<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4396770091566403181</id><updated>2012-02-09T06:42:27.744-08:00</updated><category term='K4 12 YA'/><category term='PEMBELAJARAN'/><category term='Seni Budaya'/><category term='BAHASA'/><category term='SASTRA'/><title type='text'>Andri Wicaksono</title><subtitle type='html'>Penelitian Pendidikan Bahasa Sastra , Kajian Telaah Sastra Puisi Drama Novel Cerpen Budaya, Strukturalisme, Sosiolinguistik, Wacana, Kemampuan Keterampilan Berbicara Menulis Membaca</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://andriew.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4396770091566403181/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://andriew.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4396770091566403181/posts/default?start-index=101&amp;max-results=100'/><author><name>andri</name><uri>http://www.blogger.com/profile/03364679017290165212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://1.bp.blogspot.com/-_dm5touBWdY/TscuHvJNSwI/AAAAAAAAAEk/dBPI6wh7nNA/s1600/198670_1989577818832_1224956809_31853465_4110738_n.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>103</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4396770091566403181.post-7819037829174653466</id><published>2012-01-30T07:15:00.000-08:00</published><updated>2012-01-30T07:15:07.665-08:00</updated><title type='text'>sepenggal cerita saling gombal di telefon dengan si 'dia'</title><content type='html'>&lt;h6 class="uiStreamMessage" data-ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span class="messageBody" data-ft="{&amp;quot;type&amp;quot;:3}"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-weight: normal;"&gt;AW: “ Kamu lagi di kamar? Ada cermin kan?”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li : “Ada. Emang kenapa”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; AW : “tadi malam tu aku mimpi ketemu bidadari. Kamu pernah lihat bidadari?”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li : “belum tuh. Emang kayak apa sih bidadari”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; AW: “Coba deh bercermin. Kamu adalah bidadariku...”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; &lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li    : “kamu suka strawberry gak?”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; AW: “suka sihh, tapi klo yg manis”. &lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li   : “strawbery mana ada yg manis, semuanya asem “&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; AW : “ada kuq, aq udh menemukan”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li   : “mana yg manis?”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; AW  : “kamu... strawberry manisku”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; &lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li : “Aku mau buka usaha lho, Yang”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; AW :  “Buka usaha apa?”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li : “Buka usaha untuk mendektkan hatiku padamu”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; &lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li :  “Yang, aku jalan2 ke Indomart mmbeli ssuatu”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; AW:   “Mo beli apa?”&lt;/span&gt;&lt;br style="font-weight: normal;" /&gt;&lt;span style="font-weight: normal;"&gt; Li:  “Mo beli tali, untuk mengikat hatiku padamu”&lt;/span&gt;&lt;/span&gt;&lt;span class="fcg"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/4396770091566403181-7819037829174653466?l=andriew.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://andriew.blogspot.com/feeds/7819037829174653466/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://andriew.blogspot.com/2012/01/sepenggal-cerita-saling-gombal-di.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4396770091566403181/posts/default/7819037829174653466'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4396770091566403181/posts/default/7819037829174653466'/><link rel='alternate' type='text/html' href='http://andriew.blogspot.com/2012/01/sepenggal-cerita-saling-gombal-di.html' title='sepenggal cerita saling gombal di telefon dengan si &apos;dia&apos;'/><author><name>andri</name><uri>http://www.blogger.com/profile/03364679017290165212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://1.bp.blogspot.com/-_dm5touBWdY/TscuHvJNSwI/AAAAAAAAAEk/dBPI6wh7nNA/s1600/198670_1989577818832_1224956809_31853465_4110738_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4396770091566403181.post-2474486360408638242</id><published>2012-01-23T04:49:00.000-08:00</published><updated>2012-01-23T04:49:46.582-08:00</updated><title type='text'>Perbedaan antara Wanita dan Gadis (Cewek)</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:TrackMoves/&gt;  &lt;w:TrackFormatting/&gt;  &lt;w:PunctuationKerning/&gt;  &lt;w:ValidateAgainstSchemas/&gt;  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;  &lt;w:DoNotPromoteQF/&gt;  &lt;w:LidThemeOther&gt;IN&lt;/w:LidThemeOther&gt;  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;   &lt;w:SplitPgBreakAndParaMark/&gt;   &lt;w:DontVertAlignCellWithSp/&gt;   &lt;w:DontBreakConstrainedForcedTables/&gt;   &lt;w:DontVertAlignInTxbx/&gt;   &lt;w:Word11KerningPairs/&gt;   &lt;w:CachedColBalance/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;  &lt;m:mathPr&gt;   &lt;m:mathFont m:val="Cambria Math"/&gt;   &lt;m:brkBin m:val="before"/&gt;   &lt;m:brkBinSub m:val="--"/&gt;   &lt;m:smallFrac m:val="off"/&gt;   &lt;m:dispDef/&gt;   &lt;m:lMargin m:val="0"/&gt;   &lt;m:rMargin m:val="0"/&gt;   &lt;m:defJc m:val="centerGroup"/&gt;   &lt;m:wrapIndent m:val="1440"/&gt;   &lt;m:intLim m:val="subSup"/&gt;   &lt;m:naryLim m:val="undOvr"/&gt;  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:0cm; mso-para-margin-left:35.45pt; mso-para-margin-bottom:.0001pt; text-align:justify; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;}&lt;/style&gt;&lt;![endif]--&gt;W: Pengertian dan menerima anda apa adanya. Namuntetap memberi saran yang mendidik bila anda melakukan kesalahan.&lt;br /&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;G: Menuntut banyak sekali ini itu tanpa melihat kesalahan pada dirinya sendiri.Akan marah-marah atau minimal ngambek kalau anda berbuat salah.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Selalu berusaha ceria di setiap moment bersamadengan anda.&lt;br /&gt;G: Suka BT tiba-tiba tanpa sebab dan kalau ditanya kenapa, akan menjawab seolahtidak ada apa2 dan membuat anda bingung.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Bisa membuat anda tertawa dan membuat andamakin ingin lebih menyayanginya setiap hari.&lt;br /&gt;G: Selalu menuntut punya cowok yang bisa membuatnya tertawa, namun padakenyataannya susah sekali dibuat tertawa karena merasa nanti dikira gampangan.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Bersikap jujur dan apa adanya.&lt;br /&gt;G: Bersikap jual mahal dan punya hobby nge-test cowoknya.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Meminta anda pamit dulu dengan orangtuanya danmemperkenalkan anda sebelum pergi bersama anda.&lt;br /&gt;G: Membuat anda duduk berlama lama di ruang tamu karena lama bgt dandannya.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Independent, tetap memprioritaskan karier danmasa depan tanpa mau tergantung orang.&lt;br /&gt;G: Memprioritaskan punya cowok yang mapan dengan alasan tuntutan jaman dan akanmerasa secure masa depannya hanya dengan cowok-cowok seperti itu.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Tampil natural, simple tapi tetap classy. Dantampil anggun pada event2 tertentu.&lt;br /&gt;G: Menor, berlebihan dan high maintenance.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Belajar bikin kue jenis baru 2 kali seminggu.&lt;br /&gt;G: Ke Salon 2 kali seminggu.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Punya prinsip yang jelas dan berusaha untukmengaplikasikannya di dalam kehidupannya setiap hari.&lt;br /&gt;G: Tidak punya sikap, tidak tegas dan tidak tahu apa kemauannya sebenarnya.Hanya bisa tergantung pada anda.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Menguasai diri, mengambil keputusan tegasdalam menyelesaikan setiap masalah dan konsekuen dengan keputusan tsb.&lt;br /&gt;G: Marah-marah, nangis berhari-hari dan curhat panjang lebar dengan teman kalaudisakiti dan berikrar tidak akan mau berhubungan dengan anda lagi. Yeah right..3 hari kemudian dia pasti akan memaafkan anda kok..&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Betah di rumah, dan suka menyenangkan hatiorangtua-nya.&lt;br /&gt;G: Gak pernah mau ketinggalan datang ke setiap Rave Party yang diadakan diJakarta dan sekitarnya.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Favorite movie-nya; Four Weddings and AFuneral, Before Sunrise, Before Sunset.&lt;br /&gt;G: Favorite movie-nya; Just My Luck, A Cinderella Story, Princess Diary.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Ingin punya pria yang percaya akan dirinyasendiri, jujur, bisa menjaga dan menyayanginya apa adanya.&lt;br /&gt;G: Pengen punya cowok seperti Brad Pitt, dewasa, mapan, perut six pack, siapmengantarjemput 24 jam x 7 hari dan wajib menyayanginya di atas segalanya.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Mampu menjaga diri sendiri dengan tidak pernahberbuat yang aneh aneh.&lt;br /&gt;G: Minum-minum sampai tepar di bar, lounge, cafe dugem.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Mengutarakan perasaannya dengan tenang dantetap mengerti perasaan anda.&lt;br /&gt;G: Maunya selalu diutamakan perasaannya tanpa memikirkan perasaan andasedikitpun.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Mau bersosialisasi dengan teman-teman anda danmemperkenalkan anda dengan teman-teman dekatnya.&lt;br /&gt;G: Deket sama semua cowok sesuka hati tapi kalau anda sendiri deket sama satucewek aja dia bisa marah setengah mati.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;G: Marah-marah karena anda tidak bisa menjemputdan mengatakan anda sudah tidak peduli lagi terhadapnya.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Daribeberapa kriteria di atas mempunyai jawaban "W" &amp;gt;60% &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;G: Dari beberapa kriteria di atas mempunyaijawaban "W" &amp;lt;30%&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;W: Berpikir dan mengkoreksi diri setelah membacatulisan ini.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;G: Merasa tersinggung dan mencari tahu siapa ygmembuat tulisan ini!&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="margin-left: 0cm; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&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/4396770091566403181-2474486360408638242?l=andriew.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://andriew.blogspot.com/feeds/2474486360408638242/comments/default' title='Poskan Komentar'/><link rel='replies' type='text/html' href='http://andriew.blogspot.com/2012/01/perbedaan-antara-wanita-dan-gadis-cewek.html#comment-form' title='1 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4396770091566403181/posts/default/2474486360408638242'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4396770091566403181/posts/default/2474486360408638242'/><link rel='alternate' type='text/html' href='http://andriew.blogspot.com/2012/01/perbedaan-antara-wanita-dan-gadis-cewek.html' title='Perbedaan antara Wanita dan Gadis (Cewek)'/><author><name>andri</name><uri>http://www.blogger.com/profile/03364679017290165212</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='28' height='32' src='http://1.bp.blogspot.com/-_dm5touBWdY/TscuHvJNSwI/AAAAAAAAAEk/dBPI6wh7nNA/s1600/198670_1989577818832_1224956809_31853465_4110738_n.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4396770091566403181.post-7612018860592341910</id><published>2012-01-18T20:16:00.000-08:00</published><updated>2012-01-18T20:16:35.991-08:00</updated><title type='text'>Konsep Pendidikan Seni</title><content type='html'>&lt;!--[if !mso]&gt;&lt;style&gt;v\:* {behavior:url(#default#VML);}o\:* {behavior:url(#default#VML);}w\:* {behavior:url(#default#VML);}.shape {behavior:url(#default#VML);}&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:TrackMoves&gt;false&lt;/w:TrackMoves&gt;  &lt;w:TrackFormatting/&gt;  &lt;w:PunctuationKerning/&gt;  &lt;w:ValidateAgainstSchemas/&gt;  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;  &lt;w:DoNotPromoteQF/&gt;  &lt;w:LidThemeOther&gt;IN&lt;/w:LidThemeOther&gt;  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;   &lt;w:SplitPgBreakAndParaMark/&gt;   &lt;w:DontVertAlignCellWithSp/&gt;   &lt;w:DontBreakConstrainedForcedTables/&gt;   &lt;w:DontVertAlignInTxbx/&gt;   &lt;w:Word11KerningPairs/&gt;   &lt;w:CachedColBalance/&gt;  &lt;/w:Compatibility&gt;  &lt;m:mathPr&gt;   &lt;m:mathFont m:val="Cambria Math"/&gt;   &lt;m:brkBin m:val="before"/&gt;   &lt;m:brkBinSub m:val="--"/&gt;   &lt;m:smallFrac m:val="off"/&gt;   &lt;m:dispDef/&gt;   &lt;m:lMargin m:val="0"/&gt;   &lt;m:rMargin m:val="0"/&gt;   &lt;m:defJc m:val="centerGroup"/&gt;   &lt;m:wrapIndent m:val="1440"/&gt;   &lt;m:intLim m:val="subSup"/&gt;   &lt;m:naryLim m:val="undOvr"/&gt;  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"  DefSemiHidden="true" DefQFormat="false" DefPriority="99"  LatentStyleCount="267"&gt;  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"   UnhideWhenUsed="false" Name="Table Grid"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if !mso]&gt;&lt;img src="http://img2.blogblog.com/img/video_object.png" style="background-color: #b2b2b2; " class="BLOGGER-object-element tr_noresize tr_placeholder" id="ieooui" data-original-id="ieooui" /&gt;&lt;style&gt;st1\:*{behavior:url(#ieooui) }&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:0cm; mso-para-margin-left:35.45pt; mso-para-margin-bottom:.0001pt; text-align:justify; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;}&lt;/style&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;o:shapedefaults v:ext="edit" spidmax="1028"/&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;o:shapelayout v:ext="edit"&gt;  &lt;o:idmap v:ext="edit" data="1"/&gt; &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="margin-left: -14.2pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 6; text-align: center;"&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&amp;nbsp;&lt;/span&gt;&lt;b&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN;"&gt;Take HomeExamination&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="margin-left: -14.2pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span class="messagebody"&gt;Disusunguna Memenuhi Ujian&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;Mata Kuliah Konsep Pendidikan Seni&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;h6 align="center" style="margin-left: -14.2pt; text-align: center;"&gt;&lt;span class="messagebody"&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;Dosen Pengampu : Hajar Pamadhi, M.A.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"&gt;&lt;/span&gt;&lt;/h6&gt;&lt;div align="center" class="MsoNormal" style="margin-left: -14.2pt; text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;1. &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;KonsepPendidikan Seni&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraph" style="mso-list: l5 level1 lfo2; text-indent: -18.0pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;a.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Konsep Pendidikan Seni merupakanideologi dan isinya sebagai dasar pemikiran penyelenggaraan Pendidikan Seni disekolah umum (formal). yang diharapkan dengan “pelajaran seni dalam pendidikan&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&amp;nbsp;Dalamkurikulum 2004 yang disebut Kurikulum Berbasis Kompetensi (KBK) tampaknya adaperubahan kearah perbaikan posisi pendidikan seni. Pendekatan ini mempertegasarah pembelajaran kepada kompetensi yang diharapkan serta memperlihatkan prosespembelajaran berdasar pentahapan kompetensi. Pada tahun 2006 mulai diterapkankurikulum 2006. Kurikulum ini dikenal dengan KTSP (Kurikulum Tingkat SatuanPendidikan). Dalam pendidikan seni terjadi perubahan nama menjadi SBK (SeniBudaya dan Keterampilan), sedangkan di tingkat sekolah menengah dikenal dengansebutan Seni Budaya. Pendidikan seni dalam kurikulum ini menekankan isipembelajaran ialah apresiasi dan kreasi dengan menekankan pada materi senilokal,nasional dan mancanegara.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Padadasarnya pendidikan seni di sekolah diarahkan untuk menumbuhkan kepekaan rasaestetik dan artistik sehingga terbentuk sikap kritis, apresiasif dan kreatifpada diri siswa secara menyeluruh. Sikap ini akan tumbuh, apabila dilakukanserangkaian proses kegiatan pada siswa yang meliputi kegiatan pengamatan,penilaian, dan pertumbuhan rasa memiliki melalui keterlibatan siswa dalamsegala aktivitas seni di dalam kelas dan atau di luar kelas. Dengan demikianpendidikan seni melibatkan semua bentuk kegiatan berupa aktivitas fisik dancita rasa keindahan yang tertuang dalam kegiatan berekspresi, bereksplorasi,berapresiasi dan berkreasi melalui bahasa rupa, bunyi, gerak dan peran&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;(seni rupa,musik, tari, dan teater).Masing-masing mencakup materi sesuai dengan bidang seni dan aktivitas dalamgagasan-gagasan seni, keterampilan berkarya seni serta berapresiasi denganmemperhatikan konteks sosial budaya masyarakat (Diknas, 2004:3).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Fungsidan tujuan pendidikan seni adalah menumbuhkan sikap toleransi, demokrasi, danberadab, serta mampu hidup rukun dalam masyarakat majemuk, mengembangkankemampuan imajinatif intelektual, ekspresi melalui seni, mengembangkan kepekaanrasa, ketrampilan, serta mampu menerapkan teknologi dalam berkreasi dan dalammemamerkan dan mempergelarkan karya seni. Sedangkan pada&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;pengorganisasian materi pendidikan senimenggunakan pendekatan terpadu, yang penyusunan kompetensi dasarnya dirancangsecara sistemik berdasarkan keseimbangan antara kognitif, afektif, danpsikomotorik. Selain itu, ditekankan di dalam sistem pendidikan seni diharapkanseni bisa membawa sebuah visi dan misi kehidupan damai pada masyarakatpluralisme di Indonesia, agar tidak mendapat benturan budaya antara satu denganlainnya dimasa krisis saat ini. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Prof.Soedarso SP., MA., mempertegas bahwa mengenali secara baik hasil karya seni,orang akan mengagumi para penciptanya, karena seni memiliki aspek regional danjuga universal sifatnya, maka seni dapat memupuk kecintaan bangsa sendirisekaligus sesama manusia (Soedarso1990:80). Pernyataan itu mengajak parapemikir&amp;nbsp; pendidikan dapat mempertimbangkan secara lebih serius antarakompetensi regional seni budaya yang dimasukan sebagai bagian dari sistem pengajarandisekolah-sekolah umum, khususnya seni tradisional (Muatan lokal), yangkeberadaannya memiliki arti untuk menghormati keragaman seni yang banyak tumbuhdi Indonesia sebagai puncak-puncak kebudayaan daerah menunjukan keanekaragamanbudaya kita tetapi tetap satu. Dengan demikian pendidikan seni bukan untukmenjadikan siswa menjadi seniman terampil, tetapi tempat untuk memberikanwawasan kebangsaan tentang seni tradisi yang dipelajarinya guna menjunjungnilai-nilai luhur warisan budaya Indonesia. Yang artinya dapat menghindaribenturan budaya, agama, suku, mencegah tawuran siswa, bersikap jujur, disiplin,taat hukum, memiliki sikap sportivitas, menghargai sesama terhadap perbedaandan menghindari perbuatan yang bertentangan dengan norma agama sepertikenakalan remaja dan narkoba.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Melihatkepada kenyataan yang ada, secara teori yang telah terencana dalam kurikulumpendidikan seni, nampak bahwa seni dalam pendidikan di sekolah umum sudahmenjadi&amp;nbsp; tanggung jawab kita bersama. Meskipun tujuannya hanya untukmengembangkan kemampuan apresiasi para siswa, namun implikasinya sangat luasbagi arti pendidikan di Indonesia saat ini.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;"&gt;Maman Tocharman&lt;b&gt; &lt;/b&gt;(&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;2009)menjelaskan tentang kondisi arus globalisasi yang begitu terbuka, akanmemunculkan pertanyaan tentang kesenian Indonesia. Apakah kesenian kita akanbertahan mepertahankan tradisinya, atau akan berkembang bahkan berubahmengikuti tuntutan global? Jawabannya tidaklah mudah dirumuskan sekilas, tetapiperlu pemikiran yang mendalam. Bertahan, berkembang atau berubah? Bila berfikirbahwa seni Indonesia berakar dari seni tradisi, mungkin seni Indonesia kantetap mempetahankan eksistensinya yang kokoh karena masyarakat pendukungnya.Masyarakat pendukung kesenian yang akan menjadi penentu kelestarian keseniantertentu. &lt;/span&gt;&lt;/div&gt;&lt;div class="Default" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;"&gt;&lt;span style="color: windowtext;"&gt;Masyarakat pendukung kesenian yangbersifat terbuka, akan sangat member peluang masuknya kesenian luar yang ikutmewarnai kesenian Indonesia. Dengan kondisi ini memungkinkan kesenian Indonesiamengalami perkembangan atau perubahan. &lt;/span&gt;&lt;/div&gt;&lt;div class="Default" style="line-height: 150%; text-align: justify; text-indent: 35.45pt;"&gt;&lt;span style="color: windowtext;"&gt;Dengan munculnya kesenian formal parapencinta seni harus berbangga hati. Seni turut dilestarikan oleh penguasa.Dengan kenyataan seperti ini artinya seni turut diperhatikan pemerintah. Seniakan tetap memepertahankan tradisinya, berkembang sesuai tuntutan, atau berubahmenyesuaikan tuntutan global, atau hilang punah ditelan arus zaman. Keseniansebagai bagian dari kebudayaan dapat diibaratkan sekeping uang logam. Satu sisiberfungsi sebagai pedoman, dan sisi lainnya sebagai strategi adaptif yangsenantiasa menyesuaikan dengan perubahan yang terjadi. Maka dengan demikiankelestarian kesenian akan sangat tergantung akan masyarakat pendukungnya.Demikian, maka kemudian ada masyarakat yang cepat berubah karena kebudayaannyaakomodatif dan cepat berubah, dan ada masyarakat lamban berubah karenakebudayaan (termasuk kesenian) yang didukungnya kukuh dengan tradisi. Akantetapi jelas bahwa sedikit atau banyak, lambat atau cepat, setiapkebudayaan(termasuk di dalamnya kesenian) akan berubah. (Rohendi, 2000: 212)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l5 level1 lfo2; text-indent: -18.0pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;b.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;Pendidikan seni sebagai bagian integral daripendidikan, oleh karenanya pengajarannya tidak bertujuan mencetak seniman&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;&amp;nbsp;&lt;/span&gt;Pendidikan seni merupakan sarana untuk pengembangankreativitas anak. Pelaksanaan pendidikan seni dapat dilakukan melalui kegiatanpermainan. Tujuan pendidikan seni bukan untuk membina anak-anak menjadiseniman, melainkan untuk mendidik anak menjadi kreatif. Seni merupakanaktivitas permainan. Melalui permainan, kita dapat mendidik anak dan membinakreativitasnya sedini mungkin. Dunia anak adalah dunia bermain. Salah satufungsi seni adalah sebagai media bermain. Oleh sebab itu, aktivitas berolahseni dapat dikembangkan melalui bermain. Melalui bermain kemampuan menciptaatau berkarya, bercita rasa estetis dan berapresiasi seni diperoleh secaramenyenangkan. Melalui kondisi yang menyenangkan seperti ini, anak akanmengulang setiap aktivitas belajarnya secara mandiri dan akan menjadi kebiasaandan keinginan terhadap seni. &lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;Pendidikan seni merupakan sarana untuk pengembangankreativitas anak. Pelaksanaan pendidikan seni dapat dilakukan melalui kegiatanpermainan. Tujuan pendidikan seni dapat dilakukan melalui kegiatan permainan.Tujuan pendidikan seni bukan untuk membina anak-anak menjadi seniman, melainkanuntuk mendidik anak menjadi kreatif. Seni merupakan aktifitas permainan,melalui permainan kita dapat mendidik anak dan membina kreativitasnya sedinimungkin. Dengan demikian dapat dikatakan seni dapat digunakan sebagai alatpendidikan. Pendidikan Seni Rupa adalah mengembangkan keterampilan menggambar,menanamkan kesadaran budaya lokal, mengembangkan kemampuan apreasiasi senirupa, menyediakan kesempatan mengaktualisasikan diri, mengembangkan penguasaandisiplin ilmu Seni Rupa.&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;Menurut Sofyan Salam (2006), meskipun seni secara alamiahmerangsang timbulnya pengalaman estetik, pengalaman estetik sebagaimana yangditegaskan oleh John Dewey, dapat muncul dalam semua bidang yang digelutimanusia. Memecahkan persoalan matematika, berkebun, menemukan teori baru, ataumelukis dapat menjadi sumber pengalaman estetik.Dengan perspektif yang luastentang sumber pengalaman estetik ini, maka seyogyanya pemberian pengalamanestetik menjadi perhatian semua pihak yang terlibat dalam kegiatan pendidikan.Pandangan semacam ini menjadi dasar pijakan Herbert Read, seorang filosofInggris, yang mengajukan tesis bahwa semestinya pendidikan bertujuan untukmencetak seniman. Istilah “mencetak seniman” yang dikemukakan oleh Herbert Readtersebut bermakna proses pendidikan seyogyanya mengembangkan potensi pesertadidik untuk menciptakan sesuatu yang indah dan memberi kepuasan. Sesuatu yangdiciptakan itu dapat berwujud ide atau karya, dapat bersifat teoretis maupunpraktis. Orang yang mampu menciptakan sesuatu yang indah dan memuaskan pastilahmerupakan orang yang terampil, sensitif, dan penuh imajinasi. Karena itu ialayak disebut seniman.&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;Implikasi dari pandangan Herbert Read sangat mendasar. Biladiikuti dengan serius, maka pendidik akan menilai keberhasilan peserta didikpada keartistikan, daya imajinasi, dan koherensi karya yang diciptakannya.Lebih jauh, guru yang menganut pandangan Herbert Read akan mengembangkankurikulum yang mendorong peserta didik untuk menjadi individu yang menghargaikeorisinalan, tidak hanya dalam bidang seni, tetapi juga dalam matematika,sejarah, ilmu pengetahuan alam, atau olah raga. Pendidikan estetik berdasarkanpandangan Herbert Read mencakupi keseluruhan program sekolah.&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;Guru pelaksana pendidikan seni adalah guru bidang studilulusan lembaga pendidikan tinggi keguruan seni. Sekalipun pada pelaksanaanpengajaran seni ia tidak banyak berintervensi pada kegiatan seni anak-anak, iahanya memancing ide anak-anak yang pada suatu saat bisa diminta memberi contoholeh anak-anak, atau tempat anak-anak berkonsultasi seperti saat mereka sedangmenghadapi kesulitan (Garda 1985:11). &lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;Pendekatan seni dalam pendidikan adalah sebagai bentukpendidikan seni sebagai upaya pewarisan dan sekaligus pengembangan atas beragamseni kepada anak didik. Kesenian yang telah dimiliki masyarakat agar tidakpunah dan malah berkembang, oleh karena itu anak didik perlu dididik agarpandai dalam bidang seni. Pada gilirannya dapat dihasilkan calon-calon senimanyang handal. Pendidikan melalui seni adalah bentuk pendidikan seni yangdigunakan sebagai upaya, sarana, alat atau media pencapaian sasaran pendidikansecara umum. Melalui pendidikan seni diharapkan dapat menghasilkan anak didikyang memiliki keterampilan, kreatif dan inovatif.&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;Guru-guru kesenian yang dipersiapkan oleh lembaga pendidikanseperti jurusan Sendratasik Universitas Negeri di Indonesia sudah memadaisesuai tuntutan kurikulum. Tuntutan adanya guru yang memadai, masalah metodeserta materi pengajaran tentunya harus diperhatikan juga.&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l5 level1 lfo2; text-indent: -18.0pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;c.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Pola, bentuk dan pelaksanaanpendidikan seni di Indonesia dikaitkan dengan tujuan pembentukan karakterbangsa&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pendidikanseni merupakan bagian dari rumpun pendidikan nilai. Dalam konteks kebangsaan,pendidikan nilai erat kaitannya dengan pembentukan dan pengembangan watakbangsa. Pendidikan nilai adalah suatu proses budaya yang selalu berusahameningkatkan harkat dan martabat manusia, membantu manusia berkembang dalamdimensi intelektual, moral, spiritual, dan estetika yang memuat nilai-nilai(Jazuli, 2008: 26). Kesadaran dan komitmen untuk memanfaatkan seni dalamprogram pendidikan di sekolah formal karena pendidikan seni memilikikarakteristik yang unik, bermakna, dan bermanfaat terhadap pertumbuhan danperkembangan&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;kepribadian peserta didik(Tri Hartiti Retnowati, 2010).&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span lang="FI" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FI; mso-fareast-font-family: Calibri;"&gt;Peraturan Pemerintah No19 tahun 2005 tentang &lt;/span&gt;&lt;span lang="FI" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FI;"&gt;StandarNasional Pendidikan&lt;/span&gt;&lt;span lang="FI" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FI; mso-fareast-font-family: Calibri;"&gt;, masalah kepekaan estetik memperoleh penekanan dalampengembangan kemampuan peserta didik melalui kelompok mata pelajaran estetika. Padaperaturan ini, kelompok mata pelajaran estetika yang harus dipelajari pesertadidik mempunyai arah pengembangan untuk meningkatkan: (1) sensitivitas, (2)kemampuan mengekspresikan, dan (3) kemampuan mengapresiasi keindahan danharmoni. Kemampuan mengapresiasi dan mengekspresikan keindahan serta harmonimencakup apresiasi dan ekspresi, baik dalam kehidupan individual sehingga mampumenikmati dan mensyukuri hidup, maupun dalam kehidupan kemasyarakatan sehinggamampu menciptakan kebersamaan yang harmonis (BSNP, 2006: 78-79).&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Halitu sesuai dengan harapan pendidikan, yaitu tertuang dalam Undang-undang Nomor20 Tahun 2003 tentang Sistem Pendidikan Nasional pasal 3. UU tersebutdinyatakan bahwa “&lt;span style="mso-bidi-font-weight: bold;"&gt;Pendidikan nasionalberfungsi mengembangkan kemampuan dan membentuk watak serta peradaban bangsayang bermartabat dalam rangka mencerdaskan kehidupan bangsa, bertujuan untukberkembangnya potensi peserta didik agar menjadi manusia yang beriman danbertakwa kepada Tuhan Yang Maha Esa, berakhlak mulia, sehat, berilmu, cakap,kreatif, mandiri, dan menjadi warga negara yang demokratis serta bertanggungjawab.”&lt;/span&gt; Jika dicermati sebagian besar &lt;span style="mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"&gt;potensi peserta didik yg ingin dikembangkansangat terkait erat dengan karakter&lt;b&gt;&lt;i&gt;.&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;"&gt;Darmiyati Zuchdi (&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;2009: 10)&lt;span style="mso-bidi-font-weight: bold;"&gt; berpendapat &lt;/span&gt;sesugguhnya pendidikankarakter mempunyai makna lebih tinggi dari pada pendidikan moral, karena bukansekedar mengajarkan mana yang salah, lebih dari itu pendidikan karaktermenanamkan kebiasaan (&lt;i style="mso-bidi-font-style: normal;"&gt;habituation&lt;/i&gt;)tentang hal yang baik sehingga peserta didik menjadi faham (domainkognitif)&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;tentang mana yang baik&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;dan salah, mampu merasakan ( domain afektif)nilai baik dan biasa melakukannya (domain perilaku). Dengan demikian pendidikankarakter harus ditanamkan melalui cara-cara yang rasional, logis, dandemokratis. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;"&gt;Pengembangan karakter melalui&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;pembelajaran seni di sekolah,&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;secara prinsip dapat dilaksanakanterintegrasi dengan mata pelajaran Seni Budaya/Seni Rupa dengan memasukanpengembangan karakter pada pokok bahasan yang akan diajarkan dalam silabus danRPP. Oleh karena itu guru dan sekolah perlu mengintegrasikan nilai-nilai yangdikembangkan dalam pendidikan budaya dan karakter bangsa ke dalam KurikulumTingkat Satuan Pendidikan (KTSP, silabus dan RPP) yang sudah ada.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Prinsip pembelajaran yang digunakan dalam pembelajaranseni merupakan&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;pengembangan pendidikanbudaya dan karakter bangsa mengusahakan agar siswa mengenal dan menerimanilai-nilai budaya dan karakter bangsa sebagai milik mereka dan bertanggungjawab atas keputusan yang diambilnya melalui tahapan mengenal pilihan, menilaipilihan, menentukan pendirian, dan selanjutnya menjadikan suatu nilai sesuaidengan keyakinan diri. Dengan prinsip ini siswa belajar melalui prosesberpikir, bersikap, dan berbuat. Ketiga proses ini dimaksudkan untukmengembangkan kemampuan siswa dalam melakukan kegiatan sosial dan mendorongsiswa untuk melihat diri sendiri sebagai makhluk sosial. &lt;/span&gt;&lt;b&gt;&lt;i&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span lang="SV" style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;"&gt;S&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;ubstansi nilai/karakter yang ada padasetiap SKL antara lain seperti yang disebutkan di atas&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;yaitu:&lt;b style="mso-bidi-font-weight: normal;"&gt;i&lt;/b&gt;man dan taqwa, jujur, disiplin, terbuka,nasionalistik, bernalar, kreatif,peduli, tanggung jawab, bersih, santun, gotong royong, gigih, bervisi, danadil. Pelaksanaannya pada pembelajaran seni di integrasikan dalam pemberianpengalaman estetik dalam bentuk kegiatan berapresiasi dan berkreasi. Dengandemikian membangun karakter siswa dengan pembelajaran seni dapat dilaksanakanmelalui&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;proses pembelajaran, yaitupeserta didik belajar aktif dan berpusat pada anak. Dapat pula dilakukanmelalui berbagai kegiatan di&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;sekolah.Kegiatan tersebut direncanakan sejak awal tahun pelajaran, dan dimasukkan keKalender Akademik. Contoh kegiatan yang dapat dimasukkan ke dalam programsekolah antara lain: lomba seni dengan motif tertentu antar kelas, pagelaranseni memperingati hari-hari tertentu semua memakai baju seni, lomba lukis motifantarkelas dengan tema budaya setempat, pameran hasil karya seni siswa bertemabudaya dan karakter bangsa, pameran foto hasil karya foto&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;bertema seni budaya dan karakter bangsa,mengundang berbagai nara sumber, budayawan, tokoh-tokoh seni untuk berceramahatau berdiskusi yang berhubungan dengan nilai-nilai karakter. Melakukanwawancara kepada tokoh yang berkaitan dengan kesenian, budaya, dan pembangunannilai karakter. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-indent: 27.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br clear="all" style="mso-special-character: line-break; page-break-before: always;" /&gt;&lt;/div&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;div class="MsoNormal" style="margin-left: 0cm;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;"&gt;2. &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Implementasi Pendidikan Seni&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo3; text-indent: -18.0pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;a.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Pendidikan Seni – senirupa, adalahpembelajaran praktek sehingga terkesan tujuannya adalah menjadi peseni; berikankomentar anda, dan sebaiknya seperti apa pelaksanaannya&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Tujuanpendidikan seni bukan untuk membina anak-anak menjadi peseni/seniman, melainkanuntuk mendidik anak menjadi kreatif. Dengan demikian, dapat dikatakan bahwapembelajaran seni khususnya yang berkaitan dengan praktik berkesenian dapatdigunakan sebagai alat pendidikan. Melalui permainan dalam pendidikan seni anakmemiliki keleluasaan untuk mengembangkan kreativitasnya. Beberapa aspek pentingyang perlu mendapat perhatian dalam pendidikan seni antara lain kesungguhan,kepekaan, daya produksi, kesadaran berkelompok, dan daya cipta.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pendidikanseni adalah segala usaha untuk meningkatkan kemampuan kreatif ekspresif anakdidik dalam mewujudkan kegiatan artistiknya berdasrkan aturan-aturan estetikatertentu. selain itu, pendidikan seni bertujuan menciptakan cipta rasakeindahan dan kemampuan mengolah menghargai seni. Jadi melalui seni, kemampuancipta, rasa dan karsa anak di olah dan dikembangkan.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Selainmengolah cipta, rasa dan karsa seperti yang diterapkan di atas, pendidikan senimerupakan mengolah berbagai ketrampilan berpikir. Hal tersebut meliputiketrampilan kreatif, inovatif, dan kritis. Ketrampilan ini di olah melalui carabelajar induktif dan deduktif secara seimbang.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Dalamkurikulum sekolah dinyatakan bahwa fungsi pendidikan seni adalah mengembangkansikap dan kemampuan siswa agar berkreasi dan menghargai seni. Fungsi pendidikanseni bagi anak adalah sebagai media ekspresi, komunikasi, bermain, pengembanganbakat dan kreativitas. Pendidikan seni dapat digunakan sebagai saranapenyaluran pengungkapan perasaan yang dihadapi anak, menyedihkan ataumenyenangkan, kemarahan, ketakjuban dan sebagainya. Maka pendidikan senimemiliki fungsi sebagai media berekspresi. Pendidikan seni dapat digunakan olehanak untuk menceriterakan kepada orang lain pengalaman-pengalaman yang telahdimiliki. Anak dapat berkomunikasi dengan orang lain melalui karyanya. Olehkarena itu pendidikan seni memiliki fungsi sebagai media komunikasi. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pendidikanseni sebagai media bermain dimaksudkan sebagai wahana penyeimbang kegiatanbelajar lain yang lebih memerlukan kemampuan berpikir kritis kepada situasiyang rileks. Pendidikan seni menjadi pendidikan rekreatif, menyenangkan, sesuaidengan karakter anak yang menyukai berbagai bentuk permainan. Setiap anakmemiliki potensi atau bakat alamiah baik yang bersifat umum atau khusus dibidang seni berbeda-beda proporsinya. Pendidikan seni dapat digunakan dalamrangka pemupukan dan pengembangan bakat melalui berbagai aktivitas seni:menggambar, menyanyi, atau menari yang secara alamiah dimiliki oleh anak.Pendidikan seni dapat digunakan untuk mengarahkan dan mengembangkan dalam halpenemuan baru (inovatif), menghargai perbe-daan karya orang lain. Pribadi anakyang kreatif dapat digunakan pendidikan seni sebagai wahananya, oleh karena itupendidikan seni oleh para ahli dinyatakan sebagai bentuk kegiatan pendidikan yangpaling efektif bagi pengembangan kreativitas anak.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pelaksanaandalam pembelajaran, ruang lingkup pendidikan seni meliputi aspek pengetahuan,apresiasi dan pengalaman kreatif. Aspek pengetahuan seni dan kerajinanberkenaan dengan pembahasan karakteristik masing-masing cabang seni yangberkenaan dengan jenis, bahan, alat, teknik, unsur, prinsip desain ataukomposisi, corak, dan sejarah perkembangannya. Aspek apresiasi seni berkaitandengan respons siswa atas karya yang dihadapi. Kegiatan apresiasi dapat dilakukandi dalam atau di luar kelas. Apresiasi di dalam kelas dapat dilakukan denganapresiasi karya seni rupa, nyanyian, atau tarian teman sekelasnya, pajangankelas, pemutaran slide, film, kaset, TV, video, dan sebagainya. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Apresiasidi luar kelas dapat dilakukan dengan mengunjungi pameran, museum, monumen,candi atau tempat-tempat bersejarah, galeri, studio seni, pusat seni/industrimasyarakat, dan pertunjukan-pertunjukan seni lainnya. Kegiatan apresiasi seniini dalam kurikulum dituangkan dalam pokok bahasan pergelaran. Aspek pengalamankreatif berkenaan dengan pembelajaran penciptaan atau perbuatan karya seniberlangsung. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Praktekberkarya seni rupa adalah persoalan pengalaman kreatif. Oleh karena itupengalaman kreatif berkaitan dengan penuangan gagasan, pemanfaatan danpenguasaan media, dan penguasaan teknik.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo3; text-indent: -18.0pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;b.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Dalam kajian filosofis, terdapat duakelompok besar yang memandang seni; yaitu kelompok esensialis dan pragmatis,pendapat mereka tentang pelaksanaan pendidikan seni di sekolah umum.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="left" class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: left; text-indent: -18.0pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;-&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Esensialisme&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Esensialismeadalah pendidikan yang didasarkan kepada nilai-nilai kebudayaan yang telah adasejak awal peradaban umat manusia. Awal munculnya aliran Esensialisme yaitupada zaman Renaissance dengan ciri-ciri utama yang berbeda dengan progresivisme.Perbedaannya yang utama antara Esensialisme dan Progresivisme ialah dalammemberikan dasar berpijak pada pendidikan yang penuh fleksibilitas, dimanaserta terbuka untuk perubahan, toleran dan tidak ada keterkaitan dengan doktrintertentu. &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Esensialisme adalah mashab pendidikan yangmengutamakan pelajaran teoretik (liberal arts) atau bahan ajar esensial.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoListParagraph" style="line-height: 150%; mso-list: l3 level1 lfo4; text-align: left; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;1)&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Georg Wilhelm Friedrich Hegel (1770 – 1831)&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;GeorgWilhelm Friedrich Hegel mengemukakan adanya sintesa antara ilmu pengetahuan danagama menjadi suatu pemahaman yang menggunakan landasan spiritual. Sebuahpenerapan yang dapat dijadikan contoh mengenai sintesa ini adalah pada teorisejarah. Hegel mengatakan bahwa setiap tingkat kelanjutan, yang dikuasai olehhukum-hukum yang sejenis. Hegel mengemukakan pula bahwa sejarah adalahmanifestasi dari berpikirnya Tuhan. Tuhan berpikir dan mengadakan ekspresimengenai pengaturan yang dinamis mengenai dunia dan semuanya nyata dalam artispiritual. Oleh karena Tuhan adalah sumber dari gerak, maka ekspresi berpikir jugamerupakan gerak.&lt;/span&gt;&lt;/div&gt;&lt;div align="left" class="MsoListParagraph" style="line-height: 150%; mso-list: l3 level1 lfo4; text-align: left; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;2)&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;George Santayana&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;GeorgeSantayana memadukan antara aliran idealisme dan aliran realisme dalam suatusintesa dengan mengatakan bahwa nilai itu tidak dapat ditandai dengan suatukonsep tunggal, karena minat, perhatian dan pengalaman seseorang menentukanadanya kualitas tertentu. Walaupun idealisme menjunjung asas otoriter ataunilai-nilai, namun juga tetap mengakui bahwa pribadi secara aktif bersifatmenentukan nilai-nilai itu atas dirinya sendiri(memilih dan melaksanakan).&lt;/span&gt;&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36.0pt;"&gt;Filsafat pendidikan Esensialisme bertitik tolak darikebenaran yang telah terbukti berabad-abad lamanya. Kebenaran seperti itulahyang &lt;em&gt;esensial&lt;/em&gt;, yang lain adalah suatu kebenaran secara kebetulan saja.Kebenaran yang &lt;em&gt;esensial&lt;/em&gt; itu ialah kebudayaan klasik yang muncul pada zamanromawi yang menggunakan buku-buku klasik ditulis dengan bahasa latin yangdikenal dengan nama &lt;em&gt;Great Book&lt;/em&gt;. Buku ini sudah berabad-abadlamanya&amp;nbsp; mampu membentuk manusia –manusia berkaliber internasional. Inilahbukti bahwa kebudayaan ini merupakan suatu kebenaran yang &lt;em&gt;esensial&lt;/em&gt;. &lt;/div&gt;&lt;div align="left" class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: left; text-indent: -18.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;&lt;span style="mso-list: Ignore;"&gt;-&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pragmatisme = guna pengetahuan&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;FilsafatPendidikan Pragmatisme dipandang sebagai filsafat Amerika asli. Namunsebenarnya berpangkal pada filsafat empirisme Inggris, yang berpendapat bahwamanusia dapat mengetahui apa yang manusia alami. Beberapa tokoh yang menganutfilsafat ini adalah: Charles sandre Peirce, wiliam James, John Dewey,Heracleitos. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pragmatismeadalah aliran filsafat yang memandang segala sesuatu dari nilai kegunaanpraktis, di bidang pendidikan, aliran ini melahirkan progresivisme yangmenentang pendidikan tradisional. Pragmatisme merupakan aliran paham dalamfilsafat yang tidak bersikap mutlak (absolut) tidak doktriner tetapi relatiftergantung kepada kemampuan minusia. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;AgusSuwignyo dalam bukunya Dasar-dasar Intelektualitas (2007), menengarai programini pada dua muatan, yaitu dalam perspektif kurikulum pendidikan sebagaikurikulum objek kajian, dan disposisi sikap sebagai kurikulum tersembunyi.Kurikulum objek kajian berkaitan dengan ilmu yang dipelajari, mencakup sainsformal, sains alam empiris, dan sains sosial empiris. Sementara kurikulumtersembunyi berhubungan dengan etos keilmuan dalam suatu disposisi sikap yangmelekat pada kepemilikan ilmu. Disposisi sikap merujuk pada kemampuanmencetuskan gagasan otentik yang mendasari sikap dan perilaku kelimuan.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pendidikan&lt;i style="mso-bidi-font-style: normal;"&gt;liberal art&lt;/i&gt; menekankan padapengembangan kemampuan berfikir dan menalar, yakni pengolahan kompetensi untukmenemukan dasar rasional bagi suatu gagasan dan sikap, disamping juga mengolahkopetensi-kempetensi yang umum dan mendasar. Umum artinya tidak spesifik ataukhusus; mendasar artinya esensial dan tidak pragmatis. Pendidikan liberal artjuga mencakup keseluruhan dimensi kemanusiaan secara utuh, yakni manusiasebagai mahluk yang menalar, berinteraksi dan berkembang, dan menciptakanindividu yang bebas, mandiri, dan bertanggung jawab.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Berkembangnyapragmatisme dalam dunia pendidikan, yang tercermin dari tujuan pendidikan yangterlampau mengedepankan materi. Jauh dari tujuan untuk mengembangkan ilmu pengetahuandan memperbaiki kualitas kepribadian.&lt;/span&gt;&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"&gt;Pragmatismemerupakan aliran filsafat yang mengemukakan bahwa segala sesuatu harus dinilaidari segi kegunaan pragtis, dengan kata lain paham ini menyatakan yangberfaedah itu harus benar, atau ukuran kebenaran didasarkan pada kemanfaatandari sesuatu itu kepada manusia .&lt;/div&gt;&lt;div style="margin-bottom: .0001pt; margin: 0cm;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l2 level1 lfo3; text-indent: -18.0pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;c.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Tujuan Pembelajaran Senirupa materi:‘Gambar Bentuk’, ‘Desain/Nirmana’, ‘Kriya’ dan kaitannya dengan pendidikanestetika, logika, dan keterampilan berdasarkan pembinaan cipta – rasa – dan karsa.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span class="commentlarge"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Seni rupa berperan dalam memenuhi tujuan-tujuantertentu dalam kehidupan manusia maupun semata-mata memenuhi kebutuhan estetik.Karya seni rupa dapat menimbulkan berbagai kesan (indah, unik, atau kegetiran)serta memiliki kemampuan untuk membangkitkan pikiran dan perasaan. &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Pendidikanseni rupa merupakan media untuk mencapai tujuan pendidikan secara umum. Secaravisual Soedarso (2006: 97) membagi seni rupa menjadi dua bagian besar, yaitu(1) seni rupa dua dimensi seperti gambar, lukisan, seni grafis, fotografi,mosaik, intarsia, tenun, sulam, dan kolase dan (2) seni rupa tiga dimensiseperti patung, bangunan, monumen, keramik dan sebagian besar seni kriyalainnya. Keduanya bisa dipecah berdasar atas medium, teknik atau prosespembuatan, dan benda produknya.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span class="commentlarge"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Dengan memahami makna tentang bentuk-bentuk &lt;/span&gt;&lt;/span&gt;&lt;a href="http://id.88db.com/Desain/"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;seni rupa&lt;/span&gt;&lt;/a&gt;&lt;span class="commentlarge"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;, akan diperoleh rasa kepuasan dan kesenangan. &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Lingkupsesungguhnya tidak hanya cabang-cabang seni rupa yang kita kenal saja, sepertilukis, patung, keramik, grafis dan kriya, tapi juga meliputi kegiatan luasdunia desain dan kriya (kerajinan), multimedia, fotografi. Bidang seni rupadibedakan ke dalam tiga kategori, yaitu seni rupa murni, kriya, dan desain.Seni rupa murni mengacu kepada karya-karya yang hanya untuk tujuan pemuasaneksresi pribadi, sementara kriya dan desain lebih menitik beratkan fungsi dankemudahan produksi.&lt;span style="mso-bidi-font-weight: bold;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; mso-layout-grid-align: none; text-autospace: none; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Semua benda danbangunan di sekitar merupakan karya desain, baik dengan pendekatan estetismaupun pendekatan fungsional. Desain sebagai kegiatan manusia yang berupayauntuk memecahkan masalah kebutuhan fisik. &lt;/span&gt;&lt;a href="http://id.88db.com/Desain/"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Desain&lt;/span&gt;&lt;/a&gt;&lt;span class="commentlarge"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt; menunjukkan proses pembuatan karya yang maksud dantujuannya telah ditentukan lebih dahulu. Karya desain merupakan rancangangambar, benda, atau lingkungan yang didasarkan pada persyaratan-persyaratantertentu. &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Desain merupakan suatu aktivitas yangbertitik tolak dari unsur-unsur obyektif dalam mengekspresikan gagasanvisualnya. Unsur-unsur obyektif suatu karya desain adalah adanya unsur rekayasateknologi, estetika, prinsip sains (fisika), kebutuhan masyarakat, industri,sumber daya alam, budaya (Sikap, mentalitas, aturan, gaya hidup), danlingkungan sosial.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Unsur objektif yangmenjadi pilar sebuah karya desain dapat berubah tergantung jenis desain danpendekatan. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Kriya,yaitu hasil cipta yang bernilai artistik dengan keterampilan tangan, produkyang dihasilkan umumnya eksklusif dan dibuat tunggal, baik atas pesanan ataupunkegiatan kreatif individual. Ciri karya kriya adalah produk yang memiliki nilaikeadiluhungan baik dalam segi estetik maupun guna. Sedangkan karya kriya yangkemudian dibuat misal umumnya dikenal sebagai barang kerajinan. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Pembelajaran seni rupa di sekolah mengembangkan kemampuan siswa dalamberkarya seni yang bersifat visual dan rabaan. Pembelajaran seni rupamemberikan kemampuan bagi siswa untuk memahami dan memperoleh kepuasan dalam menanggapikarya seni rupa ciptaan siswa sendiri maupun karya seni rupa ciptaan oranglain.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Dalam pembelajaran seni rupa, peranan seni murni, kriya, maupun desainbersifat saling melengkapi dan saling berkaitan. Pembelajaran seni rupa dapatdilakukan dengan pendekatan studio, misalnya studio seni lukis, seni patung,seni grafis, dan kriya. Pembelajaran seni rupa dapat juga dipisahkan menjadikegiatan pembelajaran seni rupa murni, kriya, dan desain.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Pembahasan konsep seni rupa meliputi struktur bentuk dan ungkapan(ekspresi) dalam seni murni dan hubungan bentuk, fungsi, dan elemen estetikdalam seni rupa terapan. Pembahasan tentang media seni rupa meliptui ciri-cirimedia, proses, dan teknik pembuatan karya seni rupa. Selain itu, apresiasi senijuga perlu memberikan pemahaman hubungan antara seni rupa dengan bentuk-bentukseni yang lain, bidang-bidang studi yang lain, serta keberadaan seni rupa,kerajinan, dan desain sebagai bidang profesi.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Berkarya seni rupa pada dasarnya adalah proses membentuk gagasan dan mengolahmedia seni rupa untuk mewujudkan bentuk-bentuk atau gambaran-gambaran yangbaru. Untuk membentuk gagasan, siswa perlu dilibatkan dalam berbagai pendekatanseperti menggambar, mengobservasi, mencatat, membuat sketsa, bereskperimen, danmenyelidiki gambar-gambar atau bentuk-bentuk lainnya. Selain itu, siswa jugaperlu dilibatkan dalam proses pengamatan terhadap masalah pribadi, realitassosial, tema-tema universal, fantasi, dan imajinasi.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Materi pokok seni rupa meliputi aspek apresiasi seni, berkarya seni,kritik seni, dan penyajian seni. Apresiasi seni rupa berarti mengenal,memahami, dan memberikan penghargaan atau tanggapan estetis (respons estetis)terhadap karya seni rupa. Materi apresiasi seni pada dasarnya adalah pengenalantentang konsep atau makna, bentuk, dan fungsi seni rupa. Apresiasi seni rupadapat mencakup materi yang lebih luas, yaitu pengenalan seni rupa dalam konteksberbagai kebudayaan.&lt;/span&gt;&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;"&gt;Materi pelajaran apresiasi seni pada pendidikan Dasar danMenengah meliputi pengenalan terhadap budaya lokal, budaya daerah lain, danbudaya mancanegara, baik yang bercorak primitif, tradisional, klasik, moderen,maupun kontemporer. Selain pengenalan bentuk-bentuk seni rupa, materi apresiasijuga meliputi pengenalan tentang latar belakang sosial, budaya, dan sejarah dimana karya seni rupa dihasilkan serta makna-makna dan nilai-nilai pada senirupa tersebut.&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;"&gt;Pembahasan konsep seni rupa meliputi struktur bentuk danungkapan (ekspresi) dalam seni murni dan hubungan bentuk, fungsi, dan elemenestetik dalam seni rupa terapan. Pembahasan tentang media seni rupa meliptuiciri-ciri media, proses, dan teknik pembuatan karya seni rupa. Selain itu,apresiasi seni juga perlu memberikan pemahaman hubungan antara seni rupa denganbentuk-bentuk seni yang lain, bidang-bidang studi yang lain, serta keberadaanseni rupa, kerajinan, dan desain sebagai bidang profesi.&lt;/div&gt;&lt;div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 35.45pt;"&gt;Berkarya seni rupa pada dasarnya adalah proses membentukgagasan dan mengolah media seni rupa untuk mewujudkan bentuk-bentuk ataugambaran-gambaran yang baru. Untuk membentuk gagasan, siswa perlu dilibatkandalam berbagai pendekatan seperti menggambar, mengobservasi, mencatat, membuatsketsa, bereskperimen, dan menyelidiki gambar-gambar atau bentuk-bentuklainnya. Selain itu, siswa juga perlu dilibatkan dalam proses pengamatanterhadap masalah pribadi, realitas sosial, tema-tema universal, fantasi, danimajinasi.&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Melalui seni rupa, siswa belajar berkomunikasi melalui gambar dan bentuk,serta mengembangkan rasa kebanggaan dalam menciptakan ungkapan pikiran dan perasaannya.&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt; &lt;span style="mso-bidi-font-weight: bold;"&gt;Melalui pengalaman berkarya, siswa memperolehpemahaman tentang berbagai penggunaan media, baik media untuk seni rupadwimatra maupun seni rupa trimatra. Dalam berkarya seni rupa, siswa belajarmenggunakan berbagai teknik tradisional dan modern untuk mengeksploitasisifat-sifat dan potensi estetika.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 35.45pt;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%;"&gt;Apresiasidalam pengajaran seni rupa adalah merupakan wujud penerapan pendidikan estetikadengan kata lain pengalaman estetika seseorang perlu dikembangkan, dansalurannya yang pas adalah kegiatan. Melalui kegiatan ini kepekaan rasa(sensitivitas) ikut berkembang pula dan pada gilirannya akan menghadiahkanseperangkat nilai sikap yang sangat manusiawi kepada siswa. Kegiatan apresiasiadalah kegiatan yang bersifat psikologis (oleh karenanya tidak nampak) tetapidaripadanya diharapkan dapat membangun sikap atau perilaku siswa yang meskipuntak bersifat fisik namun dapat diamati. Seyogyanyalah kegiatan apresiasi senidalam peningkatannya yang sempurna dimengerti sebagai penghayatan total, bukanhanya mengembangkan rasa tetapi juga mengembangkan pikiran. Dalam pengajaranapresiasi tidak bersifat pasif terlena dalam penikmatan rasa, akan tetapibersifat aktif bahkan kreatif. Bagi seorang apresiator yang sedang melakukanpenghayatan, betapapun juga tak cukup puas dengan kenikmatan rasa yangdiperoleh dari karya seni dihadapannya. Dia akan coba memahami denganmenafsir-nafsirkan makna dan mencari nilai yang dikandung oleh karya senitersebut untuk sampai pada suatu penghargaan sebagaimana mestinya. &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;3. GagasanPengembangan&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l7 level1 lfo5; text-indent: -18.0pt;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;span style="mso-list: Ignore;"&gt;a.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Pembelajaran seni bersifat individual maka pelajaran menggambar bebas danmelukis cenderung sulit dievaluasi&lt;/span&gt;&lt;/b&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;Cara mengevaluasi, &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;mengevaluasi dari: corak atau gaya, tema, maksud dan analisa bentuk serta warna&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;Gambar A&lt;span style="mso-tab-count: 4;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="left" class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 6; text-align: left; text-indent: 36.0pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: IN;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-indent: 36.0pt;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-align: center; text-indent: 36pt;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 150%;"&gt;&lt;span style="mso-tab-count: 4;"&gt; &lt;/span&gt;Gambar B&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 0cm; text-align: center; text-indent: 36pt;"&gt;&lt;img alt="" src="data:image/png;base64,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
