yarn.&lt;br /&gt;
* Choose 2 colors of yarn that suit your letters.&lt;br /&gt;
* Make a bracelet using the macramé knot (shown below).&lt;br /&gt;
* Attach the bracelet to the key-chain.&lt;br /&gt;
* Bake the sheet of shrinkle in the oven.&lt;br /&gt;
* Attach the shrinkle to the other side of the bracelet.&lt;br /&gt;
&lt;br /&gt;
TIP: if you want the bracelet to turn (like in Cloë's example) you keep the knot the same every time.&amp;nbsp; If you want the bracelet to be straight (like Jessie's chain) you make the knots on changing sides. (So you start one at the left and the next on the right, ...)&lt;br /&gt;
&lt;br /&gt;
&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16446883.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="240" src="http://images.artsonia.com/art/large/16446883.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Jessie, grade 8.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.kinder.nl/graphics/visu/games/macrame.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://www.kinder.nl/graphics/visu/games/macrame.jpg" width="223" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;How to make the macramé knot. (basic)&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-2996245163874152075?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/j7b9zmMxwJDgkAFqUYhKdXNaD-E/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/j7b9zmMxwJDgkAFqUYhKdXNaD-E/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/j7b9zmMxwJDgkAFqUYhKdXNaD-E/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/j7b9zmMxwJDgkAFqUYhKdXNaD-E/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/paLZxLjWkDo" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/2996245163874152075/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/01/shrinkle-graffiti-keyrings.html#comment-form" title="0 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/2996245163874152075?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/2996245163874152075?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/paLZxLjWkDo/shrinkle-graffiti-keyrings.html" title="Shrinkle graffiti-keyrings." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>0</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/01/shrinkle-graffiti-keyrings.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ck4GRn89eCp7ImA9WhRUEUg.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-6760251910965989191</id><published>2012-01-21T14:02:00.000+01:00</published><updated>2012-01-21T14:02:07.160+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-21T14:02:07.160+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="valentines day" /><category scheme="http://www.blogger.com/atom/ns#" term="hearts" /><category scheme="http://www.blogger.com/atom/ns#" term="complementary colours" /><category scheme="http://www.blogger.com/atom/ns#" term="oil-pastels" /><title>Complementary hearts in oil-pastels</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-JAC8fxJt2u8/TxqxEhVTlkI/AAAAAAAAAhY/iORw_QfSTlA/s320/hartjes+met+olie-pastel+001.JPG" style="margin-left: auto; margin-right: auto;" width="248" /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Olie-pastel hartjes van 2de jaar secundair (decoratie)&amp;nbsp;&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;I found this idea on Pinterest.&amp;nbsp; The link sent me to this site:&amp;nbsp; &lt;a href="http://donnadowney.typepad.com/" target="_blank"&gt;"simply me&lt;/a&gt;".&lt;br /&gt;
Sadly it just gave me the blog, not the post where I could find more info to do this project, so it's really my way of teaching this to the kids, maybe I've done it totally different than this blogger intended it. &amp;nbsp; So this is really my interpretation&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Valentine's day is approaching and for once in a year my 8th graders could draw a heart.&amp;nbsp; Oil pastels were totally new to them.&amp;nbsp; &lt;br /&gt;
The had to use complementary colors, but there was no purple one in the box, so they were limited to blue-orange or red-green.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Supplies&lt;/u&gt;&lt;br /&gt;
&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;* sheet of&amp;nbsp; 21x21 cm (8x8 inch will do fine)&lt;br /&gt;
* toilet-paper of kitchen paper&lt;br /&gt;
* wallpaper paste&lt;br /&gt;
* brushes&lt;br /&gt;
* oil-pastels&lt;br /&gt;
* scissors&lt;br /&gt;
* heavy books as weights&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Step by step&lt;/u&gt;&lt;br /&gt;
* Use the wall paper paste to glue the toilet-paper onto the sheet of paper.&amp;nbsp; Make sure that you get some texture.&lt;br /&gt;
* Let it dry.&lt;br /&gt;
* Cut off the bits of paper sticking out of the square sheet.&lt;br /&gt;
* Draw a heart on the sheet of paper.&amp;nbsp; &lt;br /&gt;
* Use complementary colors to color the background and the heart in oil-pastels&lt;br /&gt;
* Make sure the texture of the toilet paper come through the oil-pastels.&lt;br /&gt;
* Shading is done with white, grey and black oil-pastels.&lt;br /&gt;
* Put the drawing under some heavy weights to make it flat again. (The glue will make the corners of the sheet curl)&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-6760251910965989191?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Yy2GVCdeRgqkqkHen7c6eU6zBSI/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Yy2GVCdeRgqkqkHen7c6eU6zBSI/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Yy2GVCdeRgqkqkHen7c6eU6zBSI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Yy2GVCdeRgqkqkHen7c6eU6zBSI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/hTzMFQNVysk" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/6760251910965989191/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/01/complementary-hearts-in-oil-pastels.html#comment-form" title="0 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6760251910965989191?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6760251910965989191?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/hTzMFQNVysk/complementary-hearts-in-oil-pastels.html" title="Complementary hearts in oil-pastels" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-JAC8fxJt2u8/TxqxEhVTlkI/AAAAAAAAAhY/iORw_QfSTlA/s72-c/hartjes+met+olie-pastel+001.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/01/complementary-hearts-in-oil-pastels.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DU8MRXk7eip7ImA9WhRVGEQ.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-4143895782558107782</id><published>2012-01-18T15:32:00.003+01:00</published><updated>2012-01-18T15:44:44.702+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-18T15:44:44.702+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="paper techniques" /><category scheme="http://www.blogger.com/atom/ns#" term="valentines day" /><category scheme="http://www.blogger.com/atom/ns#" term="color wheel" /><category scheme="http://www.blogger.com/atom/ns#" term="hearts" /><category scheme="http://www.blogger.com/atom/ns#" term="colored paper" /><category scheme="http://www.blogger.com/atom/ns#" term="flowers" /><title>Paper color-wheel flowers.</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16788210.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://images.artsonia.com/art/large/16788210.jpg" width="257" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Aquilla grade 7&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;This project was inspired on one I found through 'pinterest' on the &lt;a href="http://mondocherry.blogspot.com/2010/04/new-blossom-colours.html"&gt;'small bite of mondocherry&lt;/a&gt;' blog.&amp;nbsp; On this blog hearts folded in two became petals of flowers.&amp;nbsp; Using 7 petals is actually better, so if you have a color paper that comes close to indigo you can make a complete rainbow flowers.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Supplies&lt;/u&gt;&lt;br /&gt;
* colored paper in the 6 colors of the color-wheel.&lt;br /&gt;
* black paper as a background.&lt;br /&gt;
* glue sticks&lt;br /&gt;
* scissors&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;Step by step&amp;nbsp;&lt;/u&gt;&lt;br /&gt;
1) fold the 6 colors in two.&lt;br /&gt;
2) draw half a heart-shaped petal against the fold.&lt;br /&gt;
3) cut out the shape.&lt;br /&gt;
4) use this shape to draw the exact same size petals on the 5 other colors.&lt;br /&gt;
5) draw another size petal on the first color again&lt;br /&gt;
6) repeat step 4 and 5 until you have enough different size petals to fill your background.&lt;br /&gt;
7) arrange the different size flowers on your background and make sure the petals follow the colors of the color-wheel.&lt;br /&gt;
8) glue them with one side of the heart-shaped petal onto the background.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-4143895782558107782?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/7rznvxC812uMQ8-7jRDMT0pxdZY/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/7rznvxC812uMQ8-7jRDMT0pxdZY/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/7rznvxC812uMQ8-7jRDMT0pxdZY/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/7rznvxC812uMQ8-7jRDMT0pxdZY/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/pGxGspmtVRg" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/4143895782558107782/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/01/paper-color-wheel-flowers.html#comment-form" title="2 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/4143895782558107782?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/4143895782558107782?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/pGxGspmtVRg/paper-color-wheel-flowers.html" title="Paper color-wheel flowers." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>2</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/01/paper-color-wheel-flowers.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0cAQn8zeSp7ImA9WhRVEE4.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-1973487350385800013</id><published>2012-01-08T14:57:00.000+01:00</published><updated>2012-01-08T14:57:23.181+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-08T14:57:23.181+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="3D" /><category scheme="http://www.blogger.com/atom/ns#" term="Rosina Wachtmeister" /><category scheme="http://www.blogger.com/atom/ns#" term="paper mache" /><category scheme="http://www.blogger.com/atom/ns#" term="cat" /><category scheme="http://www.blogger.com/atom/ns#" term="acrylic paint" /><category scheme="http://www.blogger.com/atom/ns#" term="in the style of a famous artist" /><category scheme="http://www.blogger.com/atom/ns#" term="Animals" /><title>Cats like Rosina Wachtmeister in 3D</title><content type="html">&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-CbmlEWWcyxQ/TwmXm25bDvI/AAAAAAAAAhI/atXV3JX9BDk/s1600/kat+kimberley.JPG" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-CbmlEWWcyxQ/TwmXm25bDvI/AAAAAAAAAhI/atXV3JX9BDk/s320/kat+kimberley.JPG" width="234" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Kimberly 8th grade&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;Rosina Wachtmeister is an Austrian artist, born in 1939.&amp;nbsp; Her beautiful cat art have made her famous all over the world.&amp;nbsp; Many teachers have been inspired by her work to do several cool project in art classes.&lt;br /&gt;
&lt;br /&gt;
These cat statues, based on her work, are made of paper mache, a bottle and cardboard.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Before we started we discussed her work in class.&amp;nbsp; The moon shaped head and the special nose are very distinctive for her work.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;Supplies&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
* bottle&lt;br /&gt;
* old newspaper&lt;br /&gt;
* wall paper paste&lt;br /&gt;
* paper tape&lt;br /&gt;
* piece of cardboard&lt;br /&gt;
* white acylic paint&lt;br /&gt;
* acrylic paint in several colors&lt;br /&gt;
* protection for clothes and work surface&lt;br /&gt;
* brushes&lt;br /&gt;
* water jars&lt;br /&gt;
* old cloths&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;Step by step&lt;/b&gt;&lt;/u&gt;&lt;br /&gt;
&lt;br /&gt;
1) Take the glass bottle and glue strips of old newspaper on it with paper wall paste.&lt;br /&gt;
2) Cut out a moon shape out of the piece of cardboard.&lt;br /&gt;
3) Tape this shape onto the bottle using paper tape.&lt;br /&gt;
4) Make this shape thicker, using crumpled paper and paper tape.&lt;br /&gt;
5) Glue some strips of old newspaper over the shape of the head, so it sticks better. Use paper wall paste.&lt;br /&gt;
6) Make the tail with old newspaper and use paper tape to secure it to the bottle with paper tape.&amp;nbsp; Use paper wall paste on the tail too.&amp;nbsp; &lt;br /&gt;
7) The tail gets strings of old newspaper with paper wall paste too.&lt;br /&gt;
8) Use at least 4 layers of strips and wall paper paste.&lt;br /&gt;
9) Let the statue dry.&lt;br /&gt;
10) Give the cat a layer of white acrylic paint.&lt;br /&gt;
11) Let it dry once more.&lt;br /&gt;
12) Paint the cat with acrylic paint.&amp;nbsp; The colors don't have to be natural.&amp;nbsp; &lt;br /&gt;
13) Don't forget the special nose on the cat's head.&lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-XxdqH7QEpQ8/TwmbRNcW4oI/AAAAAAAAAhQ/Dw9sbLGrUJM/s1600/kat+Jessie.JPG" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-XxdqH7QEpQ8/TwmbRNcW4oI/AAAAAAAAAhQ/Dw9sbLGrUJM/s320/kat+Jessie.JPG" width="213" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Jessie 8th grade&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-1973487350385800013?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Ejyw4n9PSUWCeJBNWH_SeTtjtdI/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Ejyw4n9PSUWCeJBNWH_SeTtjtdI/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Ejyw4n9PSUWCeJBNWH_SeTtjtdI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Ejyw4n9PSUWCeJBNWH_SeTtjtdI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/8SkK4V2cORc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/1973487350385800013/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2012/01/cats-like-rosina-wachtmeister-in-3d.html#comment-form" title="4 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/1973487350385800013?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/1973487350385800013?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/8SkK4V2cORc/cats-like-rosina-wachtmeister-in-3d.html" title="Cats like Rosina Wachtmeister in 3D" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-CbmlEWWcyxQ/TwmXm25bDvI/AAAAAAAAAhI/atXV3JX9BDk/s72-c/kat+kimberley.JPG" height="72" width="72" /><thr:total>4</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2012/01/cats-like-rosina-wachtmeister-in-3d.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ck4CSHo6eyp7ImA9WhRUF0k.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-8830593089728665179</id><published>2011-12-28T11:43:00.001+01:00</published><updated>2012-01-28T09:56:09.413+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-28T09:56:09.413+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Warm and cool colors" /><category scheme="http://www.blogger.com/atom/ns#" term="overlapping" /><category scheme="http://www.blogger.com/atom/ns#" term="abstract" /><category scheme="http://www.blogger.com/atom/ns#" term="silhouette" /><category scheme="http://www.blogger.com/atom/ns#" term="gouache" /><title>Abstract with silhouettes</title><content type="html">&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16209752.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="214" src="http://images.artsonia.com/art/large/16209752.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Maithe 7th grade&lt;/td&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;The children had to choose 2 different shapes/silhouettes that are somehow related to each other.&amp;nbsp; Like for example a heart and lips or clouds and raindrops.&lt;br /&gt;
They cut out the shapes out of thin cardboard, so they could trace them easily.&lt;br /&gt;
One shape had to be traced several times and it had to overlap the other shapes.&amp;nbsp; It is important that the shapes that appear aren't too small, because they have to be painted with gouache.&lt;br /&gt;
In the middle the other shape is traced one time.&amp;nbsp; Because of the other shapes on the background this shape is automatically divided in different shapes too.&lt;br /&gt;
&lt;br /&gt;
The kids had to choose what colors they wanted to use on the background and what colors they would like to use on the one shape in the middle.&lt;br /&gt;
Cool colors outside and warm in the middle or the other way around.&lt;br /&gt;
Most chose cool on the outside.&lt;br /&gt;
&lt;br /&gt;
When the paint is dry they could trace the shapes with a thick black marker.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16209749.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="214" src="http://images.artsonia.com/art/large/16209749.jpg" width="320" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;By Hanne, grade 7&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-8830593089728665179?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/vPSy0IOT5dujZhzmtscj3VcbdaA/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/vPSy0IOT5dujZhzmtscj3VcbdaA/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/vPSy0IOT5dujZhzmtscj3VcbdaA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/vPSy0IOT5dujZhzmtscj3VcbdaA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/4L2CJ8P4s_Q" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/8830593089728665179/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2011/12/abstract-with-silhouettes.html#comment-form" title="2 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/8830593089728665179?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/8830593089728665179?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/4L2CJ8P4s_Q/abstract-with-silhouettes.html" title="Abstract with silhouettes" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>2</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2011/12/abstract-with-silhouettes.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkcER3k6eCp7ImA9WhRXGUQ.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-6735753272501098327</id><published>2011-12-27T13:46:00.000+01:00</published><updated>2011-12-27T13:46:46.710+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-27T13:46:46.710+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Books" /><title>A new book to add to the collection.</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://images.borders.com.au/images/bau/97807945/9780794527075/0/0/plain/365-things-to-draw-and-paint.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://images.borders.com.au/images/bau/97807945/9780794527075/0/0/plain/365-things-to-draw-and-paint.jpg" width="279" /&gt;&lt;/a&gt;&lt;/div&gt;I found a new book the the bookshop with loads of inspiration.&lt;br /&gt;
&lt;br /&gt;
I guess many of my English/American followers already know it, but here in Belgium the translation has just been printed.&lt;br /&gt;
&lt;br /&gt;
I'm really excited about this book.&amp;nbsp; Many activities can be done by young children, but when adapted a bit, my 7th and 8th graders will love this!&amp;nbsp; I'm sure!&lt;br /&gt;
&lt;br /&gt;
You can find various things in here.&amp;nbsp; Dotpaintings, painting monkey's with your fingers, a cool city in ink, robots in collage, bugs, spooky towns, cupcakes with 'real' toppings, flower girls in ink and collage...&lt;br /&gt;
&lt;br /&gt;
Lots of things to try.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
If anyone of you has this book and has tried an activity I would like to know!&amp;nbsp;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-6735753272501098327?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/lqMuefL0l2o4w1b8fwTELCFkLUw/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/lqMuefL0l2o4w1b8fwTELCFkLUw/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/lqMuefL0l2o4w1b8fwTELCFkLUw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/lqMuefL0l2o4w1b8fwTELCFkLUw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/-SnBoGvsypw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/6735753272501098327/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2011/12/new-book-to-add-to-collection.html#comment-form" title="1 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6735753272501098327?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6735753272501098327?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/-SnBoGvsypw/new-book-to-add-to-collection.html" title="A new book to add to the collection." /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>1</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2011/12/new-book-to-add-to-collection.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEEHRHw_fyp7ImA9WhRQFk4.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-6861411193865940719</id><published>2011-12-11T21:50:00.000+01:00</published><updated>2011-12-11T21:50:35.247+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-11T21:50:35.247+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Music" /><category scheme="http://www.blogger.com/atom/ns#" term="I-Pod" /><category scheme="http://www.blogger.com/atom/ns#" term="comic books" /><category scheme="http://www.blogger.com/atom/ns#" term="cartoon" /><category scheme="http://www.blogger.com/atom/ns#" term="advertising" /><category scheme="http://www.blogger.com/atom/ns#" term="black and white" /><category scheme="http://www.blogger.com/atom/ns#" term="silhouette" /><category scheme="http://www.blogger.com/atom/ns#" term="famous people" /><title>I-pod silhouettes</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16209758.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://images.artsonia.com/art/large/16209758.jpg" width="226" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Again a project from the artsonia gallery.&lt;br /&gt;
A few years ago apple launched an advertising campaign for their I-pod with silhouettes on a colored background.&amp;nbsp; They were obviously dancing and they wore an I-Pod.&lt;br /&gt;
&lt;br /&gt;
I let the children bring pictures of their favorite artist, comic book figure or cartoon figure.&lt;br /&gt;
They had to make a silhouette on black paper and cut it out.&amp;nbsp; Some needed a cutter and scissors, others just scissors.&lt;br /&gt;
They had to make sure the figure seemed to be dancing/moving and they had to wear an I-Pod (With a white permanent marker drawn on the silhouette.)&lt;br /&gt;
Stick it on a bright colored background and add the 'I-Title'.&lt;br /&gt;
&lt;br /&gt;
This is a short project, but the kids loved it!&lt;/div&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16209756.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://images.artsonia.com/art/large/16209756.jpg" width="241" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3862177653968461881-6861411193865940719?l=artlessonsfrombelgium.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/-UTP93IfcXdWUi_884Kcbv9wAZE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/-UTP93IfcXdWUi_884Kcbv9wAZE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/ArtLessonsFromBelgium/~4/Yrx-hEci5jI" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://artlessonsfrombelgium.blogspot.com/feeds/6861411193865940719/comments/default" title="Reacties plaatsen" /><link rel="replies" type="text/html" href="http://artlessonsfrombelgium.blogspot.com/2011/12/i-pod-silhouettes.html#comment-form" title="1 reacties" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6861411193865940719?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/3862177653968461881/posts/default/6861411193865940719?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/ArtLessonsFromBelgium/~3/Yrx-hEci5jI/i-pod-silhouettes.html" title="I-pod silhouettes" /><author><name>Art lessons from Belgium.</name><uri>http://www.blogger.com/profile/09727494095872376161</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="31" src="http://3.bp.blogspot.com/-P1QMSOIjijM/ThsVN_2FrZI/AAAAAAAAAYA/NqjzKtaH8Qw/s1600/Zentangle+30.JPG" /></author><thr:total>1</thr:total><feedburner:origLink>http://artlessonsfrombelgium.blogspot.com/2011/12/i-pod-silhouettes.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUcDRnYzeip7ImA9WhRQFEk.&quot;"><id>tag:blogger.com,1999:blog-3862177653968461881.post-5896777104583537870</id><published>2011-12-09T17:11:00.000+01:00</published><updated>2011-12-09T17:11:17.882+01:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-09T17:11:17.882+01:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="mandala" /><category scheme="http://www.blogger.com/atom/ns#" term="zendala" /><category scheme="http://www.blogger.com/atom/ns#" term="colored pencil" /><category scheme="http://www.blogger.com/atom/ns#" term="zentangle" /><title>Zendala's without help.</title><content type="html">&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://images.artsonia.com/art/large/16209764.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="314" src="http://images.artsonia.com/art/large/16209764.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Oh dear, it has been a while since I posted anything.&amp;nbsp; Not that me or the children have been on non-active, we have been extremely busy!&lt;br /&gt;
But since this year I have another task besides art-teacher, I'm also the new 'confidence teacher'.&amp;nbsp; I don't really know the right English word.&lt;br /&gt;
I have been doing training sessions to be able to do that task well too and somehow my blog slipped into the background a bit.&lt;br /&gt;
&lt;br /&gt;
While I was on one of these training sessions the children of the 8th grade had to work independently on a few projects.&lt;br /&gt;
I made a worksheet which they could follow step by step.&amp;nbsp; No art teacher was available to explain, they just had their worksheet, a black micron marker and colored pencils.&lt;br /&gt;
&lt;br /&gt;
On the sheet was explained what a 'zendala' is.&amp;nbsp; In Belgium 'zentangles' or 'zendala's' are new.&amp;nbsp; Nobody really knows the technique over here.&lt;br /&gt;
They got some repetitive patterns as examples and they got little squares to fill with their own patterns to practice.&lt;br /&gt;
Than they got a zentangle template.&amp;nbsp; You can use a circle too, but I chose one of the templates from the &lt;a href="http://tanglewithme-tricialee.blogspot.com/2011/06/zendala-magic-weekly-challenge-25.html"&gt;'tangle with me' blog.&lt;/a&gt;&lt;br /&gt;
A circle is just an empty space and this template has some more little shapes, I think this makes it easier for the children to chose patterns to fill the template with.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
Doing this all by them selves, no more explanation than on the sheet I'm extremely proud at the results!&amp;nbsp; And the kids were even proud themselves too!&amp;nbsp; &lt;br /&gt;
Mission accomplished I would say ...&lt;br /&gt;
&lt;br /&gt;
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
