<?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/opensearch/1.1/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0' gd:etag='W/&quot;DkMBRXY8eyp7ImA9WhVXGUo.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110</id><updated>2012-04-20T19:14:14.873-07:00</updated><title>Palace of Life</title><subtitle type='html'>Lewatilah hari mu Dengan Senyuman...
kemanapun ka melangkah bawalah hatimu, karena sesuatu yang datang nya dari hati maka sampainya juga kehati.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://felota.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default?redirect=false&amp;v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>13</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry gd:etag='W/&quot;DkcEQX0-fip7ImA9WhVXGUo.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-6915570772313042550</id><published>2012-04-20T19:06:00.001-07:00</published><updated>2012-04-20T19:06:40.356-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-20T19:06:40.356-07:00</app:edited><title>BAB I Latar Belakang</title><content type='html'>&lt;div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="SV" style="font-size: 14pt; line-height: 200%;"&gt;BAB I&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="SV" style="font-size: 14pt; line-height: 200%;"&gt;PENDAHULUAN&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"&gt;
&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify;"&gt;
&lt;b&gt;1.1  Latar Belakang Masalah&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.05pt;"&gt;
&lt;span lang="SV"&gt;Perkembangan teknologi saat ini telah melahirkan komputer yang dapat digunakan untuk berbagai hal. Dimanapun  berada, suatu jaringan komputer sangat dibutuhkan dan untuk membuatnya tidaklah mudah apalagi jika  ingin mempelajarinya jika hanya didasarkan pada sebuah buku yang berupa teks saja yang sangatlah menyulitkan. Saat ini multimedia pembelajaran sangat berkembang dan memang lebih efektif. Dunia multimedia sangat dibutuhkan untuk berbagai bidang diantaranya sebagai alat untuk mempromosikan diri dan memberitahukan dunia luar tentang suatu tempat atau suatu masalah dengan tampilan yang menarik. Dalam hal ini sebuah perusahaan atau instansi  harus memiliki hal tersebut.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.05pt;"&gt;
&lt;span lang="SV"&gt;Saat ini Sekolah Menengah &lt;/span&gt;&lt;span lang="IN"&gt;Atas Negeri 2&lt;/span&gt;&lt;span lang="IN"&gt; &lt;/span&gt;&lt;span lang="SV"&gt;(&lt;/span&gt;&lt;span lang="IN"&gt;SMA 2&lt;/span&gt;&lt;span lang="SV"&gt;) &lt;/span&gt;&lt;span lang="IN"&gt;Kabupaten Sijunjung&lt;/span&gt;&lt;span lang="SV"&gt;, baru memiliki media publikasi dengan media cetak. Publikasi dengan media cetak dinilai sangat kaku dan tidak dinamis yang menyebabkan setiap user tidak begitu menikmati setiap publikasi yang disediakan. Begitu juga halnya dengan media televisi. Tayangan di televisi pengguna hanya bisa mendapatkan informasi secara langsung tapi tidak bisa interaktif langsung dengan informasi-informasi tersebut. Masalah tersebutlah yang akan diangkat sebagai judul Tugas Akhir. Dimana pembuatan sebuah Tugas Akhir dengan judul &lt;b&gt;”&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang="SV"&gt; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="IN"&gt;IMPLEMENTASI MULTIMEDIA INTERAKTIF PROFIL SMA NEGERI 2 KABUPATEN SIJUNJUNG &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="SV"&gt;”.  &lt;/span&gt;&lt;/b&gt;&lt;span lang="SV"&gt;Dengan adanya media publikasi yang lebih menarik, user akan lebih menikmati setiap informasi yang ditampilkan.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.05pt;"&gt;
&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 21pt; text-align: justify; text-indent: -21pt;"&gt;
&lt;b&gt;&lt;span lang="DE" style="color: #0f243e;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.05pt;"&gt;
&lt;br /&gt;&lt;span lang="SV"&gt;&lt;/span&gt;&lt;span lang="IN"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1587837903968129110-6915570772313042550?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/6915570772313042550/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=6915570772313042550' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/6915570772313042550?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/6915570772313042550?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/04/bab-i-latar-belakang.html' title='BAB I Latar Belakang'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;CU4ARHs8cCp7ImA9WhVXGUo.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-7310174228876447175</id><published>2012-04-20T19:05:00.001-07:00</published><updated>2012-04-20T19:05:45.578-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-20T19:05:45.578-07:00</app:edited><title>Cover</title><content type='html'>&lt;br /&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="IN"&gt;IMPLEMENTASI MULTIMEDIA INTERAKTIF&lt;/span&gt; PADA MATA PELAJARAN BIOLOGI UNTUK SISWA KELAS 2 SMP PADA SMP N 2 PAINAN&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%;"&gt;
&lt;b&gt;&lt;span lang="IN"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="IN"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="IN" style="line-height: 150%;"&gt;TUGAS &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="IN" style="line-height: 150%;"&gt;AKHIR&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"&gt;
&lt;span lang="SV" style="font-size: small;"&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="IN"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="FI"&gt;Oleh :&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="FI"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;u&gt;&lt;span lang="SV"&gt;FEBRIANTO IRAWAN&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="SV"&gt;071101&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="SV"&gt;36&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="SV" style="line-height: 150%;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt;"&gt;
  &lt;/div&gt;
&lt;table align="left" cellpadding="0" cellspacing="0"&gt;  &lt;tbody&gt;
&lt;tr&gt;   &lt;td height="24" width="192"&gt;&lt;br /&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;tr&gt;   &lt;td&gt;&lt;br /&gt;&lt;/td&gt;   &lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;b&gt;&lt;span lang="SV"&gt; &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt;"&gt;
&lt;b&gt;&lt;span lang="IN"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="SV"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt;"&gt;
&lt;b&gt;&lt;span lang="SV"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt;"&gt;
&lt;b&gt;&lt;span lang="SV"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt;"&gt;
&lt;b&gt;&lt;span lang="IN"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt;"&gt;
&lt;b&gt;&lt;span lang="IN"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt;"&gt;
&lt;b&gt;&lt;span lang="IN"&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin: 6pt 0in 3pt;"&gt;
&lt;b&gt; &lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="SV"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: left;"&gt;
&lt;a href="http://1.bp.blogspot.com/-67ZlYP8He_w/T4OsdyqwePI/AAAAAAAAAFo/uS62KW8muvc/s1600/g.jpg"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5729612778762696946" src="http://1.bp.blogspot.com/-67ZlYP8He_w/T4OsdyqwePI/AAAAAAAAAFo/uS62KW8muvc/s320/g.jpg" style="cursor: pointer; height: 133px; width: 224px;" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="SV"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="SV"&gt;KE&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="SV"&gt;M&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="SV"&gt;E&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="SV"&gt;NTERIAN PENDIDIKAN NASIONAL&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="SV"&gt;POLITEKNIK NEGERI PADANG&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="SV"&gt;JURUSAN TEKNOLOGI INFORMASI&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="SV"&gt;PROGRAM STUDI &lt;/span&gt;&lt;/b&gt;&lt;b&gt;TEKNIK KOMPUTER JARINGAN DAN WEB&lt;span lang="SV"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin: 6pt 0in 3pt; text-align: center;"&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span lang="SV"&gt;201&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span lang="IN"&gt;1&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span lang="SV"&gt;  &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1587837903968129110-7310174228876447175?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/7310174228876447175/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=7310174228876447175' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/7310174228876447175?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/7310174228876447175?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/04/cover_20.html' title='Cover'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-67ZlYP8He_w/T4OsdyqwePI/AAAAAAAAAFo/uS62KW8muvc/s72-c/g.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;DkMBRHs5cCp7ImA9WhVXGUo.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-3514582049977750436</id><published>2012-04-20T19:01:00.000-07:00</published><updated>2012-04-20T19:14:15.528-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-20T19:14:15.528-07:00</app:edited><title>gambar rangkaian saklar magnet</title><content type='html'>&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;SAKLAR
STAIRCASE 3 KAWAT&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red; text-align: center;"&gt;
&lt;img alt="" 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" /&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;SAKLAR
STARCAISE 4 KAWAT&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red; text-align: center;"&gt;
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" /&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;TIME
ON DELLAY&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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" /&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;TIME
OFF DELAY&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red; text-align: center;"&gt;
&lt;img alt="" 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" /&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="color: red;"&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt;KONTAKTOR
MAGNET&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style="font-size: small;"&gt;&lt;span style="font-family: Calibri;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1587837903968129110-3514582049977750436?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/3514582049977750436/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=3514582049977750436' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/3514582049977750436?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/3514582049977750436?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/04/gambar-rangkaian-saklar-magnet.html' title='gambar rangkaian saklar magnet'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;CUICSXs5cSp7ImA9WhVXGU0.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-8037129446743852515</id><published>2012-04-19T23:32:00.000-07:00</published><updated>2012-04-19T23:32:48.529-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-19T23:32:48.529-07:00</app:edited><title>BAB 1 - 1.2 Rumusan Masalah</title><content type='html'>&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 0.4in; text-align: justify;"&gt;
&lt;span lang="DE" style="color: #0f243e;"&gt;Rumusan masalah dari penelitian ini adalah :&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 0.65in; text-align: justify; text-indent: -0.25in;"&gt;
&lt;span lang="SV"&gt;1.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;      &lt;/span&gt;&lt;/span&gt;Bagaimana merancang sebuah profil &lt;span lang="IN" style="color: #0f243e;"&gt;SMA Negeri 2 Sijunjung&lt;/span&gt; berbasis animasi yang menarik bagi para penggunanya.&lt;span lang="SV" style="color: #0f243e;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 0.65in; text-align: justify; text-indent: -0.25in;"&gt;
&lt;span lang="SV"&gt;2.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;      &lt;/span&gt;&lt;/span&gt;&lt;span lang="SV" style="color: #0f243e;"&gt;Apa saja informasi yang ditampilkan dalam profil &lt;/span&gt;&lt;span lang="IN" style="color: #0f243e;"&gt;SMA Negeri 2 Sijunjung &lt;/span&gt;&lt;span lang="SV" style="color: #0f243e;"&gt;tersebut.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1587837903968129110-8037129446743852515?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/8037129446743852515/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=8037129446743852515' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/8037129446743852515?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/8037129446743852515?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/04/bab-1-12-rumusan-masalah.html' title='BAB 1 - 1.2 Rumusan Masalah'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;CEECQXw_fSp7ImA9WhVXGU0.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-257643105560380878</id><published>2012-04-19T23:17:00.005-07:00</published><updated>2012-04-19T23:17:40.245-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-19T23:17:40.245-07:00</app:edited><title>cover</title><content type='html'>&lt;!--[if !mso]&gt;
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  &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="&amp;#45;-"/&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;
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  &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;
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  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
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  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
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  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
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   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
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   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
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  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
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   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
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  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
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  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
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   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
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 &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:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"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;

&lt;br /&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; line-height: 115%;"&gt;LAPORAN
PRATIKUM LABOR LISTRIK&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; line-height: 115%;"&gt;SEMESTER
I&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-left: .25in; text-align: center;"&gt;
&lt;img alt="" 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" /&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-left: .25in; text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: .25in; tab-stops: 40.5pt 2.75in 3.0in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;No Percobaan&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;III&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Judul Percobaan&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Hubungan
Seri – Paralel Dan&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Kombinasi Pada Suatu
Tahanan&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Nama Praktikan&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Mentari Putri Liani&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;No BP&lt;span style="mso-tab-count: 1;"&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 style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;1101031015&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Kelas / Kelompok&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;IB
Reguler / II&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Pembimbing Akademik&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;H. Efendi
Muchtar, ST, MT&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Nama Partner&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Rahmat Irawan Surya Dinata&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 3;"&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;&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;Ripo
Surya Bakti&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Tanggal Praktikum&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;14 Oktober
2011&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Tanggal Penyerahan&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Oktober 2011&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp; &lt;/span&gt;Instruktur&lt;span style="mso-tab-count: 1;"&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; &lt;/span&gt;:&lt;span style="mso-tab-count: 1;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Kartika, SST, MT&lt;/span&gt;&lt;/div&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;"&gt;&lt;span style="mso-tab-count: 3;"&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;&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;H.
Efendi Muchtar, ST, MT&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-align: center; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; line-height: 115%;"&gt;POLITEKNIK NEGERI
PADANG&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="margin-left: 3.0in; tab-stops: 40.5pt 2.75in 3.0in; text-align: center; text-indent: -2.5in;"&gt;
&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; line-height: 115%;"&gt;TA 2011 / 2012&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1587837903968129110-257643105560380878?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/257643105560380878/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=257643105560380878' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/257643105560380878?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/257643105560380878?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/04/cover.html' title='cover'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;D0INQ3g5fyp7ImA9WhVXEUQ.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-4048673775070384124</id><published>2012-04-11T18:53:00.000-07:00</published><updated>2012-04-11T18:53:12.627-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-11T18:53:12.627-07:00</app:edited><title>BAB1 - 1.3  Tujuan</title><content type='html'>&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.05pt;"&gt;
&lt;span lang="DE" style="color: #0f243e;"&gt;Tujuan dari penelitian ini adalah : &lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 0.65in; text-align: justify; text-indent: -0.25in;"&gt;
&lt;span lang="SV" style="color: #0f243e;"&gt;1.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;      &lt;/span&gt;&lt;/span&gt;&lt;span lang="DE" style="color: #0f243e;"&gt;Merancang sebuah profil &lt;/span&gt;&lt;span lang="IN" style="color: #0f243e;"&gt;SMA Negeri 2 Sijunjung &lt;/span&gt;&lt;span lang="DE" style="color: #0f243e;"&gt;berbasis animasi dengan tampilan-tampilan dan musik-musik yang menarik, sehingga informasi yang ditampilkan tidak monoton dan kaku.&lt;/span&gt;&lt;span lang="SV" style="color: #0f243e;"&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang="SV" style="color: #0f243e;"&gt;2.&lt;span style="font: 7pt &amp;quot;Times New Roman&amp;quot;;"&gt;      &lt;/span&gt;&lt;/span&gt;&lt;span lang="SV" style="color: #0f243e;"&gt;Menampilkan informasi-informasi yang berhubungan dengan &lt;/span&gt;&lt;span lang="IN" style="color: #0f243e;"&gt;SMA Negeri 2 Sijunjung&lt;/span&gt;&lt;span lang="SV" style="color: #0f243e;"&gt; agar informasi tersebut dapat digunakan bagi para penggunanya.&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1587837903968129110-4048673775070384124?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/4048673775070384124/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=4048673775070384124' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/4048673775070384124?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/4048673775070384124?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/04/bab1-13-tujuan.html' title='BAB1 - 1.3  Tujuan'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;D0IDRXkyfSp7ImA9WhVXEUQ.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-1568123385200916949</id><published>2012-04-11T18:52:00.004-07:00</published><updated>2012-04-11T18:52:54.795-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-11T18:52:54.795-07:00</app:edited><title>BAB 1 - 1.4  Batasan Masalah</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: 10pt; text-align: justify;"&gt;
&lt;b&gt;1.4.&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Batasan Masalah&lt;/b&gt;&lt;b&gt;&lt;span lang="IN"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: 10pt; text-align: justify;"&gt;
Adapun
rumusan masalah yang akan dikaji dalam pembahasan ini dibatasi sebagai berikut
:&lt;span lang="IN"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: 10pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: 10pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-bottom: 10pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin: 0in 0in 10pt 0.5in; text-align: justify; text-indent: -0.25in;"&gt;
&lt;span&gt;1.&lt;span style="font: 7pt &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 lang="IN"&gt;Dalam penulisan tugas akhir dibatasi
dengan bahan ajar Biologi kelas 2 SMP Negri 2 Painan.&lt;/span&gt;&lt;span lang="IN"&gt; &lt;/span&gt;Bahan
ajar yang disajikan hanya berupa sistem gerak pada manusia, sistem pencernaan
pada manusia, sistem pernapasan pada manusia dan sistem peredaran darah pada
manusi&lt;span lang="IN"&gt;a.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin: 0in 0in 10pt 0.5in; text-align: justify; text-indent: -0.25in;"&gt;
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&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 200%;"&gt;&lt;span&gt;2.&lt;span style="font: 7pt &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: 12pt; line-height: 200%;"&gt;Multimedia interaktif ini hanya
dipaketkan dalam bentuk &lt;i&gt;autorun&lt;/i&gt; &lt;i&gt;CD, &lt;/i&gt;&lt;span&gt;bukan untuk di&lt;/span&gt;&lt;i&gt; upload &lt;/i&gt;&lt;span&gt;ke internet&lt;/span&gt;&lt;/span&gt;

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&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/1587837903968129110-1568123385200916949?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/1568123385200916949/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=1568123385200916949' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/1568123385200916949?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/1568123385200916949?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/04/bab-1-14-batasan-masalah.html' title='BAB 1 - 1.4  Batasan Masalah'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;D0QASHs-eCp7ImA9WhVXEUQ.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-395308901427392163</id><published>2012-04-11T18:49:00.002-07:00</published><updated>2012-04-11T18:49:09.550-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-11T18:49:09.550-07:00</app:edited><title>contoh kata pengantar</title><content type='html'>&lt;!--[if !mso]&gt;
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&lt;br /&gt;
&lt;div align="center" class="MsoNormal" style="color: red; line-height: 200%; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="IN" style="font-size: 14pt; line-height: 200%;"&gt;KATA PENGANTAR&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span&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;&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;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;span lang="SV" style="font-family: &amp;quot;Monotype Corsiva&amp;quot;;"&gt;Dengan Nama Allah
yang Maha Pengasih Lagi Maha Penyayang.&lt;/span&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%;"&gt;
&lt;i&gt;&lt;span lang="SV" style="font-family: &amp;quot;TimesNewRoman,Italic&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Assalamu’alaikum
Wr.Wb.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.35pt;"&gt;
&lt;span lang="IN"&gt;Puji syukur dan sujud syukur
penulis persembahkan kehadirat Allah SWT, berkat rahmat dan hidayahnya serta
yang telah membukakan hati, fikiran dan kelapangan kepada penulis sehingga
penulis dapat menyelesaikan &lt;/span&gt;makalah&lt;span lang="IN"&gt; ini sebagai &lt;/span&gt;tugas kelompok Pendidikan Kewarganegaraan&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.35pt;"&gt;
&lt;span lang="IN"&gt;Selanjutnya Shalawat beriring
salam penulis ucapkan kepada seorang laki-laki yang sangat diidolakan oleh
seluruh umat manusia, yaitu Rasulullah SAW atas perjuangannya dalam usaha
membawa umat manusia kepada cahaya ilmu pengetahuan.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.35pt;"&gt;
&lt;span lang="IN"&gt;Untuk itu pada kesempatan kali
ini dengan penuh ketulusan hati dan kerendahan hati penulis ingin menyampaikan
rasa terima kasih kepada &lt;/span&gt;semua pihak yang membantu dalam pembuatan
makalah ini.&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.35pt;"&gt;
&lt;span lang="IN"&gt;Dari penyusunan &lt;/span&gt;makalah&lt;span lang="IN"&gt; ini penulis menyadari masih banyak
terdapat kekurangan karena keterbatasan kemampuan Penulis, maka penulis sangat
mengharapkan kritikan dan saran yang bersifat membangun untuk kesempurnaan &lt;/span&gt;makalah&lt;span lang="IN"&gt; ini.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.35pt;"&gt;
&lt;span lang="IN"&gt;Akhir kata penulis ucapkan
terima kasih atas kebaikan semua dan semoga segala usaha, bantuan, bimbingan dari
berbagai pihak yang telah diberikan semoga diberi pahala yang setimpal oleh
Allah SWT. Amin....&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 28.35pt;"&gt;
&lt;span lang="IN"&gt;Harapan Penulis semoga &lt;/span&gt;makalah&lt;span lang="IN"&gt; ini berma&lt;/span&gt;n&lt;span lang="IN"&gt;faat bagi Penulis sendiri dan juga semua pihak.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify;"&gt;
&lt;i&gt;&lt;span style="font-family: &amp;quot;TimesNewRoman,Italic&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Wassalamu’alaikum Wr.Wb.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 5pt; text-align: center;"&gt;
&lt;span&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;&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;&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 lang="IN"&gt;Padang,&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;11 April&lt;span&gt;&amp;nbsp; &lt;/span&gt;2012&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 212.65pt; text-align: justify; text-indent: 28.35pt;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 200%; margin-left: 212.65pt; text-align: justify; text-indent: 28.35pt;"&gt;
&lt;span lang="IN"&gt;&lt;span&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; &lt;/span&gt;Penulis&lt;/span&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/1587837903968129110-395308901427392163?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/395308901427392163/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=395308901427392163' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/395308901427392163?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/395308901427392163?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/04/contoh-kata-pengantar.html' title='contoh kata pengantar'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;AkYBSXoyeSp7ImA9WhVXEE8.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-2667422969314346025</id><published>2012-04-09T20:20:00.000-07:00</published><updated>2012-04-09T20:22:38.491-07:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-04-09T20:22:38.491-07:00</app:edited><title></title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-sQ_MqpxMH10/T4OnYj-SQxI/AAAAAAAAAFY/TnsCyK35yvg/s1600/wisuda.jpg"&gt;&lt;img style="cursor: pointer; 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$6.00 Welcome Survey After Free Registration!&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1587837903968129110-1241066011393644152?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/1241066011393644152/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=1241066011393644152' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/1241066011393644152?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/1241066011393644152?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/03/6.html' title=''/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><thr:total>0</thr:total></entry><entry gd:etag='W/&quot;AkYBSXo4eSp7ImA9WhVSEE8.&quot;'><id>tag:blogger.com,1999:blog-1587837903968129110.post-4590822422359358799</id><published>2012-03-06T01:59:00.002-08:00</published><updated>2012-03-06T02:02:38.431-08:00</updated><app:edited xmlns:app='http://www.w3.org/2007/app'>2012-03-06T02:02:38.431-08:00</app:edited><title>TUGAS AKHIR (TA)</title><content type='html'>&lt;span style="font-weight: bold; color: rgb(0, 153, 0);"&gt;IMPLEMENTASI MULTIMEDIA INTERAKTIF PADA MATA PELAJARAN BIOLOGI&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt; 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  &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:0in 5.4pt 0in 5.4pt;  mso-para-margin:0in;  mso-para-margin-bottom:.0001pt;  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;  &lt;p class="MsoNormal" style="text-align: center;" align="center"&gt;&lt;b&gt;&lt;span lang="IN"&gt;ABSTRAK&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;b&gt;&lt;span style="font-size: 16pt;"&gt; &lt;/span&gt;&lt;/b&gt;&lt;span lang="IN"&gt;&lt;span style=""&gt;           &lt;/span&gt;Perancangan Pembelajaran multimedia pada SMP 2 Painan mengunakan software Macromedia Flas 8. Macromedia Flas 8 cukup sederhana dan interaktif dalam menyajikan informasi yang di butuhkan oleh para pengunanya. Dalam perancangan Pembelajaran ini menampilkan 3 bagian yaitu intro, main, ending.&lt;span style=""&gt;  &lt;/span&gt;Pembelajaran Multimedia ini menjadi lebih menarik dan mudah digunakan bagi pengunanya.&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="text-align: justify;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val=""&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&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; 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  &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; 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  &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:0in 5.4pt 0in 5.4pt;  mso-para-margin:0in;  mso-para-margin-bottom:.0001pt;  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;  &lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="line-height: 200%;"&gt;&lt;b style=""&gt;&lt;u&gt;&lt;span lang="IN"&gt;Kata Kunci&lt;/span&gt;&lt;/u&gt;&lt;span lang="IN"&gt; : Animasi, Multimedia Interaktif, Pembelajaran Multimedia.&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-size: 14pt; line-height: 200%;" lang="IN"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;   &lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val=""&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&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; 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  &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:0in 5.4pt 0in 5.4pt;  mso-para-margin:0in;  mso-para-margin-bottom:.0001pt;  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;  &lt;p class="MsoNormal" style="text-align: center;" align="center"&gt;&lt;b&gt;&lt;span lang="IN"&gt;ABSTRACT&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="text-align: justify; text-indent: 0.5in;"&gt;&lt;b&gt;&lt;span style="font-size: 16pt;" lang="IN"&gt; &lt;/span&gt;&lt;/b&gt;&lt;span style="" lang="EN"&gt;Designing Multimedia Learning on SMP 2 Painan using Macromedia flas 8. Macromedia flas 8 is quite simple and interactive way of presenting the information is needed by the user. In this Learning design featuring three parts, namely the intro, play, ending. Multimedia learning is becoming more attractive and easy to use for user.&lt;/span&gt;&lt;/p&gt;  &lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val=""&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:narylim&gt;&lt;/m:intlim&gt; &lt;/m:wrapindent&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; 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" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor: pointer; width: 320px; height: 256px;" src="http://4.bp.blogspot.com/-JQflWzG7_Uk/T1HmjeyDVtI/AAAAAAAAACU/nbUgG1Ic9kY/s320/felota11.jpg" alt="" id="BLOGGER_PHOTO_ID_5715602899342677714" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-QXZfKL6i1O8/T1HmjZNAhgI/AAAAAAAAACM/A_zBMBCFgR8/s1600/felota12.jpg" style="font-family: Georgia, serif; " onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/-QXZfKL6i1O8/T1HmjZNAhgI/AAAAAAAAACM/A_zBMBCFgR8/s320/felota12.jpg" alt="" id="BLOGGER_PHOTO_ID_5715602897845126658" border="0" /&gt;&lt;/a&gt;&lt;div style="font-family: Georgia, serif; "&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: Georgia, serif; "&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center; "&gt;&lt;span &gt;Berharapkan selamanya bersamamu..&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: 100%; "&gt;&lt;span &gt;Melalui segalanya dengan bahagia..&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: 100%; "&gt;&lt;span &gt;Ku tau semua ini kan menjadi awal yang indah untuk kita..&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="font-family: Georgia, serif; text-align: center; "&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1587837903968129110-5669814193759448397?l=felota.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://felota.blogspot.com/feeds/5669814193759448397/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1587837903968129110&amp;postID=5669814193759448397' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/5669814193759448397?v=2'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1587837903968129110/posts/default/5669814193759448397?v=2'/><link rel='alternate' type='text/html' href='http://felota.blogspot.com/2012/03/felota.html' title='felota'/><author><name>Palace to life</name><uri>http://www.blogger.com/profile/08093657261701193927</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://3.bp.blogspot.com/-Lx5_a0FvvLs/T1XfV47o9wI/AAAAAAAAADU/9fuPep3B5IU/s220/felota12.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-JQflWzG7_Uk/T1HmjeyDVtI/AAAAAAAAACU/nbUgG1Ic9kY/s72-c/felota11.jpg' height='72' width='72'/><thr:total>0</thr:total></entry></feed>