Aplikasi sistem pendukung keputusan penerimaaan siswa baru metode saw

<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;"><span style="font-size: small;">Dunia teknologi dan informasi saat ini sudah sangat berkembang dengan pesat, sehingga informasi yang diterima akan lebih baik, akurat dan cepat. Perkembangan informasi ini harus dibarengi juga dengan perkembangan teknologi yang terdapat di dunia pendidikan. Untuk membantu dalam mendapatkan data dan informasi yang baik maka di dunia pendidikan tentunya perlu suatu perangkat lunak yang mampu memecahkan masalah masalah yang dihadapi dalam kaitannya di dalam dunia pendidikan.</span><span style="font-size: small;"><b> </b></span></div><div style="text-align: justify;"><h2><span style="font-size: small;"><b>Sistem Pendukung Keputusan</b> Penerimaan Siswa Baru Pada SMA Negeri 1 Bondowoso dirasa sangat berguna untuk SMA Negeri 1 Bondowoso karena pada setiap tahunnya pada saat tahun ajaran baru akan menerima ratusan siswa dari berbagai sekolah menengah pertama. </span></h2></div><div style="text-align: justify;"><span style="font-size: small;"><b>Sistem Pendukung Keputusan Berbasis Web</b> ini akan memberikan kemudahan kepada panitia penerimaan siswa baru yaitu berupa pengolahan data nilai berupa nilai yang memenuhi kriteria untuk dapat masuk ke <b>SMA Negeri 1 Bondowoso</b>. Dengan efisiensi waktu yang terjamin maka akan meningkatkan mutu pada <b>SMA Negeri 1 Bondowoso</b>. Untuk membuat<b> sistem pendukung keputusan</b> ini tentunya membutuhkan suatu metode dan metode yang digunakan adalah <b>metode SAW</b>. Metode ini sangat tepat digunakan untuk penerimaan siswa baru berdasar nilai hasil belajar selama SMP dan kriteria- kriteria yang telah ditentukan dengan menggunakan <b>metode SAW</b>. Laporan tugas akhir ini akan menjelaskan bagaimana alur jalannya penerimaan siswa baru untuk dapat<b> mengolah data calon siswa baru, data nilai calon siswa baru, penyeleksian siswa baru, data registrasi dan penyeleksian siswa penerima beasiswa.</b></span></div><div style="text-align: justify;"><span style="font-size: small;"><b> </b></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAkPJFb03fB30ICyU2xJCzcprTBSQE2CJ8sCVOXOj-3DrCzIZcWvyVhiRMlPfZgoZVjwBplMydGg33uVWHzIsbTqimLSMrIWtmCD7-w6_brMhZxruqOq8eSHfDnad7VC9LPiHjUm8fx78/s1600/spksiswa1.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAkPJFb03fB30ICyU2xJCzcprTBSQE2CJ8sCVOXOj-3DrCzIZcWvyVhiRMlPfZgoZVjwBplMydGg33uVWHzIsbTqimLSMrIWtmCD7-w6_brMhZxruqOq8eSHfDnad7VC9LPiHjUm8fx78/s1600/spksiswa1.PNG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI5UGDYBqj7-g9Xp2XQ1cB4wvNJFDWoc5-aY1Mw36sYL_F159RnTuXbj31kRGTi2UWy1Vx9DlvqPKGuDnYy1Eoryy7hj_tcL9KSA0HQBFqJw7EZrUh7XG5wi7ZW6iw4kVOTguKk9LWruc/s1600/spksiswa2.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI5UGDYBqj7-g9Xp2XQ1cB4wvNJFDWoc5-aY1Mw36sYL_F159RnTuXbj31kRGTi2UWy1Vx9DlvqPKGuDnYy1Eoryy7hj_tcL9KSA0HQBFqJw7EZrUh7XG5wi7ZW6iw4kVOTguKk9LWruc/s1600/spksiswa2.PNG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhunPbHM0h2da90fERlYDTXCAr6lY8BDoGsGa2Y2xfLc-IDV9PJJzSsPxeeag5MPsyDvU3GF7fGfGuj90bfkJBWiSExjAm8ppoNxStV3ZtleXyilBYDd_w8nHL9LJVmHny6vehwA6Was3w/s1600/spksiswa3.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhunPbHM0h2da90fERlYDTXCAr6lY8BDoGsGa2Y2xfLc-IDV9PJJzSsPxeeag5MPsyDvU3GF7fGfGuj90bfkJBWiSExjAm8ppoNxStV3ZtleXyilBYDd_w8nHL9LJVmHny6vehwA6Was3w/s1600/spksiswa3.PNG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2NBI6WMlsLfS8u_g-yr_4ze2baDQ2SIK2LXJLsf0eux9Gn1MOR-CN15S9qTeMGvDAWB8R5VMlpDScgS3D7PqLQJ9gpcMfnkmaqwqTdww81rH8talV3Ui8knWp8Gb8RYWZx2auBzf5WBY/s1600/spksiswa4.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2NBI6WMlsLfS8u_g-yr_4ze2baDQ2SIK2LXJLsf0eux9Gn1MOR-CN15S9qTeMGvDAWB8R5VMlpDScgS3D7PqLQJ9gpcMfnkmaqwqTdww81rH8talV3Ui8knWp8Gb8RYWZx2auBzf5WBY/s1600/spksiswa4.PNG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQQ1Upn_69LYJjsf-dn7tcb9o3JFbS5BblHnxzF_ctrhX773Vmn4HBwQmLIcA1KgOTAIssGg9FiViGYEjfM3BkFaGFflabWFXLAF8Ze5RJZnBri4FWW_l7za3fLlWpxCX2mg-hwWoXyUg/s1600/spksiswa5.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQQ1Upn_69LYJjsf-dn7tcb9o3JFbS5BblHnxzF_ctrhX773Vmn4HBwQmLIcA1KgOTAIssGg9FiViGYEjfM3BkFaGFflabWFXLAF8Ze5RJZnBri4FWW_l7za3fLlWpxCX2mg-hwWoXyUg/s1600/spksiswa5.PNG" width="320" /></a></div><div style="text-align: justify;"><span style="font-size: small;"><b> </b></span></div></div>

Aplikasi sistem pendukung keputusan penerimaaan siswa baru metode saw

Dunia teknologi dan informasi saat ini sudah sangat berkembang dengan pesat, sehingga informasi yang diterima akan lebih baik, akurat dan ce...

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APLIKASI SISTEM PENDUKUNG KEPUTUSAN DENGAN METODE AHP MATRIK DENGAN PHP MYSQL

<div dir="ltr" style="text-align: left;" trbidi="on"><span style="color: black; font-size: 11pt;">Untuk memudahkan pelaksanaan kaderisasi dan jenjang karir dari tiap karyawan maka dibuat sebuah sistem program yang bertujuan memudahkan proses, penyusunan dan pengenalan target (dalam hal ini karyawan) dalam memudahkan penyusunan jenjang karir dan kaderisasi dari organisasi perusahaan. Dalam penelitian ini sistem program akan dijalankan pada perusahaan PT. X yang memiliki jumlah karyawan yang relatif cukup besar besar sehingga diharapkan dapat mewakili problem yang ingin diteliti.</span><br /><br /><h2 style="text-align: center;"><span style="font-size: large;"><b>Dijual APLIKASI SISTEM PENDUKUNG KEPUTUSAN DENGAN METODE AHP MATRIK DENGAN PHP MYSQL </b></span></h2><br /><span style="font-weight: bold;">Anda Membutuhkannya !!! </span><a href="mailto:rukirizal@mail.com"></a><br /><br />KLO BERMINAT APLIKASI AHP BERBASIS WEB... pembayaran transfer  <span style="color: red;"><b>SEBESAR 600 RBU</b></span>  <br /><br /><b><span style="color: red;">BANK BUKOPIN :<br />No.Rek 123-200-00-93 an RUKI RIZAL NUL FIKRI ...</span></b><br /><img align="left" alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan1.png?w=690" /> <br /><span style="color: red;"><b><br /></b></span><br /><span style="color: red;"><b><br /></b></span><br /><br /><br /><br /><br /><br /><br />     <br /><br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan2.png?w=690" /> <br /><br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan3.png?w=690" /> <br /><br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan4.png?w=690" /> <br /><br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan5.png?w=690" /> <br /><br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan6.png?w=690" /> <br />Halaman login administrator ; <br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan7.png?w=690" /> <br />Setelah Login ; <br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan8.png?w=690" /> <br /><br />Halaman Ganti Password administrator ; <br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan9.png?w=690" /> <br />Halaman Data Karyawan ; <br /><img alt="" src="http://webmetodeahp.files.wordpress.com/2013/05/050713_1917_spkkenaikan10.png?w=690" /> </div>

APLIKASI SISTEM PENDUKUNG KEPUTUSAN DENGAN METODE AHP MATRIK DENGAN PHP MYSQL

Untuk memudahkan pelaksanaan kaderisasi dan jenjang karir dari tiap karyawan maka dibuat sebuah sistem program yang bertujuan memudahkan p...

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Sistem Pakar Berbasis Web

<div dir="ltr" style="text-align: left;" trbidi="on"><h2 style="text-align: center;"><b>Sistem Pakar  Berbasis Web</b></h2><div align="justify"><div style="text-align: justify;"> Situs ini dibuat bertujuan untuk mengabadikan diri kepada peternak ayam yang ada diseluruh indonesia,</div></div><div align="justify"><div style="text-align: justify;">Dalam peternakan ayam,dapat terjadi banyak sekali variasi penyakit-penyakit yang sudah sangat familiar bagi peternak terutama peternak sekala mengah maupun besar. Berbicara keberhasilan mengenai peternak ( tanpa tergantung segala bisnisnya) oleh seorang peternak ditentukan dari pengetahuan pehaman dengan pengenalan sumber hambatan dan ancaman dari penyakit yang mungkin dapat menjadikan ledakan penyakit menular dan berakibat sangat merugikan.Oleh sebabb itu,pengamanan dan menjauhkan ternak ayam dari sumber wabah penyakit itu sangat lah penting agar hasil ternak tidak terinveksi penyakit yang akan merugikan kita</div></div><div align="justify"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3uP-0jRsVoVNjVekU8GwwS8s36Kuz9ZzxD_VXei_ACkA_84M51vF6Pkh308SIEzEj3W-cTOA9l6yhFmaAXjhLxGQvveUT4uvA2bJQVnnw87iaE0nFb4dX99uQ8_7Kh7HYe1hiLVwwpbw/s1600/2.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3uP-0jRsVoVNjVekU8GwwS8s36Kuz9ZzxD_VXei_ACkA_84M51vF6Pkh308SIEzEj3W-cTOA9l6yhFmaAXjhLxGQvveUT4uvA2bJQVnnw87iaE0nFb4dX99uQ8_7Kh7HYe1hiLVwwpbw/s320/2.JPG" width="320" /></a><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://www.blogger.com/blogger.g?blogID=895712439875675896" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=895712439875675896" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=895712439875675896" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVGZmxgW7ZRbFvI4eTaZQERpI0Q_cSz1xn3CeEDrLokH3Q220wKMcBHAf8ayAU3LCGQUSUk-s4HZMgKaMvik11cy0ob3lvzcfGKimFFK99umfxmumaO4HZT8XO73_OvBhzeoAVHwMwI6Q/s1600/3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVGZmxgW7ZRbFvI4eTaZQERpI0Q_cSz1xn3CeEDrLokH3Q220wKMcBHAf8ayAU3LCGQUSUk-s4HZMgKaMvik11cy0ob3lvzcfGKimFFK99umfxmumaO4HZT8XO73_OvBhzeoAVHwMwI6Q/s320/3.JPG" width="320" /></a></div><br /></div><h2 style="text-align: left;">Sistem pakar berbasis web, Source code Sistem Pakar, SPK DENGAN PHP DAN MYSQL, Web sistem pakar </h2><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaOpv5iv-NOSNigRZdQBgELFP3yGYpA69gDq85V_K0rs4vzui1sxyKbeYWoqjOuHRH8ozhgN5_QCKYA19jLDN5UGL4I6AgPWcPTLlXT97z-o7ovSBnN2EzWZt7dAnFZCGcaBNv-D3ffRo/s1600/1.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaOpv5iv-NOSNigRZdQBgELFP3yGYpA69gDq85V_K0rs4vzui1sxyKbeYWoqjOuHRH8ozhgN5_QCKYA19jLDN5UGL4I6AgPWcPTLlXT97z-o7ovSBnN2EzWZt7dAnFZCGcaBNv-D3ffRo/s320/1.JPG" width="320" /></a></div><br /></div>

Sistem Pakar Berbasis Web

Sistem Pakar  Berbasis Web  Situs ini dibuat bertujuan untuk mengabadikan diri kepada peternak ayam yang ada diseluruh indonesia, Dalam pete...

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SPK SELEKSI MAHASISWA BERPRESTASI

<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument></xml><![endif]--><br /><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true" DefSemiHidden="true" DefQFormat="false" DefPriority="99" LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false" UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException 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Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles></xml><![endif]--><!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:12.0pt; font-family:"Times New Roman","serif"; mso-ansi-language:IN;} </style><![endif]--> </span></span></div><div align="center" class="MsoNoSpacing" style="line-height: 115%; text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><span lang="IN">SISTEM INFORMASI PENDUKUNG KEPUTUSAN SELEKSI MAHASISWA BERPRESTASI MENGGUNAKAN</span></b></div><div align="center" class="MsoNoSpacing" style="line-height: 115%; text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><span lang="IN">METODE ANALITYCAL HIERARCHY PROCESS (AHP)</span></b></div><div align="center" class="MsoNoSpacing" style="line-height: 115%; text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><span lang="IN">PADA AKBID & AKPER PANCA BHAKTI</span></b></div><div align="center" class="MsoNoSpacing" style="line-height: 115%; text-align: center; text-indent: 0cm;"><b style="mso-bidi-font-weight: normal;"><span lang="IN">BANDAR LAMPUNG</span></b></div>  <br /><br /><br /><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><br /></div><div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sistem yang dibuat hanya membantu memberikan alternatif untuk pengambilan keputusan mahasiswa berprestasi yang diberikan pada Akper dan Akbid Panca Bhakti Bandar Lampung.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2<span style="font: 7.0pt "Times New Roman";">     </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kriteria yang digunakan merupakan kriteria yang deberikan dari penulis yaitu : <i style="mso-bidi-font-style: normal;">kepribadian, komunikasi, pengetahuan, kedisiplinan. </i></span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3<span style="font: 7.0pt "Times New Roman";">    </span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk pemilihan mahasiswa berprestasi ini ditetapkan alternatif hanya 3 orang yang dibandingkan (calon mahasiswa berprestasi).</span></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><a href="http://www.blogger.com/blogger.g?blogID=895712439875675896" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">YANG BUTUH SOURCE CODE NYA + SKRPSI CALL LANGSUNG </span></b></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">0858-3934-0191</span></b></div><div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><img alt="" 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" 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