tag:blogger.com,1999:blog-75700990075435190582024-03-19T17:35:49.869+07:00Ilmu Pengetahuan dan TeknologiM Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comBlogger20125tag:blogger.com,1999:blog-7570099007543519058.post-51714919956271649632015-07-16T13:32:00.003+07:002015-07-16T13:45:14.667+07:00Tempat Penimbunan Sementara<div dir="ltr" style="text-align: left;" trbidi="on">
<b>Pengertian Tempat Penimbunan</b><br />
<br />
yang dimaksud dengan tempat-tempat penimbunan adalah Bangunan atau lapangan yang digunakan untuk menyimpan/menimbun barang impor/ekspor yang belum diselesaikan kewajiban pabeannya sesuai ketentuan Undang-Undang Kepabeanan.<br />
<br />
<b>Tempat-tempat penimbunan tersebut terdiri dari :</b><br />
<ol style="text-align: left;">
<li>Tempat Penimbunan Sementara (TPS)</li>
<li>Tempat Penimbunan Berikat (TPB)</li>
<li>Tempat Penimbunan Pabean (TPP)</li>
</ol>
<b>Pengertian Kawasan Pabean</b><br />
Kawasan Pabean adalah Kawasan dengan batas-batas tertentu di Pelabuhan laut, bandar udara, atau tempat lain yang ditetapkan untuk lalu lintas barang yang sepenuhnya berada di bawah pengawasan DJBC.<br />
<br />
<b>Pengertian Tempat Penimbunan Sementara</b><br />
Tempat Penimbunan Sementara adalah bangunan dan/atau lapangan atau tempat lain yang disamakan dengan itu di kawasan pabean untuk menimbun barang sementara menunggu pemuatan/pengeluarannya.<br />
<br />
<b>Fungsi Tempat Penimbunan Sementara</b><br />
<br />
TPS digunakan untuk menimbun :<br />
<ul style="text-align: left;">
<li>Barang Impor sementara menunggu pengeluarannya dari kawasan pabean, dapat ditimbun di TPS</li>
<li>Barang ekspor sementara menunggu pemuatannya dapat di timbun di TPS</li>
</ul>
Barang impor/ekspor yang ditimbun di TPS menunggu :<br />
<ul style="text-align: left;">
<li>Pemuatannya, artinya Pemuatan barang ekspor ke sarana pengangkut, atau</li>
<li>Pengeluarannya, artinya Pengeluaran barang impor dari TPS/Kawasan Pabean.</li>
</ul>
<b>Bentuk Tempat Penimbunan Sementara </b><br />
dapat berupa :<br />
<ol style="text-align: left;">
<li>Lapangan Penimbunan;</li>
<li>Lapangan Penimbunan Peti Kemas;</li>
<li>Gudang Penimbunan;</li>
<li>Tangki Penimbunan.</li>
</ol>
Menimbun barang di TPS bersifat Sementara, yaitu barang impor/ekspor tersebut tidak boleh lama ditimbun di Tempat Penimbunan Sementara.<br />
<b>Jangka Waktu menimbun barang impor/ekspor di TPS :</b><br />
<ol style="text-align: left;">
<li>Tempat Penimbunan Sementara yang ada didalam area pelabuhan dibatasi paling lama 30 (tiga puluh) hari sejak tanggal penimbunan.</li>
<li>Tempat Penimbunan Sementara yang ada diluar area pelabuhan (tempat lain yang disamakan) dibatasi paling lama 60 (enam puluh) hari sejak tanggal penimbunan.</li>
</ol>
Pembatasan waktu penimbunan di Tempat Penimbunan Sementara dilakukan agar arus lalu lintas barang yang keluar/masuk kawasan pabean/pelabuhan tidak terhambat (kongesti).<br />
<br />
<b>Tidak lancarnya arus pengeluaran barang dari pelabuhan tentunya akan menyebabkan :</b><br />
<ol style="text-align: left;">
<li>Sewa gudang meningkat</li>
<li>Resiko kehilangan/kerusakan barang impor/ekspor sangat tinggi</li>
<li>Ekonomi biaya tinggi</li>
</ol>
Penimbunan barang impor/ekspor di Tempat Penimbunan Sementara yang melewati jangka waktu tersebut, dinyatakan sebagai <b>barang yang tidak dikuasai.</b><br />
Pengusaha Tempat Penimbunan Sementara bertanggung jawab terhadap hutang Bea Masuk atas barang impor yang ditimbun di TPS tersebut.<br />
<br />
Untuk melihat peraturan selengkapnya bisa dilihat di<br />
<a href="http://www.sjdih.depkeu.go.id/fullText/2015/23~PMK.04~2015Per.HTM" target="_blank">Peraturan Menteri Keuangan Nomor 23/PMK.04/2015 Tentang Kawasan Pabean dan Tempat Penimbunan Sementara </a><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnADhD6mVQ75GdVErhfhQATvCoe6KNDTeSXjP3vSsqfo9pfAdjQ-Wht6ZfP4681O0YtXhZ0T0fJTP0IkNACV9M12g97DJhAhLjI9O9puP4tJPqU1KM7hzGd9ceCGLPvZ-ECrKT0T38tIIj/s1600/lap+TPS+Blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnADhD6mVQ75GdVErhfhQATvCoe6KNDTeSXjP3vSsqfo9pfAdjQ-Wht6ZfP4681O0YtXhZ0T0fJTP0IkNACV9M12g97DJhAhLjI9O9puP4tJPqU1KM7hzGd9ceCGLPvZ-ECrKT0T38tIIj/s320/lap+TPS+Blog.jpg" width="320" /></a></div>
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<br />
Sumber :<br />
<ul style="text-align: left;">
<li>Undang-Undang No. 17 Tahun 2006 Tentang Perubahan Undang-Undang No. 10 Tahun 1995 Tentang Kepabeanan</li>
<li>Peraturan Menteri Keuangan nomor 23/PMK.04/2015 Tentang Kawasan Pabean dan Tempat Penimbunan Sementara</li>
<li>Tim Penyusunan Modul.2010.<i>Undang-Undang Pabean</i>.Jakarta: Pusdiklat Bea dan Cukai</li>
<li>Bahan Ajar Prodip Kepabeanan dan Cukai STAN</li>
</ul>
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M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-83654278857352033012012-10-18T17:00:00.002+07:002014-07-08T13:35:25.109+07:00Pemungutan Bea Keluar<div dir="ltr" style="text-align: left;" trbidi="on">
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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;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="color: red;"><b>Bea Keluar</b></span> </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV;">adalah pungutan negara berdasarkan undang-</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">undang
mengenai kepabeanan yang dikenakan terhadap barang ekspor.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><!--[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>IN</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>
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel>
<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]--></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><!--[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"
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
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<w:LsdException Locked="false" Priority="29" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="31" SemiHidden="false"
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<w:LsdException Locked="false" Priority="32" SemiHidden="false"
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<w:LsdException Locked="false" Priority="33" SemiHidden="false"
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<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: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-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="color: red;"><b>Bea Keluar bertujuan</b></span> :<span style="mso-list: Ignore;"> </span></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">menjamin
terpenuhinya kebutuhan dalam negeri;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: FI;">melindungi kelestarian sumber daya alam;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">mengantisipasi
kenaikan harga yang cukup drastis dari </span><span lang="IT" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: IT;">komoditi ekspor tertentu di</span><span lang="IT" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> </span><span lang="IT" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: IT;">pasaran internasional;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IT" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: IT;">menjaga stabilitas harga komoditi tertentu di dalam</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">
negeri.</span></div>
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<span style="font-family: "Times New Roman","serif";"><b><span style="color: red;">Barang
ekspor yang dikenakan Bea Keluar</span></b> :</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"> a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif";">Kulit dan Kayu;</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"> b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif";">Biji
Kakao;</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"> c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif";">Kelapa
Sawit, Crude Palm Oil (CPO), dan Produk turunannya;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"> </span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"> d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">bijih (<i>raw material</i> atau <i>ore</i>)
mineral.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> <b><span style="color: red;">Dikecualikan dari pengenaan Bea Keluar</span></b> :</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; 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 style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Barang
perwakilan negara asing beserta para pejabatnya yang bertugas di Indonesia
berdasarkan asas timbal balik;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; 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 style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">barang
untuk keperluan museum, kebun binatang, dan tempat lain semacam itu yang
terbuka untuk umum serta barang untuk konservasi alam;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; 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 style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">barang
untuk keperluan penelitian dan pengembangan ilmu pengetahuan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">barang
contoh yang tidak untuk diperdagangkan;</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">barang
pindahan;</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">6. barang
pribadi penumpang, awak sarana pengangkut, pelintas batas, dan barang kiriman
sampai batas Nilai Pabean Ekspor dan/atau jumlah tertentu;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">7. barang
asal impor yang kemudian diekspor kembali;</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">8. barang
ekspor yang akan diimpor kembali.</span><span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"> </span></span></div>
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Untuk
mendapatkan pengecualian atas pengenaan Bea Keluar sebagaimana dimaksud Point
<b><span style="color: blue;">1,2,3,4,dan 5</span></b> diatas, Eksportir harus memberitahukan secara tertulis kepada
Kepala Kantor Pabean<b>.</b></span><span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"> </span></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Barang
Ekspor sebagaimana dimaksud dalam Point <span style="color: blue;"><b>6</b></span> dikecualikan dari pengenaan Bea
Keluar apabila Nilai Pabean Ekspor tidak melebihi <span style="color: blue;"><b>Rp 2.500.000,00 </b></span>(dua juta
lima ratus ribu rupiah).</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> Batas
Nilai Pabean Ekspor diberlakukan bagi :</span></div>
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Barang
Pribadi Penumpang dan awak sarana pengangkut untuk tiap orang per
keberangkatan;</span></div>
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Barang
Kiriman untuk tiap orang per pengiriman; dan</span> Barang Pelintas Batas untuk tiap orang untuk
jangka waktu 1 (satu) bulan.</div>
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Pabean Ekspor dipungut Bea Keluar.</span> </div>
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</span><span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Untuk
mendapatkan pengecualian atas pengenaan Bea Keluar sebagaimana dimaksud dalam
Point <b><span style="color: blue;">7 dan 8,</span></b> Eksportir harus mengajukan permohonan kepada Kepala Kantor
Pabean dengan melampirkan bukti bukti pendukung.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Bea Keluar dikenakan berdasarkan Tarif
Bea Keluar. </span></b></div>
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</xml><![endif]--></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="color: red;"><b>Tarif
Bea Keluar ditetapkan paling tinggi</b></span> :</span><span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"> </span></span><br />
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<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">60 % dari Harga Ekspor, dalam hal Tarif
Bea Keluar ditetapkan berdasarkan persentase dari Harga Ekspor (advalorum).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Nominal tertentu yang besarnya
equivalent dengan 60 % (enam puluh persen) sebagaimana dimaksud diatas, dalam hal Tarif Bea Keluar ditetapkan secara spesifik .</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tarif Bea Keluar ditetapkan oleh Menteri
Keuangan setelah mendapat pertimbangan dan/usul menteri yang tugas dan tanggungjawabnya
di bidang perdagangan dan/atau menteri/kepala lembaga pemerintah non
departemen/kepala badan tehnis terkait.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Sedangkan Harga Ekspor untuk
penghitungan Bea Keluar ditetapkan oleh Menteri Keuangan sesuai harga patokan
ekspor yang ditetapkan secara periodik oleh Pejabat Negara tersebut.</span></div>
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<br /></div>
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<span style="color: red;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Penghitungan
Bea Keluar</span></b></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tarif
Bea Keluar dapat ditetapkan berdasarkan persentase dari Harga Ekspor (<i>advalorum</i>)
atau secara spesifik.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Dalam
hal Tarif Bea Keluar ditetapkan berdasarkan persentase dari Harga Ekspor (advalorum),
Bea Keluar dihitung dengan rumus :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="color: red;"><b>Bea
Keluar (advalorum)</b></span> :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tarif
Bea Keluar X Harga Ekspor X Jumlah Satuan Barang x Nilai Tukar Mata Uang</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>Dalam hal Tarif Bea Keluar ditetapkan secara
spesifik, Bea Keluar</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Dihitung
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tarif
Bea Keluar Per Satuan Barang Dalam Satuan Mata Uang Tertentu x Jumlah Satuan
Barang x Nilai Tukar Mata Uang.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Keterangan
:</span></div>
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tarif Bea Keluar dan Harga Ekspor yang
digunakan untuk penghitungan Bea Keluar adalah Tarif Bea Keluar dan Harga
Ekspor yang berlaku pada tanggal pemberitahuan pabean ekspor didaftarkan di
Kantor Pabean</span></div>
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penghitungan dan pembayaran Bea Keluar adalah Nilai Tukar Mata Uang yang
berlaku pada saat pembayaran.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixf94NvigH-RcB823AvBvKNpYLbakzZ1gXCi3bWFpIR-Y3wfKJqrz4XBNdk7xUA8FLVxp6ylMZeretMUn1oZWUIjcjhb4IoMz6TMmazrj1VmCgxAViJwD_yUmlnZFwXjJVjN5WntoQMXLO/s1600/logo-stan-warna_preview.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixf94NvigH-RcB823AvBvKNpYLbakzZ1gXCi3bWFpIR-Y3wfKJqrz4XBNdk7xUA8FLVxp6ylMZeretMUn1oZWUIjcjhb4IoMz6TMmazrj1VmCgxAViJwD_yUmlnZFwXjJVjN5WntoQMXLO/s200/logo-stan-warna_preview.jpg" height="200" width="198" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><!--[if gte mso 9]><xml>
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</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"></span>Untuk mengetahui tarif bea keluar dapat di lihat di</div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><a href="http://www.sjdih.depkeu.go.id/fullText/2012/75~PMK.011~2012PerLamp.pdf" target="_blank">Lampiran PMK Nomor 75/PMK.011/2012</a> </span></span><br />
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Undang-Undang Nomor 17 Tahun 2006 Tentang
Perubahan Undang-Undang No.10 Tahun 1995 Tentang Kepabeanan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-autospace: none; text-indent: -.25in;">
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75/PMK.011/2012 Tentang Penetapan Barang Ekspor yang Dikenakan Bea
Keluar dan Tarif Bea Keluar.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; mso-margin-top-alt: auto; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Peraturan Menteri Keuangan Nomor
214/PMK.04/2008 Tentang Pemungutan Bea Keluar. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -.25in;">
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</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tim Penyusun Modul.2010.<i style="mso-bidi-font-style: normal;">Teknik Kepabeanan</i>.Jakarta:Pusdiklat Bea
dan Cukai.</span></div>
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M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-20962167946614831172012-09-08T20:01:00.000+07:002012-09-08T20:40:54.633+07:00Mekanisme Impor Barang Pribadi Penumpang<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Times,"Times New Roman",serif;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; line-height: 200%;">IMPORTASI
BARANG PRIBADI PENUMPANG</span></b></span></div>
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</span></span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> Penumpang adalah setiap orang yang
melewati perbatasan wilayah negara dengan menggunakan sarana pengangkut tetapi
bukan awak sarana pengangkut, dan bukan <span style="mso-spacerun: yes;"> </span>pelintas batas. Semua barang yang dibawa oleh
penumpang tetapi tidak termasuk barang dagangan dan tiba bersama penumpang merupakan
barang pribadi penumpang. Barang tersebut harus dapat dibuktikan kepemilikannya
dengan menggunakan paspor dan <i style="mso-bidi-font-style: normal;">boarding
pass</i><span style="mso-spacerun: yes;"></span> yang bersangkutan.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Terhadap barang pribadi penumpang, sampai batas nilai pabean dan/atau
jumlah tertentu diberikan :</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Pembebasan bea masuk; dan</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tidak dipungut pajak dalam rangka impor
sesuai dengan peraturan yang berlaku.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Adapun batas nilai pabean dan/atau
jumlah tertentu tersebut adalah sebagai berikut : </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> - Nilai
Pabean paling banyak FOB USD 250.00 (Dua Ratus Lima Puluh US Dollar) per orang,
atau </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> - Nilai
Pabean paling banyak FOB USD 1,000.00 (Seribu US Dollar) per keluarga untuk
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<u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Apabila melebihi batas Nilai Pabean
tersebut, maka atas kelebihannya akan dipungut bea masuk dan pajak dalam rangka
impor.</span></u></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>Selain pembebasan bea masuk, terhadap barang pribadi penumpang yang
merupakan barang kena cukai, juga diberikan pembebasan bea masuk dan cukai utk
setiap orang dewasa yang jumlahnya paling banyak :</span></div>
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">200 batang cigaret, 25 batang cerutu,
atau 100 gram tembakau iris/hasil tembakau lainnya; dan</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">1 liter minuman mengandung Etil alkohol.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Dalam hal hasil tembakau lebih dari satu
jenis, pembebasan bea masuk dan cukai diberikan setara dengan perbandingan
jumlah perjenis hasil tembakau tersebut. Apabila Barang kena cukai yang dibawa penumpang
melewati jumlah tersebut, maka atas kelebihannya, barang kena cukai tersebut
akan langsung dimusnahkan oleh pejabat BC dengan atau tanpa disaksikan oleh
penumpang tersebut.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;">
</span>Barang pribadi penumpang yang tiba sebelum atau sesudah kedatangan
penumpang dianggap sebagai barang yang tiba bersama penumpang yang bersangkutan
sepanjang memenuhi ketentuan sebagai berikut :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Paling
lama 30 hari sebelum kedatangan penumpang dan/atau 60 hari setelah kedatangan
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Paling
lama 30 hari sebelum kedatangan penumpang dan/atau 15 hari setelah kedatangan
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waktu melewati ketentuan diatas, maka barang tersebut dianggap tidak tiba
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<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Tata Cara Pengeluaran Barang Pribadi Penumpang</span></b><br />
<br />
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maka penumpang tersebut wajib memberitahukan barangnya kepada pejabat BC dengan
menggunakan Customs Declaration (CD).</span><br />
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Customs Declaration tersebut wajib diisi
dengan lengkap dan benar.</span><br />
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Pemberitahuan Customs Declaration dapat
dilakukan secara lisan pada tempat yang telah ditentukan oleh Direktur Jenderal
Bea dan Cukai.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Customs Declaration adalah pemberitahuan
pabean atas impor barang yang dibawa penumpang atau awak sarana pengangkut.</span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOEMcQbs-J46_3MMONCeC0pPkYumtrS2f5Vl1rlk52_V5ZVooctLB-SA0JmneiNOAHeXgEVrLCH12gcIxK_r5fPPLv-Y3hpBaJ71nVWgSW3No47lgaLgKs3ryv488YxBaau9NFzif1Bxg9/s1600/Customs+Declaration.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOEMcQbs-J46_3MMONCeC0pPkYumtrS2f5Vl1rlk52_V5ZVooctLB-SA0JmneiNOAHeXgEVrLCH12gcIxK_r5fPPLv-Y3hpBaJ71nVWgSW3No47lgaLgKs3ryv488YxBaau9NFzif1Bxg9/s1600/Customs+Declaration.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Customs Declaration (BC 2.2)</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Berdasarkan pemberitahuan tersebut,
penumpang dapat memilih mengeluarkan barang impor melalui :</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Jalur merah, jika penumpang membawa :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Barang
yang nilai pabean ataupun jumlahnya nya melebihi ketentuan pembebasan bea masuk
dan pembebasan cukai.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Barang
berupa hewan, ikan, tumbuhan, termasuk produk yang berasal dari hewan, ikan dan
tumbuhan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Barang
berupa narkotika, obat-obatan, senjata api, senjata angin, prekursor, senjata
tajam, amunisi, bahan peledak, benda/publikasi pornografi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Uang/
instrumen pembayaran dalam mata uang asing atau rupiah yang senilai dengan
Rp.100.000.000,00( seratus juta Rupiah) atau lebih.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Barang
dagangan.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Jalur hijau, jika penumpang tidak
membawa barang sebagaimana di atas.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"></span>Setelah menerima pemberitahuan berupa Customs Declaration, maka pejabat
bea cukai akan :</span></div>
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">Memberikan persetujuan pengeluaran
barang dalam hal penumpang melalui jalur hijau.<span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><br />
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";">-. </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Melakukan Pemeriksaan fisik dalam hal
penumpang melalui jalur merah.</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">-. Menyerahkan barang kepada pejabat
karantina jika barang tersebut merupakan hewan, tumbuhan, ikan.</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> Terhadap barang yang dilakukan pemeriksaan fisik, maka pejabat Bea Cukai
akan mencatat barang tersebut untuk menentukan nilai pabean dan tarif serta
menghitung bea masuk dan pajak dalam rangka impor pada lembar CD (Customs Declaration).
Apabila barang tidak termasuk barang larangan dan pembatasan, kecuali telah
memenuhi persyaratan impor, maka pejabat BC akan mengeluarkan persetujuan
pengeluaran barang.</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> Penumpang wajib membayar bea masuk serta pajak dalam rangka impor sesuai
penetapan pejabat bea cukai. Setelah dilakukan pembayaran oleh penumpang,
pejabat Bea Cukai akan :</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">- Memberikan bukti pembayaran; dan</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">- Membukukan data barang pribadi penumpang
yang dikenai bea masuk serta pajak dalam rangka impor ke dalam buku catatan pabean.</span><br />
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</xml><![endif]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">Peraturan Menteri Keuangan Nomor
188/PMK.04/2010 Tentang Impor Barang yang Dibawa Oleh Penumpang, Awak Sarana
Pengangkut, Pelintas Batas, dan Barang Kiriman.<span style="mso-list: Ignore;"> </span></span><br />
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tim Penyusun Modul.2010.<i style="mso-bidi-font-style: normal;">Teknik Kepabeanan.</i>Jakarta:Pusdiklat Bea
dan Cukai.</span><br />
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M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-24432305158482874272012-07-07T15:39:00.000+07:002012-08-14T06:48:29.471+07:00Program Aplikasi Penerimaan Dokumen Pabean<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Program Aplikasi</span></b></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b><span style="mso-spacerun: yes;"> </span>adalah suatu perangkat lunak komputer
yang memanfaatkan kemampuan komputer langsung</b> <b>untuk melakukan suatu
tugas yang diinginkan pengguna</b>. Contoh utama perangkat lunak aplikasi adalah
pengolah kata, lembar kerja (spreadsheet), dan pemutar media.</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
Beberapa
aplikasi yang digabung bersama menjadi suatu paket kadang disebut sebagai suatu
paket atau suite aplikasi(application suite). Contohnya adalah Microsoft Office
dan OpenOffice.org, yang menggabungkan suatu aplikasi pengolah kata, lembar
kerja, serta beberapa aplikasi lainnya.</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Aplikasi-aplikasi dalam suatu paket
biasanya memiliki antarmuka pengguna yang memiliki kesamaan sehingga memudahkan
pengguna untuk mempelajari dan menggunakan tiap aplikasi. Sering kali, mereka
memiliki kemampuan untuk saling berinteraksi satu sama lain sehingga
menguntungkan pengguna. Contohnya, suatu lembar kerja dapat dibenamkan dalam
suatu dokumen pengolah kata walaupun dibuat pada aplikasi lembar kerja yang
terpisah.</div>
<div style="text-align: justify;">
</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Tujuan Pengembangan<span style="mso-tab-count: 1;"> </span></span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
Aplikasi
pelayanan ekspor dikembangkan dengan tujuan antara lain :</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b>a.
Penyederhanaan Proses dan Meningkatkan Kecepatan Pelayanan</b></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Dengan sistem ini diharapkan pelayanan
akan lebih sederhana dan mengurangi interaksi antara pengguna jasa/eksportir
dengan pegawai Bea dan Cukai. Dengan demikian diharapkan pelayanan akan semakin
cepat.</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b>b.
Standarisasi data</b></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Data yang dikirim dalam aplikasi ini
menggunakan standar data internasional yaitu UN-EDIFACT sehingga data dapat
dipertukarkan dengan aplikasi lain diluar aplikasi Bea dan Cukai dengan
menggunakan standar data tersebut.</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b>c.
Memudahkan Dalam Pengambilan Keputusan</b> </div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Data yang tersimpan dalam database yang
teratur dan rapi akan mudah ditampilkan kembali jika diperlukan. Proses ini
tentu akan banyak membantu untuk proses pengawasan atau pelaporan.</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b>d.
Menjamin Terpenuhinya Ketentuan Pelayanan Ekspor</b></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Aplikasi pelayanan impor mencakup aspek
pelayanan dan pengawasan. Dari segi pelayanan khususnya masalah pendaftaran dan
pelayanan PEB, telah dibuat alur yang sesuai dengan ketentuan yang berlaku.
Demikian pula setiap keputusan pejabat, dikendalikan dengan aplikasi agar
standar dan memenuhi ketentuan pelayanan PEB.</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Di samping itu aplikasi juga membatasi
akses petugas dan pejabat sesuai dengan tugas dan kewenangannya. Dan setiap
kegiatan user dicatat oleh aplikasi. Sehingga penyimpangan terhadap ketentuan
dapat dikurangi.</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b>e.
Pengiriman Data ke Data Warehouse</b></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Data warehouse merupakan kumpulan data
dari seluruh kegiatan aplikasi di Direktorat Jenderal Bea dan Cukai yang
ditempat di Kantor Pusat. Data aplikasi impor adalah salah satu sumber datanya.
Data ini secra periodik akan dikirim/ditarik ke sistem data warehouse.</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b>f.
Pertukaran Data antara Aplikasi Ekspor KPBC Pemeriksaan dan Aplikasi<br />
Ekspor KPBC Pendaftaran </b></div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Dalam hal proses pelayanan ekspor PEB
yang diajukan ditetapkan jalur merah, sementara lokasi gudang eksportir (KPBC
Pemeriksa) dan pelabuhan muat (KPBC Pendaftaran) berbeda, maka data
pemberitahuan jalur merah/instruksi pemeriksaan dikirim ke KPBC pengawas gudang
eksportir (KPBC Pemeriksa).</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Setelah pemeriksaan selesai, hasil
pemeriksaan direkam di aplikasi ekspor KPBC pemeriksa untuk selanjutnya dikirim
kembali ke aplikasi pelayanan ekspor KPBC pengawas pelabuhan muat (KPBC
Pendaftaran).</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Berikut adalah Aplikasi Penerimaan Dokumen
Pabean berupa Pemberitahuan Ekspor Barang yang saya kembangkan :</div>
<div style="line-height: 200%; margin: 0in 0in 0.0001pt; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></b><b><span style="color: red; font-size: 14.0pt;"></span></b><img alt="" 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" 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" 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" /></div>
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Program Aplikasi ini menggunakan Visual Basic 6.0</div>
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Untuk Mendownloadnya,klik Link di bawah ini</div>
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<a href="http://www.ziddu.com/download/19859622/zulhunainfPEB.exe.html">Aplikasi Penerimaan Dokumen Pabean by M Zulhunain Fahmi</a></div>
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Setelah Didownload,Double click dan pilih "Run"untuk menjalankannya.</div>
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Klik Link di bawah untuk Tutorial Visual Basic 6.0</div>
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<a href="http://www.4shared.com/office/81tBwgEH/Tutorial_Visual_Basic_60.htm">Tutorial Visual Basic 6.0</a></div>
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Sumber:</div>
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<i>Keterampilan Pertukaran Data Elektronik</i>.Diklat Teknis Substantif Dasar.Jakarta.2011.</div>
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Program Aplikasi Penerimaan Dokumen Pabean-PEB-M.Zulhunain Fahmi </div>
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<span id="goog_398726416"></span><span id="goog_398726417"></span><a href="http://www.blogger.com/"></a><br /></div>
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M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-91117171244864246862012-06-16T06:57:00.001+07:002012-08-14T07:57:14.829+07:00Penghitungan Pungutan Cukai<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Penghitungan Cukai Hasil
Tembakau</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
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<span style="color: red;"><span style="mso-spacerun: yes;"> </span></span>Berkaitan
dengan cara pelunasan cukai hasil tembakau yang dilakukan dengan cara pelekatan
pita cukai, maka komponen-komponen data yang diperlukan adalah :<span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span>Seri
pita cukai</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>untuk pita cukai hasil tembakau dibedakan
menjadi tiga seri:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>seri
I <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>= 120 keping per lembar,</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>seri II <span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>56
keping per lembar,</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>seri
III = 150 keping per lembar.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span>Isi
per bungkus</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>penghitungan cukai hasil tembakau
menggunakan satuan per batang, yaitu jumlah batang dalam satu bungkus.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span>Harga
Jual Eceran</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>komponen ini menentukan tingkat tarif
spesifik yang harus dikenakan (apakah berada di layer 1, layer 2 atau layer 3)
dan juga komponen yang harus diperhatikan dalam penghitungan PPN hasil
tembakau.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span>Jumlah
lembar</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>pengertiannya adalah jumlah lembar pita
cukai yang dipesan. Hal lain yang harus diperhatikan dalam perhitungan cukai
hasil tembakau adalah kewajiban pemungutan pajak pertambahan nilai (PPN) hasil
tembakau.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Rumus penghitungan Cukai
Hasil Tembakau</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;">
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Cukai=Tarif
Cukai Spesifik x Jumlah Batang</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Jumlah
Batang=Jumlah Lembar x Jumlah Keping Seri x Isi per Kemasan</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Rumus penghitungan PPN
Hasil Tembakau Dalam Negeri</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PPN
HT dalam negeri =Tarif Efektif(8,4 %) x Harga Jual Eceran Total</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Harga
Jual Eceran Total = HJE per kemasan x Jumlah Lembar Pita Cukai x Jumlah Keping
Seri</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PPN
HT Impor= 10% X Nilai Impor</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Khusus
PPN untuk HT Impor</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PPN
Dalam Negeri=8,4% X HJE Total - PPN HT Impor</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Produsen Sigaret Kretek Mesin “PT MZF” telah
mengajukan dokumen penyediaan pita cukai (P3C) Hasil Tembakau untuk kebutuhan
bulan Februari 2012. Pada tanggal 4 Januari 2012, Pengusaha tersebut mengajukan
CK-1 dengan total rincian pengajuan, sebagai berikut : </span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 27.7pt;" valign="top" width="37">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">No</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 39.9pt;" valign="top" width="53">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Gol</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 108.8pt;" valign="top" width="145">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Seri Pita Cukai </span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 101.25pt;" valign="top" width="135">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Jumlah(Lbr)</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 70.95pt;" valign="top" width="95">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Isi/Bungkus</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 77.5pt;" valign="top" width="103">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">HJE/Bungkus</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 27.7pt;" valign="top" width="37">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 39.9pt;" valign="top" width="53">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">II</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 108.8pt;" valign="top" width="145">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Seri III</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 101.25pt;" valign="top" width="135">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">1.500</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 70.95pt;" valign="top" width="95">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">16 Btg</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 77.5pt;" valign="top" width="103">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Rp.4550</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 27.7pt;" valign="top" width="37">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">2</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 39.9pt;" valign="top" width="53">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">II</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 108.8pt;" valign="top" width="145">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Seri
I </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 101.25pt;" valign="top" width="135">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">1.000</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 70.95pt;" valign="top" width="95">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">20 Btg</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 77.5pt;" valign="top" width="103">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Rp.7625</span></div>
</td>
</tr>
</tbody></table>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";"><span style="mso-spacerun: yes;"> </span>Tarif cukai berdasarkan PMK No.181/PMK.011/2009
yang telah ditetapkan terhadap </span><span style="font-family: "inherit","serif";">
<span style="color: black;">produk Hasil tembakau milik yang bersangkutan, yaitu:</span></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "inherit","serif";">- <span style="color: black;">Merk A, Tarif
cukai spesifik adalah Rp. 155/btg </span></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "inherit","serif";">- <span style="color: black;">Merk B, Tarif
cukai spesifik adalah Rp. 195/btg</span></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "inherit","serif";">-<span style="color: black;">Tarif PPN HT
adalah 8,4%</span></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black; font-family: "inherit","serif";">Berdasarkan data-data
tersebut, Hitung : </span></b><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "inherit","serif";">a.<span style="color: black;">Total Nilai
cukai yang terhutang ! </span></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "inherit","serif";">b.<span style="color: black;">Total PPN
Hasil Tembakau yang terhutang !</span></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Jawab:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black; font-family: "inherit","serif";">Perhitungan Cukai dan PPN
untuk merk A</span></b><span style="color: black; font-family: "inherit","serif";">
</span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";">Jumlah batang <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>=
1.500 lbr x 16 x 150 keping = 3.600.000 batang</span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";">Cukai terhutang = Rp.
155 x 3.600.000 = Rp. 558.000.000 ,-</span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";">PPN terhutang <span style="mso-spacerun: yes;"> </span>= 8,4% x Rp. 4.550 x 1.500 lbr
x 150 = Rp. 85.995.000,- </span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black; font-family: "inherit","serif";">Perhitungan Cukai dan PPN
untuk merk B</span></b><span style="color: black; font-family: "inherit","serif";">
</span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";">Jumlah btg = 1.000 lbr x 20 x
120 keping = 2.400.000 btg</span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";">Cukai
<span style="mso-spacerun: yes;"> </span>= Rp. 195
x 2.400.000 = Rp. 468.000.000,-</span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";">PPN
<span style="mso-spacerun: yes;"> </span>= 8,4% x Rp. 7.625 x 1.000
lbr x 120 </span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";">
<span style="mso-spacerun: yes;"> </span>= Rp. 76.860.000,- </span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black; font-family: "inherit","serif";">Total Cukai terhutang :
</span></b><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";"> Rp. 558.000.000
+ Rp. 468.000.000 = Rp. 1.026.000.000,-</span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black; font-family: "inherit","serif";">Total PPN
terhutang :</span></b><span style="color: black; font-family: "inherit","serif";"> </span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black; font-family: "inherit","serif";">Rp. 85.995.000 +
Rp. 76.860.000 = Rp. 162.855.000,-</span><span style="font-family: "inherit","serif";"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Penghitungan Cukai Etil
Alkohol</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Dalam
menghitung pungutan cukai etil alkohol, variabel yang terlibat,yaitu :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
1)
Jumlah dalam satuan liter</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
2)
Tarif cukai sepesifik, yaitu Rp. 20.000,- per liter</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Rumus penghitungan cukai
etil alkohol :</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Cukai
EA=Tarif Spesifik(Rp. 20.000) X Jumlah Liter(dalam kadar berapapun)</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh
Penghitungan:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
1)
Pabrik etil alkohol “FF” di Medan mengajukan permohonan pengeluaran BKC dengan pelunasan
cukai (dokumen CK-14)kepada KPPBC Medan,dengan rincian:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
<span style="mso-spacerun: yes;"> </span>40 drum isi @ 300 liter, etil alkohol
kadar 96%</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pertanyaan,
Berapa nilai cukai yang harus dibayar Pengusaha sebelum BKC dikeluarkan dari
Pabrik ?</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Jawab
:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pungutan
Cukai yang harus dilunasi = 40 x 300 ltr x Rp. 20.000</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"></span>=Rp. 240.000.000 ,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
2)
<span style="mso-spacerun: yes;"> </span>Importir “ZZA” mengimpor barang kena
cukai berupa etil alkohol dari luar negeri dengan rincian data sebagai berikut
:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
<span style="mso-spacerun: yes;"> </span>Jumlah etil alkohol yang diimpor
sebanyak 10.000 liter</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
<span style="mso-spacerun: yes;"> </span>Harga barang tersebut sesuai invoice
adalah C& F USD 0.5 per liter</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
<span style="mso-spacerun: yes;"> </span>Biaya insurance yang dikeluarkan
importir adalah USD 1,000.00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
<span style="mso-spacerun: yes;"> </span>NDPBM diasumsikan Rp. 10.000 per 1 USD</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
<span style="mso-spacerun: yes;"> </span>Pos Tarif dan pembebanan sesuai HS
adalah :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pos
Tarif : 2207.10.00.00 (BM 30%, PPN 10%, PPh. Psl. 22 2,5%)</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pertanyaan
: Hitung pungutan yang harus dilunasi Importir sebelum barangnya dapat
dikeluarkan dari Kawasan Pabean.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Jawab
:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
Pungutan Cukai = 10.000 liter x Rp. 10.000,</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>=Rp. 100.000.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
Nilai Pabean = CIF x NDPBM</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
USD
(10.000 x 0,5) + 1,000 = USD 5,000.00 x Rp. 10.000,=Rp. 50.000.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
Bea Masuk = 30 % x
Rp.50.000.000,-
=Rp.15.000.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
Nilai Impor = Nilai Pabean + BM + Cukai</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Rp.
50.000.000,- + Rp. 15.000.000,- + Rp. 100.000.000 =Rp.
165.000.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-PPN
Impor= 10% x Rp.165.000.000,- <span style="mso-spacerun: yes;"> </span>=
Rp.16.500.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-PPh
pasal 22= 2,5% x Rp.165.000.000,- = Rp. 4.125.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
Total Pungutan : BM + Cukai + PPN + PPh. Psl 22 :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Rp.15.000.000,-
+ Rp. 100.000.000,- + Rp 16.500.000,- + Rp 4.125.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
=Rp.
135.625.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Penghitungan Cukai MMEA</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
variabel
yang menentukan besaran nilai Cukai yaitu :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a.
Jumlah barang dalam satuan liter</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b.
Tarif cukai sepesifik sesuai golongan</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
c.
Golongan barang kena cukai yang dibedakan berdasarkan kadar etil alkohol yang<span style="mso-spacerun: yes;"> </span>terkandung di dalamnya.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Rumus penghitungan cukai
MMEA</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Cukai
MMEA = Tarif Cukai Spesifik X Jumlah Liter</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -49.5pt;">
<span style="color: black;">Contoh : Berapa Cukai Yang Harus Dibayar Untuk 2.OOO KRAT @
15 BOTOL <span style="mso-spacerun: yes;"> </span>BIR, KADAR 3%, ISI PER BOTOL @
2 LITER ?</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Jawab <span style="mso-spacerun: yes;"> </span>: 2.000 X
15 X 2 <span style="mso-spacerun: yes;"> </span>=
60.000 LITER</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 49.5pt;">
<span style="color: black;"> Rp. 11.000,- x
60.000 = Rp 660.000.000,-</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -49.5pt;">
<span style="color: black;">Contoh : Berapa Cukai Yang Harus Dibayar Untuk Etil
Alkohol 30 DRUM @ 200</span> Liter kadar 96 % </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Jawab : Rp. 20.000, X
30 X 200 =Rp. 120.000.000,-</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Produsen MMEA “PT MZF” telah mengajukan dokumen penyediaan
pita cukai MMEA (P3C) untuk kebutuhan bulan Februari 2012 sebanyak 1.500 lembar
pita cukai Gol B. Pada tanggal 3 Januari 2012, Pengusaha tersebut mengajukan
CK-1A dengan total rincian pengajuan, sebagai berikut . Hitung nilai
cukai yang terhutang !</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: paragraph; mso-table-left: center; mso-table-lspace: 9.0pt; mso-table-rspace: 9.0pt; mso-table-top: 4.0pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">No</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">Merek</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">Kemasan </span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">Isi(Liter) </span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">Gol
Tarif </span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">Lembar</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">CLB Vodka</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">Botol </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">0,25</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">B </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">400</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
<span style="color: black;">2</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
CLB
Whisky <span style="color: black;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
Botol <span style="color: black;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
0,65 <span style="color: black;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
B<span style="color: black;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt;" valign="top">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: center; mso-element-top: 4.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: justify;">
200<span style="color: black;"></span></div>
</td>
</tr>
</tbody></table>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
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<br /></div>
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<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Jawab:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Pertama kali yang harus kita ingat bahwa pita cukai MMEA
diterbitkan dalam satu seri saja, dengan jumlah</span> keping pita cukai
perlembarnya sebanyak 60 keping.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black;"> </span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black;">Perhitungan cukai untuk merk CLB Vodka :</span></b><span style="color: black;"> </span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Jumlah Liter = jumlah lembar PC x 60 x 0,25
liter </span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 67.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -67.5pt;">
<span style="color: black;"> <span style="mso-spacerun: yes;"> </span>= 400 x 60 x 0,25 = 6.000
liter</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Cukai <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>= Jumlah liter x tarif cukai spesifik
Gol B</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
<span style="color: black;"> <span style="mso-spacerun: yes;"> </span>= 6.000 x Rp. 30.000,- =
Rp.180.000.000,-</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black;">Perhitungan cukai untuk merk CLB Whisky :</span></b><span style="color: black;"> </span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Jumlah liter = 200 x 60 x 0,62 <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>=
7.440 liter</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">Cukai <span style="mso-spacerun: yes;"> </span>= 7.440 x Rp. 30.000 <span style="mso-spacerun: yes;"> </span>= Rp.223.200.000,-</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<br />
<span style="font-size: small;"><span style="color: black;">Untuk mengetahui Konsep Cukai,</span></span></div>
<div style="direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;">
<span style="font-size: small;"><span style="color: black;">Klik Link di bawah ini</span></span></div>
<div style="direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;">
<span style="font-size: small;"><span style="color: black;"><a href="http://zulhunain.blogspot.com/2012/06/konsep-cukai.html">Konsep Cukai</a> </span></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<span style="font-size: small;"><span style="color: black;">Sumber:</span></span></div>
<div style="direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;">
<span style="font-size: small;"><span style="color: black;">Surono.2011.<i>Teknis Cukai</i>.Jakarta:Pusdiklat Bea dan Cukai.</span></span></div>
<div style="direction: ltr; font-family: inherit; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; text-align: left; unicode-bidi: embed;">
<span style="font-size: small;"><span style="color: black;">Slide Teknis Cukai ,Prodip Kepabeanan dan Cukai STAN </span></span></div>
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</div>
<span style="font-size: small;"> </span>
<br />
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"></span><span style="letter-spacing: 0.5pt;"></span><span style="letter-spacing: 0.5pt;"></span><span style="letter-spacing: 0.5pt;"></span><span style="letter-spacing: 0.5pt;"> </span><span style="letter-spacing: 0.5pt;">
</span></span></div>
<br /></div>
M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-17388951235790174242012-06-15T21:11:00.000+07:002014-06-20T13:36:34.520+07:00Konsep Cukai<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Pengertian Cukai</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="mso-spacerun: yes;"> </span>Cukai</b> adalah pungutan negara yang
dikenakan terhadap barang-barang tertentu yang mempunyai sifat atau
karakteristik yang ditetapkan dalam undang-undang.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Karakteristik Barang Kena
Cukai </span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
Pemakaiannya berdampak negatif bagi masyarakat</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b)
Berdampak negatif bagi lingkungan hidup</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>Oleh
karena karakteristik tersebut,maka</b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
Konsumsinya perlu dikendalikan</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b)
Peredarannya perlu diawasi</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
c)
Pemakaiannya perlu pembebanan pungutan negara demi Keadilan, Keseimbangan, <span style="mso-spacerun: yes;"> </span>dengan pengenaan Cukai berdasarkan
Undang-Undang Cukai.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Objek dan Subjek Cukai</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>Objek
Cukai</b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
a)
Etil alkohol atau etanol dengan tidak mengindahkan bahan yang digunakan dan proses
pembuatannya;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
b)
Minuman mengandung etil alkohol (MMEA) dalam kadar berapapun, dengan tidak mengindahkan
bahan yang digunakan dan proses pembuatannya, termasuk konsentrat mengandung
etil alkohol;</div>
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
c)
Hasil tembakau, yang meliputi sigaret, cerutu, rokok daun, tembakau iris, dan
hasil pengolahan tembakau lainnya, dengan tidak mengindahkan digunakan atau
tidak bahan pengganti atau bahan pembantu dalam pembuatannya.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Dalam undang-undang cukai dimungkinkan
penambahan atau pengurangan jenis BKC yang disampaikan oleh Pemerintah ke DPR
yang membidangi Keuangan untuk mendapatkan persetujuan dan dimasukkan dalam
Rancangan Undang-undang tentang Anggaran Pendapatan dan Belanja Negara.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>Subjek
Cukai</b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="mso-spacerun: yes;"> </span>Subjek cukai</b> adalah orang atau badan
hukum yang bertanggung jawab atas pungutan cukai, dalam undang-undang cukai
subjek yang dimaksud adalah;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
Pengusaha Pabrik Barang Kena Cukai (BKC).</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b)
Pengusaha Tempat Penyimpanan Etil Alkohol (EA).</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
c)
Importir Barang Kena Cukai (BKC).</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
d)
Penyalur Etil Alkohol/Minuman Mengandung Etil Alkohol.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
e)
Pengusaha Tempat Penjualan Eceran Etil Alkohol/Minuman Mengandung Etil Alkohol.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Saat Terutang Cukai</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Dalam
pasal 3 ayat (1) Undang-undang Cukai dinyatakan bahwa :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
BKC yang dibuat di Indonesia terutang cukai pada saat selesai dibuat menjadi Barang Kena Cukai.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
b)
BKC yang berasal dari impor terutang cukai pada saat pemasukannya ke dalam <span style="mso-spacerun: yes;"> </span>Daerah Pabean Indonesia.</div>
<br />
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Saat Pelunasan Cukai</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: red;"><span style="mso-spacerun: yes;"> </span></span>Pasal 7
ayat (1) dan (2) Undang Undang Nomor 39 Tahun 2007 tentang Perubahan<span style="color: red;"> </span>atas Undang-undang Nomor 11 Tahun 1995 tentang Cukai
mengatur ketentuan mengenai<span style="color: red;"> </span>saat pelunasan
cukai, yaitu :<span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
a)
Untuk BKC yang dibuat di Indonesia, pelunasan cukainya dilakukan pada saat pengeluaran
BKC dari Pabrik atau Tempat Penyimpanan.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
b)
Untuk BKC yang di impor, pelunasan cukainya dilakukan pada saat BKC tersebut dikeluarkan
dari Kawasan Pabean atas impor untuk dipakai. </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Pelunasan Cukai</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pelunasan
Cukai dilaksanakan dengan cara :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
pembayaran ;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b)
pelekatan pita cukai ; atau</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
c)
pembubuhan tanda pelunasan cukai lainnya.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Pelunasan Cukai Dengan Cara
Pembayaran</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
pelunasan
cukai dengan cara pembayaran dilakukan atas BKC berupa :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
a.
MMEA yang dibuat di Indonesia dengan kadar etil alkohol sampai dengan 5% (lima
persen); dan</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
b.
Etil alkohol. </div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Pelunasan cukai dengan
cara pembayaran, dilakukan dengan membayar cukai</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">sebelum BKC bersangkutan dikeluarkan dari Pabrik
atau Tempat Penyimpanan.</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><br />
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pembayaran
cukai MMEA dalam negeri yang kadar etil alkoholnya tidak lebih dari 5% atau etil
alkohol yang dibuat di Indonesia dilakukan secara tunai dan dilaksanakan melalui
Bank Persepsi atau Kantor Pos Persepsi . Dikecualikan dari kewajiban pembayaran
tunai adalah Pengusaha Pabrik yang mendapat kemudahan pembayaran secara
berkala. Khusus untuk pembayaran cukai etil alkohol yang berasal dari impor
harus dilakukan melalui Bank Devisa Persepsi atau Kantor Pos Persepsi.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Pelunasan Cukai dengan Cara
Pelekatan Pita Cukai</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>Pelunasan
cukai dengan cara pelekatan pita cukai </b>dilakukan atas BKC berupa :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
<span style="mso-spacerun: yes;"> </span>Hasil Tembakau (baik yang dibuat di
Indonesia atau yang diimpor);</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b)
<span style="mso-spacerun: yes;"> </span>MMEA yang diimpor untuk dipakai di dalam
Daerah Pabean Indonesia.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
c)
MMEA yang dibuat di Indonesia dengan kadar etil alkohol lebih dari 5% (lima persen).</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pelekatan pita cukai oleh Pengusaha Pabrik dilakukan dengan cara melekatkan pita
cukai yang seharusnya dan dilekatkan sesuai ketentuan yang berlaku di bidang
cukai, sebelum hasil tembakau atau MMEA dikeluarkan dari pabrik. Pelekatan pita
cukai oleh importir dilakukan dengan melekatkan pita cukai yang seharusnya
dilekatkan sesuai ketentuan yang berlaku di bidang cukai, sebelum
diterbitkannya Surat Perintah Pengeluaran barang.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Lokasi Pelekatan Pita Cukai</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
a)
Untuk pelekatan pita cukai hasil tembakau dan MMEA yang dibuat di dalam negeri harus
dilakukan di dalam pabrik yang bersangkutan,</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
b)
Untuk hasil tembakau dan MMEA asal impor, dapat dilakukan di negara asal
barang, di tempat penimbunan sementara, dan/atau di tempat penimbunan berikat.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Penanggung Jawab atas Pungutan
Cukai</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
atas pungutan cukai bagi BKC produksi dalam negeri berada pada pengusaha pabrik
dan pengusaha tempat penyimpanan, sedangkan tanggung jawab cukai atas BKC impor
berada pada Importir atau fihak-fihak lain sesuai dengan undangundang
kepabeanan. </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Fasiltas dibidang cukai</span></b><span style="font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
Tidak dipungut cukai;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b)
Pembebasan Cukai dan;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
c)
Kemudahan pembayaran berupa; penundaan dan berkala.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Penagihan dan pengembalian
cukai</span></b><span style="font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
Utang cukai yang tidak dibayar pada waktunya;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b)
Kekurangan cukai; dan/atau</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
c)
Sanksi administrasi berupa denda.</div>
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Utang
cukai, kekurangan cukai dan sanksi administrasi berupa denda wajib dibayar
paling lama 30 hari sejak tanggal diterimanya surat tagihan (STCK.1.), apabila
melebihi 30 hari, maka dikenai bunga sebesar 2% perbulan maksimal 24 bulan.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">Perizinan</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-spacerun: yes;"> </span>Kewajiban memiliki izin dan syarat-syarat
yang ditetapkan dalam undang-undang cukai serta peraturan pelaksanaannya harus
dipenuhi terlebih dahulu sebelum memulai usahanya. Izin dimaksud adalah berupa <b>NPPBKC
(Nomor Pokok Pengusaha Barang Kena Cukai).</b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
pengusaha-pengusaha
yang wajib memiliki <b>NPPBKC</b> adalah ;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
Pengusaha pabrik;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b)
Pengusaha Tempat Penyimpanan;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
c)
Importir barang kena cukai;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
d)
Penyalur; dan</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
e)
Pengusaha tempat penjualan eceran</div>
<br />
<br />
Untuk mengetahui bagaimana cara penghitungan Cukai,<br />
Klik Link di bawah ini:<br />
<div style="color: #0b5394;">
<a href="http://zulhunain.blogspot.com/2012/06/penghitungan-pungutan-cukai.html">Penghitungan Pungutan Cukai</a> </div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Sumber:<br />
Undang-Undang No. 39 Tahun 2007 Tentang Cukai.<br />
Surono.2010<i>.Teknis Cukai</i>.Jakarta:Pusdiklat Bea dan Cukai.<br />
Semedi,Bambang.2011<i>.Pengawasan dan Penindakan di Bidang Cukai</i>.Jakarta:Pusdiklat Bea<br />
dan Cukai.</div>
M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-55959544041477611432012-04-28T02:48:00.000+07:002012-08-14T23:09:17.185+07:00Penghitungan Pungutan dalam Rangka Impor<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">1) BEA MASUK</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>i)
Tarif Spesifik</b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: blue;">Bea Masuk=jumlah satuan barang X Tariff pembebanan Bea Masuk</span></b><span style="color: blue;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Gula
pasir (refined sugar) sebanyak 10.000 kg .</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pos
tariff BTKI : 1701.99.11.00 ( BM : Rp. 790,-/kg)</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
BM
wajib dibayaar adalah: 10.000 x Rp. 790,- = Rp. 7.900.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>ii)
Tarif Advalorum</b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: blue;">Bea Masuk= Persentase Tarif Bea Masuk X CIF X NDPBM</span></b><span style="color: blue;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Bahan
baku obat berupa : ampicilin tryhidrate , dengan nilai CIF USD 10,000.diimpor
dari India. Pos tarif dan pembebananan menurut BTKI adalah : 2941.10.20.00,
besar tariff Bea Masuk :5 % ,<br />
<br />
NDPBM
yang berlaku adalah USD 1.- = Rp. 9.000,-.<br />
Bea
Masuk = 5 % x 10.000 x Rp. 9.000,- = Rp. 4.500.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">2) BEA MASUK IMBALAN</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Besarnya
Bea Masuk Imbalan yang dikenakan adalah setingi-tingginya sebesar<span style="color: red; font-size: 14.0pt; line-height: 200%;"> </span>Selisih antara
subsidi dengan:<span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
biaya permohonan, tanggungan atau pungutan laian yang dikeluarkan untuk</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 9.0pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -9.0pt;">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>memperoleh
subsidi; dan/atau</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 9.0pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -9.0pt;">
- pungutan yang dikenakan pada saat ekspor untuk pengganti subsidi yang diberikan
kepada barang ekspor tersebut .</div>
</div>
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="mso-tab-count: 1;"> </span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">3) BEA MASUK ANTI DUMPING</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: blue;">Bea Masuk Anti Dumping</span></b><span style="color: blue;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: blue;">=Persentase Tarif Bea Masuk Anti Dumping X CIF X NDPBM</span></b><span style="color: blue;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh
:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Carbon
Black dengan nilai CIF USD 50,000.- , ex India . Besarnya tariff Bea Masuk Anti
Dumping adalah 11 % . NDPBM yang berlaku : USD 1.- = Rp.9.000,-.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Bea
Masuk Anti Dumping = 11 % x 50.000 x Rp. 9.000,- = Rp. 49.500.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">4) BEA MASUK TINDAKAN
PENGAMAN</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh
:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Peraturan
Direktur jenderal Bea dan Cukai tentang Petunjuk Pelaksanaan Pemungutan Bea
Masuk Tindakan Pengaman Terhadap Impor Produk Keramik Tableware sebagai berikut
:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
Tahun I ( tanggal 4 Januari 2009 s/d 3 Januari 2010 : Rp. 1.200,00 / per kg.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
Tahun II ( tanggal 4 Januari 2010 s/d 3 Januari 2011 : Rp. 1.150,00/ per kg</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
Tahun III ( tanggal 4 Januari 2011 s/d 3 Januari 2012 : Rp. 1.100,00/ per kg.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">5) CUKAI</span></b><span style="font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Berdasarkan
pasal 5 ayat (2) Undang-undang Cukai, besarnya tariff untuk barang kena cukai
yang diimpor adalah paling tinggi 275% x harga dasar, apabila harga dasar adalah
Nilai Pabean ditambah Bea Masuk, atau paling tinggi 57 % x harga dasar, apabila
harga dasar adalah harga jual eceran.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">6) PAJAK PERTAMBAHAN NILAI
(PPN)</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: blue;">PPN=Persentase Tarif PPN X(Nilai CIF + Bea Masuk)</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh
penghitungan :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PT
Fahmi di Jakarta mengimpor dari Jepang , 100 sets , Air Conditioner , merek : X,
yang digunakan pada kendaraan bermotor dengan harga CIF USD 10,000.- </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pos
tariff (BM : 15 % , PPN : 10 % dan PPnBM 20 % ) </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
NDPBM
USD 1.- = Rp.9.000,- .</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Nilai
CIF : 10.000 x Rp. 9.000,00 = Rp. 90.000.000,00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
BM
: 15 % x Rp. 90.000.000,- = Rp. 13.500.000,00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PPN
: 10 % x ( Rp 90.000.000 + Rp. 13.500.000,00)</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
=
Rp.10.350.000,00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">7) PAJAK PENJUALAN ATAS
BARANG MEWAH (PPnBM)</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: blue;">PPN=Persentase Tarif PPnBM X(Nilai CIF + Bea Masuk)</span></b>
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh
perhitungan :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PT
MZF di Jakarta mengimpor dari Jepang , 100 sets , Air Conditioner , merek : X, yang
digunakan pada kendaraan bermotor dengan harga CIF USD 10,000.- </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pos
tariff BTBMI : 8415.20.00.00 ( BM : 15 % , PPN : 10 % dan PPnBM 20 % )</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
NDPBM
USD 1.- = Rp. 9.000,- .</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Nilai
CIF : 10.000 x Rp. 9.000,00 = Rp. 90.000.000,00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
BM
: 15 % x Rp. 90.000.000,- =Rp. 13.500.000,00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PPnBM
:20 % x ( Rp 90.000.000 + Rp. 13.500.000,00) = Rp. 20.700.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">8) PAJAK PENGHASILAN (PPh )
PASAL 22</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: blue;">PPN=Persentase Tarif PPh 22 X(Nilai CIF + Bea Masuk)</span></b>
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>Besarnya
tariff PPh pasal 22 adalah sebagai berikut </b>:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
untuk Importir yang mempunyai <b>Angka Pengenal Impor (API) adalah 2,5 % x</b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Nilai
Impor </b>;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-
<span style="mso-spacerun: yes;"> </span>untuk Importir yang <b>tidak mempunyai
API adalah 7,5 % x Nilai Impor</b>.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Yang
dimaksud dengan nilai impor adalah hasil penjumlahan antara CIF dengan pungutan
pabean dan cukai.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh
perhitungan :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PT
Budi ( API No. 58979/IU/97) di Jakarta mengimpor dari Jepang , 100 sets , </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Air
Conditioner , merek : X, yang digunakan pada kendaraan bermotor dengan harga</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
CIF
USD 10,000.- ,</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Pos
tariff BTBMI : 8415.20.00.00 ( BM : 15% , PPN : 10 % dan PPnBM 20 % ) , </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
NDPBM
USD 1.- = Rp. 9.000,- .</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Nilai
CIF: 10.000 x Rp. 9.000,00 = Rp. 90.000.000,00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
BM
: 15 % x Rp. 90.000.000,- = Rp. 13.500.000,00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
PPh
: 2,5 % x ( Rp 90.000.000 + Rp. 13.500.000,00) = Rp. 2.587.500,00</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<br />
<br />
Untuk memahami Pungutan yang dikenakan terhadap barang impor,<br />
klik Link dibawah ini<br />
<a href="http://www.zulhunain.blogspot.com/2012/04/pungutan-dalam-rangka-impor.html">Pungutan dalam rangka Impor</a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Sumber:<br />
Dimyati,Ahmad.2011<i>.Teknis Kepabeanan.</i>Jakarta:Pusdiklat Bea dan Cukai.</div>
M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-19808963148768229572012-04-28T01:52:00.000+07:002012-06-15T21:39:36.414+07:00Pungutan dalam Rangka Impor<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="color: red; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pungutan
dalam Rangka Impor</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pungutan
dalam Rangka Impor(PDRI) berupa:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1)Bea Masuk</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2)Bea Masuk
Imbalan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3)Bea Masuk
Anti Dumping</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">4)Bea Masuk Tindakan
Pengamanan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">5)Cukai</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">6)Pajak
Pertambahan Nilai(PPN)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">7)Pajak
Penjualan Atas Barang Mewah(PPnBM)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">8)Pajak
Penghasilan(PPh)Pasal 22</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">9)Sanksi
Administrasi Berupa Denda</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="color: red; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1) BEA MASUK</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-indent: 36pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bea Masuk
adalah pungutan Negara berdasarkan Undang-undang No. 10</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tahun 1995
tentang Kepabeanan sebagaimana telah diubah atau ditambah</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dengan UU
No. 17 Tahun 2006 yang dikenakan terhadap barang impor.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Terdapat 2
(dua ) cara menghitung Bea Masuk , sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-) Tarif
Spesifik .</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">
Yaitu penghitungan Bea Masuk dengan cara mengkalikan jumlah satuan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">barang
dengan tarif pembebanan Bea Masuk . Jenis barang impor yang</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dikenakan
tarif spesifik ditetapkan oleh Menteri Keuangan . Saat ini</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">terdapat dua
jenis barang yang ditetapkan tarif spesifik yaitu beras dan Gula.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-) Tarif
Advalorum.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">
Dasar penghitungan Bea Masuk (termasuk Cukai dan Pajak dalam</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">rangka impor
) dinyatakan dalam rupiah sebagai hasil perkalian antara</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">NDPBM
dengan nilai CIF dalam valuta asing. Dasar penghitungan Bea</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Masuk ini
sering disebut Nilai Pabean yang dibulatkan menjadi rupiah penuh</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dengan cara
menghilangkan bagian dari satuan rupiah.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="color: blue; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Unsur harga
CIF adalah FOB + Freight + Insurance</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Untuk
penghitungan Bea Masuk digunakan <b style="color: blue;">NDPBM</b>(Nilai Dasar Perhitungan Bea Masuk)yang berlaku :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> i).
dalam hal PIB bayar atau jaminan, NDPBM yang berlaku adalah pada saat</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dilakukannya
pembayaran atau diserahkan jaminan bea masuk, cukai dan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">pajak dalam
rangka impor;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ii) dalam
hal PIB bebas , NDPBM yang berlaku adalah pada saat PIB</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">mendapatkan
nomor pendaftaran di Kantor Pabean;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">iii) dalam
hal Pembayaran Berkala, NDPBM yang berlaku adalah pada saat</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">PIB
mendapatkan nomor pendaftaran di Kantor Pabean.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam hal
jenis valuta asing tidak diatur didalam Keputusan Menteri Keuangan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">tentang kurs
pajak, NDPBM yang digunakan adalah nilai tukar yang berlaku</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">pada Bank
Indonesia .</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bea Masuk
yang dibayar adalah hasil perkalian antarea nilai pabean dengan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">persentase
(%) tariff pembebanan bea masuk sebagaimana tertera didalam</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Buku Tarif Kepabeanan Indonesia(BTKI).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b style="color: red;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2) BEA MASUK
IMBALAN</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Dasar hukum
dari pengenaan Bea Masuk Imbalan adalah pasal 21 dan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">22 UU No. 17
Tahun 2006 tentang Perubahan UU No. 10 Tahun 1995 tentang</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kepabeanan.
Bea Masuk Imbalan dikenakan terhadap barang impor dalam</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">hal :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">i. ditemukan
adanya subsidi yang diberikan di Negara pengekspor</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">terhadap
barang impor yang bersangkutan, dan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ii. impor
barang tersebut :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1)
menyebabkan kerugian terhadap industri dalam negeri51 yang</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">memproduksi
barangs ejenis dengan barang tersebut ;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2) mengancam
terjadinya kerugian terhadap industri dalam negeri yang</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">memproduksi
barang sejenis dengan barang tersebut, atau</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3)
menghalangi pengembangan industru barang sejenis di dalam negeri .</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bea Masuk
Imbalan adalah merupakan tambahan dari Bea Masuk. <b style="color: blue;">Besarnya</b></span></div>
<div class="MsoNormal" style="color: blue; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bea Masuk
Imbalan yang dikenakan adalah setingi-tingginya sebesar selisih</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b style="color: blue;">antara
subsidi dengan</b> :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- biaya
permohonan, tanggungan atau pungutan laian yang dikeluarkan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">untuk
memperoleh subsidi; dan/atau</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- pungutan
yang dikenakan pada saat ekspor untuk pengganti subsidi</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">yang
diberikan kepada barang ekspor tersebut .</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b style="color: red;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3) BEA MASUK
ANTI DUMPING</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Dasar hukum
pengenaan Bea Masuk Anti Dumping adalah pasal 18 dan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">19 UU No. 17
Tahun 2006 tentang Perubahan UU No. 10 Tahun 1995 tentang</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kepabeanan .
Bea Masuk Anti Dumping dikenakan terhadap barang impor</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dalam hal :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">i. harga
ekspor dari barang tersebut lebih rendah nilai normalnya , dan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ii. impor
barang tersebut :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-
menyebabkan kerugian terhadap industri dalam negeri yang</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">memproduksi
barang sejenis dengan barang tersebut;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- mengancam
terjadinya kerugian terhadap industri barang sejenis</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dengan
barang tersebut; atau</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-
menghalangi pengembangan industri barang sejenis didalam negeri.</span></div>
<div class="MsoNormal" style="color: blue; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bea Masuk
Anti Dumping dikenakan terhadap barang impor setinggi tingginya</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">sebesar
selisih antara nilai normal dengan harga ekspor dari barang</span></b></div>
<div class="MsoNormal" style="color: blue; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">tersebut.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: red;">4) BEA MASUK
TINDAKAN PENGAMAN </span>.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Dasar hukum
pengenaan Bea Masuk Tindakan Pengaman adalah pasal</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">23A dan 23B
UU No. 17 Tahun 2006 tentang Perubahan UU No. 10 Tahun</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1995 tentang
Kepabeanan.</span></div>
<div class="MsoNormal" style="color: blue; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bea Masuk
Tindakan Pengamanan dapat dikenakan terhadap barang impor dalam hal terdapat
lonjakan barang impor baik secara absolute maupun relative terhadap barang
produksi dalam negeri yang sejenis atau barang yang secara langsung bersaing.</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b style="color: red;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">5) CUKAI</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Berdasarkan
UU No. 39 Tahun 2007 tentang perubahan UU No. 11</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tahun 1995
tentang Cukai.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b style="color: blue;">Cukai adalah
</b>Pungutan negara yang dikenakan terhadap barang-barang tertentu yang mempunyai
sifat atau karakteristik yang ditetapkan dalam undang-undang cukai.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b><span style="color: blue;">Barang Kena
Cukai(BKC)</span></b>berupa:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-.Etil
alkohol atau etanol(EA)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-.Minuman
yang Mengandung Etil alkohol(MMEA)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-.Hasil
Tembakau,meliputi:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> -.Sigaret</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> -.Cerutu(CRT)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> -.Rokok
Daun(Klobot)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> -.Tembakau
Iris(TIS)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> -.Hasil
Pengolahan Tembakau Lainnya(HPTL)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b style="color: red;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">6) PAJAK
PERTAMBAHAN NILAI (PPN)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Dasar hukum
pengenaan adalah UU No. 8 / 1983 yo. UU No. 11 / 1994</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">yo. UU No.
18 / 2000 tentang Pajak Pertambahan Nilai .</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b style="color: blue;">Tarif PPN adalah</b> 10 % dikalikan
dengan hasil penjumlahan antara nilai pabean (CIF) ditambah</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Bea Masuk
dan Cukai.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b style="color: red;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">7) PAJAK
PENJUALAN ATAS BARANG MEWAH (PPnBM)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Dasar hukum
pengenaan adalah UU No. 8 / 1983 yo. UU No. 11 / 1994</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">yo. UU No.
18 / 2000 tentang Pajak Pertambahan Nilai .</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b style="color: blue;">Besarnya Tarif PPnBM </b>adalah
10 % , 20 % atau 35 % tergantung penetapan Menteri</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Keuangan .
<b style="color: blue;">PPnBM yang harus dibayar importer</b> adalah hasil perkalian</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">prosentase (
% ) tariff PPnBM dengan penjumlahan antara Nilai Pabean (CIF)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dan Bea
Masuk serta Cukai yang benar-benar dibayar.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="color: red; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">8) PAJAK
PENGHASILAN (PPh ) PASAL 22</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="color: red; line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Dasar hukum
pengenaan Pajak Penghasilan atas impor barang adalah</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">UU No. 7 /
1983 yo UU No. 10 / 1994 yo. UU No. 17 / 2000 tentang Pajak</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Penghasilan.
<b style="color: blue;">Besarnya tariff PPh pasal 22</b> adalah sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- untuk
Importir yang mempunyai Angka Pengenal Impor (API) adalah 2,5</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">% x Nilai
Impor ;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- untuk
Importir yang tidak mempunyai API adalah 7,5 % x Nilai Impor.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Yang
dimaksud dengan nilai impor adalah hasil penjumlahan antara CIF</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dengan
pungutan pabean dan cukai.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="color: red;">9) Sanksi
Adminstrasi Berupa Denda</span> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Berdasarkan
Peraturan Pemerintah No. 28 Tahun tentang Pengenaan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sanksi
Admintrasi Berupa Denda Di Bidang Kepabeanan , sanksi administrasi</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">berupa denda
dikenakan hanya terhadap pelanggaran yang diatur dalam</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Undang-Undang
Kepabeanan yang besarnya dinyatakan dalam :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- nilai
rupiah tertentu;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- nilai
rupiah minimum sampai dengan maksimum;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- persentase
tertentu dari bea masuk yang seharusnya dibayar;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- persentase
tertentu minimum sampai dengan maksimum dari kekurangan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">pembayaran
bea masuk atau bea keluar; atau</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">- persentase
tertentu minimum sampai dengan maksimum dari bea masuk</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">yang
seharusnya dibayar.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br />
Untuk mengetahui bagaimana cara penghitungan Pungutan dalam Rangka Impor<br />
Klik Link Dibawah ini:<br />
<a href="http://www.zulhunain.blogspot.com/2012/04/cara-penghitungan-pungutan-dalam-rangka.html">Cara Penghitungan Pungutan dalam Rangka Impor</a> </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sumber:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Republik Indonesia,Undang-Undang Nomor 17 Tahun 2006 Tentang Kepabeanan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Republik Indonesia,Undang-Undang Nomor 39 Tahun 2007 Tentang Cukai </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dimyati,Ahmad.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2011.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><i>Teknis Kepabeanan</i>.Jakarta:Pusdiklat Bea dan Cukai. </span></div>
</div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-28273015008381737062012-04-13T07:21:00.000+07:002012-06-15T21:40:48.472+07:00Materi STAN:Teknologi Informasi<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="color: red;">
<b>Definisi Teknologi Informasi</b></div>
<br />
Teknologi informasi meliputi segala hal yang berkaitan dengan proses, penggunaan sebagai<br />
alat bantu, manipulasi, dan pengelolaan informasi. (Wikipedia).<br />
Teknologi informasi adalah hasil rekayasa manusia terhadap proses penyampaian<br />
informasi dari pengirim ke penerima sehingga lebih cepat, lebih luas penyebarannya, dan<br />
lebih lama penyimpanannya.<br />
<br />
<div style="color: red;">
<b>Menurut ACM Curricula 2005:</b></div>
<br />
Teknologi informasi fokus pada aplikasi,deployment dan konfigurasi yang dibutuhkan<br />
oleh organisasi dan manusia pada spektrum yang luas.<br />
<br />
<b style="color: red;">Sejarah Teknologi Informasi</b><br />
<br />
• Awal Sejarah Manusia<br />
– Memberi informasi dalam bentuk gambar sederhana dari apa yang mereka lihat pada dinding gua/batu<br />
– Menggunakan suara terompet atau asap<br />
– Bangsa sumeria: pictograf<br />
– Bangsa Mesir: serat papyrus<br />
– Bangsa China: kertas , layang-layang dan merpati.<br />
• 1455: Mesin cetak (ketik)<br />
• 1830: Komputer pertama dengan mesin analytical oleh Augusta Lady Byron dan Charles Babbage.<br />
• 1837: Telegraf dan bahasa kode morse oleh Sir William Cook dan Sir Charles Wheatstone<br />
• 1899: Pita magnetis<br />
• 1923: Tabung TV oleh Zvorkyn<br />
• 1940: Pengembangan ilmu pengetahuan untuk Perang Dunia I.<br />
• 1945: Sistem pengkodean menggunakan Hypertext oleh Vannevar Bush.<br />
• 1946: Eniac I<br />
• 1948: Telepon (Transito) oleh Bell Telephone.<br />
• 1957: Transistor planar oleh Jean Hoerni.Satelit Phoenix (USSR) dan ARPHA (AS)<br />
• 1962: Peluru Kendali oleh RAND<br />
• 1969: Sistem jaringan (40Kbps) yang menghubungkan 4 nodes (titik), antara University of California,<br />
SRI (Stanford),University California of Santa Barbara, dan University of Utah.<br />
• 1972: Email oleh Ray Tomlinson.<br />
• 1973-1990: Pengembangan internet.<br />
– TCP/IP<br />
– 1981: CSNET oleh National Science Foundation<br />
– 1986 IETF mengembangkan sebuah Server yang berfungsi sebagai alat koordinasi diantara;<br />
DARPA,ARPANET, DDN dan Internet Gateway.<br />
• 1992 pembentukan komunitas Internet, dan diperkenalkannya istilah World Wide Web oleh CERN.<br />
• 1993, NSF membentuk InterNIC untuk menyediakan jasa pelayanan Internet<br />
• 1994 pertumbuhan Internet melaju dengan sangat cepat.<br />
<br />
<b style="color: red;">Manfaat Teknologi Informasi</b><br />
<br />
• Untuk Perusahaan/Organisasi:<br />
– Kebutuhan efisiensi waktu dan biaya<br />
– perubahan kebiasaan kerja<br />
– Enterprice Resource Planning (ERP)(sistem management)<br />
• Untuk Bisnis:<br />
– Ecommerce<br />
– Online Shop <br />
– Online Payment<br />
• Untuk Perbankan<br />
– Internet Banking<br />
– ATM<br />
• Untuk Pendidikan<br />
– e-learning, m-Learning<br />
– Multimedia learning<br />
– Research and Development<br />
• Untuk Kesehatan<br />
– Biomedical and instrumentasinya<br />
– Smart Medical Record<br />
• Untuk Pemerintahan<br />
– E-Government<br />
– G2C (Government to Citizen)<br />
– G2B (Government to Business)<br />
– G2G (Government to Government)<br />
<br />
<b style="color: red;">Dampak Positif Teknologi Informasi</b><br />
<br />
• Komunikasi internet<br />
• Media pertukaran data/informasi<br />
• Kemudahan<br />
• Kemajuan yang lebih cepat<br />
<br />
<b style="color: red;">Dampak Negatif Teknologi Informasi</b><br />
<br />
• Pornografi<br />
• Plagiarism<br />
• Penipuan<br />
• Kekejaman<br />
• Pencurian<br />
• Perjudian<br />
<br />
<br />
<br />
<br />
<br />
Sumber :<br />
Basuki,Achmad.2011.Slide Bahan Ajar Prodip Kepabeanan dan Cukai<br />
<br />
<br /></div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-71754575115523972742012-04-07T15:00:00.000+07:002012-06-15T21:42:26.466+07:00Perizinan dibidang Cukai<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="color: red; font-family: inherit;">
<b><span style="font-size: small;">Kewajiban Memiliki Izin NPPBKC</span></b></div>
<div style="font-family: inherit;">
<span style="font-size: small;"> </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"> Untuk menjalankan kegiatan di bidang cukai baik sebagai pengusaha pabrik, importir, penyalur dan sebagainya maka setiap orang terlebih dahulu wajib memiliki izin dari MenteriKeuangan. Perizinan</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">terhadap pengusaha barang kena cukai dikeluarkan dalam bentuk <b>Nomor Pokok Pengusaha Barang Kena Kena Cukai (NPPBKC).</b></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><b style="color: red;">Subyek Yang Berkewajiban Memiliki NPPBKC</b><br /> </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"> Berdasarkan aturan Undang-undang Cukai, setiap orang yang akan menjalankan kegiatan sebagai :<br /><b>a. Pengusaha Pabrik;<br />b. Pengusaha Tempat Penyimpanan;<br />c. Importir Barang Kena Cukai;<br />d. Penyalur;<br />e. Pengusaha Tempat Penjualan Eceran (TPE),</b> </span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">wajib memiliki <b>izin berupa NPPBKC dari Menteri Keuangan</b>. Adanya kewajiban untuk melakukan</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;">registrasi atau izin menjalankan kegiatan di bidang cukai dimaksudkan untuk kepentingan pengawasan terhadap peredaran BKC dan juga pengawasan terhadap penerimaan negara. Kewajiban memiliki NPPBKC terhadap subyek Penyalur dan Pengusaha TPE hanya diwajibkan khusus terhadap BKC berupa etil alkohol dan MMEA. Hal ini dengan pertimbangan bahwa karakteristik BKC tersebut memiliki tingkat kerawanan yang tinggi dalam peredarnnya.</span></div>
<div style="font-family: inherit;">
<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><b style="color: red;">Pemegang Izin NPPBKC</b><br /> </span></div>
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<span style="font-size: small;">Izin NPPBKC sebagai Pengusaha di bidang Cukai diberikan kepada :<br /><b>1) Orang (baik sebagai pribadi atau badan hukum) yang berkedudukan di Indonesia;<br />2) Orang (baik sebagai pribadi atau badan hukum) yang secara sah mewakili badan hukum atau orang pribadi yang berkedudukan di luar Indonesia.</b></span></div>
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<span style="font-size: small;">Dalam hal pemegang izin NPPBKC adalah orang pribadi, apabila yang bersangkutan meninggal dunia,</span></div>
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<span style="font-size: small;">maka izin NPPBKC dapat dipergunakan selama dua belas bulan sejak tanggal meninggalnya yang bersangkutan oleh ahli waris atau yang dikuasakan dan setelah lewat jangka waktu tersebut izin</span></div>
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<span style="font-size: small;">wajib diperbaharui.</span></div>
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<b><span style="font-size: small;"><span style="letter-spacing: 0.5pt;">Pengecualian Kewajiban Memiliki NPPBKC</span></span></b></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">1) Orang yang membuat tembakau iris yang dibuat dari tembakau hasil tanaman di<br /> Indonesia yang tidak dikemas untuk penjualan eceran atau dikemas untuk penjualan<br /> eceran dengan bahan pengemas tradisional yang lazim dipergunakan, apabila :<br /> - Dalam pembuatannya tidak dicampur atau ditambah dengan tembakau yang<br /> berasal dari luar negeri atau bahan lain yang lazim dipergunakan dalam pembuatan<br /> hasil tembakau;<br /> - Pada pengemas atau tembakau irisnya tidak dibubuhi atau dilekati atau<br /> dicantumkan cap, merek dagang, etiket, atau sejenis dengan itu.<br />2) Orang yang membuat minuman mengandung etil alkohol yang diperoleh dari hasil<br /> peragian atau penyulingan, apabila :<br /> - Dibuat oleh rakyat Indonesia;<br /> - Pembuatannya dilakukan secara sederhana;<br /> - Produksi tidak melebihi 25 (dua puluh lima) liter setiap hari;<br /> - Tidak dikemas dalam kemasan penjualan eceran.<br />3) Orang yang mengimpor BKC yang mendapat fasilitas pembebasan cukai :<br /> - Untuk keperluan penelitian dan pengembangan ilmu penegetahuan<br /> - Untuk keperluan perwakilan negara asing beserta para pejabatnya yang bertugas di<br /> Indonesia berdasarkan asas timbal balik;<br /> - Untuk keperluan tenaga ahli bangsa asing yang bertugas pada Badan atau<br /> Organisasi Internasional di Indonesia</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> - Yang dibawa oleh penumpang, awak sarana pengangkut, pelintas batas atau<br /> kiriman dari Luar Negeri, dalam jumlah tertentu;<br /> - Untuk tujuan sosial.<br />4) Pengusaha Tempat Penjualan Eceran etil alkohol yang jumlah penjualannya dalam<br /> sehari maksimal 30 (tiga puluh) liter<br />5) Pengusaha Tempata Penjualan Eceran MMEA dengan kadar paling tinggi 5% (lima<br /> persen) </span><span style="letter-spacing: 0.5pt;"></span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"><b style="color: red;">Masa Berlakunya NPPBKC</b><br /> </span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> </span><span style="letter-spacing: 0.5pt;">Masa berlakunya pemberian izin NPPBKC terhadap pengusaha pabrik, pengusaha tempat penyimpanan, atau importir BKC adalah selama yang bersangkutan masih menjalankan kegiatan usahanya.</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> Masa berlakunya pemberian izin NPPBKC terhadap Pengusaha Penyalur dan Tempat Penjualan Eceran adalah selama lima tahun, dan setiap kali dapat diperpanjang untuk jangka waktu yang sama. Adapun maksud dari pembatasan jangka waktu hanya selama lima tahun ini didasarkan atas pertimbangan bahwa karakteristik Barang Kena Cukai etil alkohol dan</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">MMEA tersebut mudah menimbulkan dampak negatif terhadap kesehatan<br />dan menimbulkan kerawanan sosial, sehingga pengawasan terhadap peredaran dan penggunaannya perlu lebih diperketat.</span><span style="letter-spacing: 0.5pt;"></span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"><b style="color: red;">Pembekuan dan Pencabutan Izin NPPBKC</b><br /> </span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> <b>Yang dimaksud dengan pembekuan izin adalah</b> tidak diperbolehkannya Pengusaha yang memiliki NPPBC untuk melakukan kegiatan usaha di bidang cukai sampai dengan diterbitkannya keputusan pemberlakuan kembali atau pencabutan izin, tanpa mengurangi kewajiban yang harus diselesaikan kepada negara. Izin NPPBKC bagi Pengusaha BKC dapat dibekukan, dalam hal :<br />1) adanya bukti permulaan yang cukup bahwa pemegang izin NPPBKC melakukan pelanggaran pidana di bidang cukai, antara lain :<br />- Laporan Kejadian<br />- Berita Acara Wawancara<br />- Laporan Hasil Penyelidikan<br />- Keterangan saksi ahli<br />- Barang bukti<br />2) adanya bukti yang cukup sehingga persyaratan perizinan tidak lagi dipenuhi, yaitu :<br /> - Pemegang izin NPPBKC tidak lagi mewakili kepentingan Badan Hukum</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> atau orang pribadi yang berkedudukan di luar Indonesia<br /> - Persyaratan Fisik lokasi bangunan atau tempat usaha tidak lagi dipenuhi<br /> - Persyaratan administrasi pemberian izin NPPBKC tidak lagi dipenuhi<br /> - Adanya kesamaan nama perusahaan dengan nama pabrik, importir,penyalur,<br /> atau TPE lainnya yang telah mendapatkan NPPBKC</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">3) pemegang izin berada dalam pengawasan kurator sehubungan</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> dengan utangnya.</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"><b>Pengertian pencabutan izin NPPBKC</b> adalah bahwa Izin kegiatan di bidang Cukai yang dimiliki Pengusaha BKC tidak lagi berlaku baik karena kemauan sendiri ataupun dicabut oleh otoritas yang sah.</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> Izin NPPBKC dapat dicabut, dalam hal :<br /> 1) atas permohonan pemegang izin yang bersangkutan ;<br /> 2) tidak dilakukan kegiatan selama satu tahun ;<br /> 3) persyaratan perizinan tidak lagi dipenuhi ;<br /> 4) pemegang izin tidak lagi secara sah mewakili badan hukum atau</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> orang pribadi yang berkedudukan di luar Indonesia ;<br /> 5) pemegang izin dinyatakan pailit ;<br /> 6) tidak dipenuhi ketentuan sebagaimana dimaksud pada ayat (3) ;<br /> 7) pemegang izin dipidana berdasarkan keputusan hakim yang</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> telah mempunyai kekuatan hukum tetap karena melanggar</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> ketentuan undang-undang ini ;<br /> 8) pemegang izin melanggar ketentuan Pasal 30 ; atau<br /> 9) Izin berupa Nomor Pokok Pengusaha Barang Kena</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> Cukai dipindahtangankan,dikuasakan, dan/atau dikerjasamakan dengan orang/pihak lain tanpa persetujuan Menteri.<br /> </span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> Dalam hal izin NPPBKC dicabut maka terhadap barang kena cukai yang belum dilunasi cukainya yang masih berada di dalam Pabrik atau Tempat Penyimpanan harus dilunasi cukainya dan dikeluarkan dari Pabrik atau Tempat Penyimpanan dalam waktu 30 (tiga puluh) hari sejak diterimanya surat keputusan pencabutan izin. Dalam hal ketentuan<br />tersebut tidak dipenuhi, maka barang kena cukai yang bersangkutan dimusnahkan atau diatur lebih lanjut dengan Keputusan Menteri Keuangan. Barang kena cukai yang telah dilunasi cukainya dan berada di tempat usaha importir barang kena cukai, penyalur, dan pengusaha tempat penjualan eceran, yang izinnya telah dicabut, harus dipindahkan ke<br />tempat usaha importir barang kena cukai, penyalur, atau pengusaha tempat penjualan eceran lainnya atau dimusnahkan.</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"><b style="color: red;">Penomoran NPPBKC</b> </span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> Untuk memberikan keseragaman dalam hal identifikasi data pemegang NPPBKC maka penomoran NPPBKC ditetapkan secara standar dengan mengacu kepada ketentuan<br />Surat Edaran Direktur Jenderal Bea dan Cukai Nomor : SE-03/BC/2009.</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">Adapun sistem penomoran yang harus digunakan dalam pemberian izin NPPBKC adalah sebagai berikut :<br />1) Sistem Penomoran NPPBKC terdiri dari 10 (sepuluh) digit, dengan rincian :<br /> - 4 (empat) digit pertama merupakan kode Kantor penerbit NPPBKC . <br /> - 1 (satu) digit kedua merupakan kode jenis usaha, dengan rincian</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> bahwa kode</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> angka“1” untuk pabrik ,</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> angka “2” untuk importir,</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> angka “3” untuk Tempat Penyimpanan,<br /> angka “4” untuk Tempat Penjualan Eceran, dan</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> angka “5” untuk Penyalur.<br /> - 1 (satu) digit ketiga merupakan kode jenis Barang Kena Cukai,</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> dengan rincian bahwa kode</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> angka “1” untuk jenis BKC etil alkohol,</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> angka “2” untuk jenis BKC MMEA, dan<br /> angka “3” untuk jenis BKC hasil tembakau.<br /> - 4 (empat) digit keempat merupakan nomor urut NPPBKC sesuai</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"> dengan nomor urut pemberian di masing-masing Kantor Bea dan Cukai</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">2) Dalam rangka tertib administrasi dan menghindari duplikasi, pemberian nomor urut NPPBKC baru maupun pembaharuan, untuk 4 (empat) digit keempat dimulai dengan angka 1001 (seribu satu) .<br /> </span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;"><b style="color: red;">Contoh Penomoran NPPBKC :</b><br /> </span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">Pengusaha Pabrik MMEA PT. “A” (pabrik baru) berada di wilayah pengawasan KPPBC Tipe Madya Cukai Malang mengajukan permohonan NPPBKC. Setelah dilakukan proses penelitian administratif dan pemeriksaan lokasi sesuai ketentuan yang berlaku, kedapatan Pabrik MMEA PT. “A” telah memenuhi persyaratan dan layak diberikan NPPBKC. Maka terhadap Pabrik MMEA PT. “A” diberikan NPPBKC dengan nomor 0706.1.2. 1001 , artinya bahwa :<br />- Angka 0706 adalah kode Kantor Penerbit NPPBKC untuk KPPBC Tipe Madya<br />Cukai Malang<br />- Angka 1 adalah kode untuk pabrik Barang Kena Cukai<br />- Angka 2 adalah kode untuk MMEA<br />- Angka 1001 adalah nomor urut yang diberikan untuk pabrik MMEA PT “A”<br />(urutan ke-1 atas NPPBKC yang diterbitkan oleh KPPBC Tipe Madya Cukai<br />Malang)</span></span></div>
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<b><span style="font-size: small;"><span style="letter-spacing: 0.5pt;">Tatacara Pengajuan Izin NPPBKC</span></span></b></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">1) Proses pengajuan izin NPPBKC secara umum dilaksanakan dalam dua tahapan.Tahapan pertama adalah permohonan pemeriksaan lokasi, yaitu permintaan untuk dilakukannya pemeriksaan lokasi atas bangunan atau tempat usaha yang akan dijadikan lokasi kegiatan di bidang cukai.<br />2) Permohonan pemeriksaan lokasi atas bangunan atau tempat usaha minimal harus dilampiri dengan :<br />- Salinan atau fotocopi izin usaha;<br />- Gambar denah lokasi bangunan atau tempat usaha;<br />- Salinan atau fotocopi izin mendirikan bangunan (IMB);<br />- Salinan atau fotocopi izin berdasarkan Undang-undang Mengenai Gangguan<br />3) Atas permohonan yang diajukan tersebut, Kantor Pelayanan Bea dan Cukai akan melakukan wawancara terhadap pemohon. Tujuan wawancara adalah untuk memeriksa kebenaran data pemohon selaku penanggung jawab dan juga kebenaran mengenai data-data yang dilampirkan. Hasil wawancara akan<br />dituangkan dalam suatu Berita Acara Wawancara.<br />4) Langkah selanjutnya adalah melakukan pemeriksaan lokasi terhadap bangunan atau tempat usaha yang dimintakan izin NPPBKC. Proses pemeriksaan lokasi ini harus dilaksanakan paling lambat dalam jangka waktu 30 hari sejak permohonan diterima.Hasil pemeriksaan lokasi akan dituangkan dalam suatu berita acara pemeriksaan lokasi (BAP) yang ditandatangani oleh Pemeriksa dan Pengusaha yang bersangkutan.<br />5) Berita Acara Pemeriksaan Lokasi dan Gambar Denah lokasi harus memuat secara rinci :<br />- persil, bangunan, ruangan, tempat dan pekarangan yang termasuk bagian dari bangunan atau tempat usaha yang dimohonkan izin NPPBKC ;<br />- batas-batas bangunan atau tempat usaha yang dimohonkan izin NPPBKC;<br />- luas bangunan atau Tempat Usaha yang dimohonkan izin NPPBKC.<br />6) Berita Acara Pemeriksaan Lokasi yang menyatakan Lokasi yang bersangkutan Layak untuk diberikan izin NPPBKC , digunakan sebagai salah satu persyaratan untuk memperoleh NPPBKC . Berita Acara tersebut hanya dapat digunakan dalam jangka waktu paling lambat tiga bulan sejak tanggal BAP ditandatangani.</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">7) Tahapan Kedua dalam alur proses pemberian izin NPPBKC adalah pengajuan permohonan izin NPPBKC dalam suatu format permohonan standar (PMCK.6)dengan disertai lampiran perizinan dari instansi terkait dan data identitas diri pemohon. Lampiran persyaratan izin dari instansi terkait untuk masing-masing jenis kegiatan di bidang cukai tidaklah sama. Khusus untuk persyaratan izin terhadap kegiatan dibidang cukai MMEA dan Etil Alkohol agak lebih ketat dibandingkan dengan persyaratan izin untuk kegiatan cukai hasil tembakau.<br />8) Kepala Kantor atas nama Menteri Keuangan harus memutuskan disetujui atau ditolaknya permohonan PMCK.6 dalam jangka waktu 30 hari sejak permohonan diterima secara lengkap.<br />9) Dalam hal permohonan disetujui maka akan diterbitkan Keputusan Pemberian NPPBKC, namun bila permohonan ditolak maka diterbitkan surat penolakan yang memberikan penjelasan mengenai alasan penolakan.<br />10) Salah satu dasar pertimbangan penolakan oleh Kepala Kantor adalah apabila nama pabrik, tempat penyimpanan, importir,penyalur atau TPE yang diajukan memiiliki kesamaan nama,baik tulisan maupun pengucapannya dengan nama subyek cukai sejenis lainnya yang telah mendapatkan NPPBKC lebih dahulu.</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">Sumber:</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">Republik Indonesia,Undang-Undang No.39 Tahun 2007 tentang Cukai</span></span></div>
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<span style="font-size: small;"><span style="letter-spacing: 0.5pt;">Surono<i>.</i></span></span><span style="font-size: small;"><span style="letter-spacing: 0.5pt;">2010.</span></span><span style="font-size: small;"><span style="letter-spacing: 0.5pt;"><i>Teknis Cukai.</i>Jakarta:Pusdiklat Bea dan Cukai.</span><span style="letter-spacing: 0.5pt;"><br /></span></span></div>
</div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-59036823648389177172012-03-31T00:55:00.000+07:002012-06-15T21:43:53.289+07:00Pelunasan,Pita Cukai,dan Fasilitas Di bidang Cukai<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>1. Pelunasan Cukai</b></div>
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<b>Pasal 7 UU Nomor 39 Tahun 2007 </b>Jo. UU Nomor 11 Tahun 1995 tentang Cukai, mengatur bahwa<br />
cukai atas <span style="color: red;">barang kena cukai yang dibuat di Indonesia</span>,dilunasi pada<span style="color: red;"> saat pengeluaran barang kena</span><br />
<span style="color: red;">cukai dari pabrik atau tempat penyimpanan</span>. Sedangkan <span style="color: red;">cukai atas barang kena cukai yang diimpor</span>,<br />
dilunasi pada saat <span style="color: red;">barang kena cukai di impor untuk dipakai</span>.<br />
Yang dimaksud dengan<span style="color: blue;"> “di impor untuk dipakai”</span> adalah dimasukkan ke dalam daerah pabean dengan<br />
tujuan untuk dipakai, dimiliki, atau dikuasai oleh yang berdomisili di Indonesia.<br />
<br />
<span style="color: black;"><b>Cara pelunasan dari pada barang kena cukai dilaksanakan dengan </b>:</span><br />
<span style="color: blue;">a. pembayaran ;</span><br />
<span style="color: blue;">b. pelekatan pita cukai ;</span><br />
<span style="color: blue;">c. pembubuhan tanda pelunasan cukai lainnya.</span><br />
<br />
a. Barang kena cukai yang pelunasannya dengan cara <span style="color: blue;">pembayaran</span>, dibuktikan dengan <span style="color: blue;">dokumen cukai</span><br />
<div style="color: blue;">
yang di persyaratkan (SSPCP/Surat Setoran Pabean, Cukai dan Pajak lainnya atau</div>
<span style="color: blue;"> BPPC/Bukti Pembayaran Pabean dan Cukai)</span>.Untuk barang kena cukai yang dibuat<br />
di Indonesia, pembayarannya harus dilakukan sebelum barang kena cukai tersebut dikeluarkan<br />
dari pabrik atau tempat penyimpanan. Sedangkan barang kena cukai yang di impor,<br />
pembayarannya cukainya dilakukan pada saat barang kena cukai tersebut di impor untuk dipakai.<br />
b. Barang kena cukai yang pelunasannya dengan cara <span style="color: blue;">pelekatan pita cukai</span>,dilakukan dengan<br />
cara <span style="color: blue;">melekatkan pita cukai yang seharusnya dan dilekatkan sesuai dengan ketentuan yang berlaku</span>.<br />
Untuk barang kena cukai yang dibuat di Indonesia, pelekatan pita cukainya harus dilakukan<br />
sebelum barang kena cukai tersebut dikeluarkan dari pabrik. Sedangkan barang kena<br />
cukai yang di impor, pelekatan pita cukainya harus dilakukan sebelum barang kena cukai tersebut<br />
di impor untuk dipakai. Pelekatan pita cukai tersebut dapat dilakukan di tempat penimbunan<br />
sementara (TPS), tempat penimbunan berikut (TPB), atau di tempat pembuatan barang kena cukai<br />
di luar negeri.<br />
c.Sedangkan pelunasan cukai dengan cara <span style="color: blue;">pembubuhan tanda pelunasan cukai lainnya</span>, dilakukan<br />
dengan cara <span style="color: blue;">membubuhkan tanda pelunasan cukai lainnya yang seharusnya dan dibubuhkan sesuai</span><br />
<span style="color: blue;"> dengan ketentuan yang berlaku</span>, antara lain : barcode dan hologram.Untuk barang kena cukai yang<br />
dibuat di Indonesia, pembubuhan tanda pelunasan cukai lainnya harus dilakukan sebelum barang<br />
kena cukai dikeluarkan dari pabrik dan barang kena cukai yang di impor, pembubuhantanda<br />
pelunasan cukai lainnya harus dilakukan sebelum barang kena cukai di impor untuk dipakai.<br />
Pembubuhan tanda pelunasan cukai lainnya tersebut dapat dilakukan di tempat penimbunan<br />
sementara, tempat penimbunan berikat, atau di tempat pembuatan barang kena cukai di luar negeri.<br />
<br />
<div style="color: red;">
<b>2. Pita cukai</b></div>
<span style="color: red;">Pita cukai </span>adalah salah satu dokumen sekuriti negara yang digunakan sebagai bukti pelunasan cukai<br />
dan sekaligus sebagai alat pengawasan, sehingga terhadap pengadaan pita cukai diperlukan<br />
pengamanan khusus mulai dari proses pembuatan bahan baku, percetakan sampai<br />
dengan pendistributiannya dalam rangka pengamanan penerimaan negara.<br />
<br />
<span style="color: red;">Cukai dianggap tidak dilunasi apabila</span> pelekatan pita cukai atau pembubuhan tanda pelunasan cukai<br />
lainnya pada kemasan barang kena cukai untuk penjualan eceran, tidak sesuai dengan ketentuan<br />
yang berlaku, antara lain:<br />
a. pita cukai yang dilekatkan tidak sesuai dengan tarif cukai dan/atau harga dasar barang kena cukai<br />
yang ditetapkan ;<br />
b. pita cukai yang dilekatkan tidak utuh atau rusak ; atau<br />
c. pita cukai yang dilekatkan atau tanda pelunasan cukai lainnya yang dibubuhkan pada barang kena<br />
cukai yang bukan haknya dan/atau tidak sesuai dengan spesifikasi yang ditetapkan.<br />
<br />
<div style="color: red;">
<b>3. Fasilitas Tidak Dipungut Cukai</b></div>
Cukai Tidak Dipungut atas Barang Kena Cukai, yaitu:<br />
<br />
a. Tembakau Iris yang dibuat secara tradisional;<br />
b. Minuman Mengandung Etil Alkohol yang dibuat secara tradisional dan tidak dikemas untuk<br />
penjual eceran;<br />
c. BKC yang diangkut terus dan diangkut lanjut dengan tujuan luar daerah pabean;<br />
d. BKC yang diekspor ;<br />
e. BKC yang dimasukkan kedalam Pabrik atau Tempat Penyimpanan ;<br />
f. BKC yang digunakan sebagai bahan baku atau bahan penolong dalam pembuatan barang yang<br />
hasil akhirnya merupakan barang kena cukai ;<br />
g.BKC yang telah musnah atau rusak sebelum dikeluarkan dari Pabrik,Tempat Penyimpanan<br />
atau sebelum diberikan persetujuan impor untuk dipakai.<br />
<br />
<span style="color: red;">Yang dimaksud dengan tidak dipungut cukai disini adalah</span> :<br />
fasilitas berupa pemberian keringanan kepada masyarakat di beberapa daerah tertentu yang<br />
membuat barang tersebut secara sederhana yang bagi mereka merupakan sumber mata<br />
pencaharian sehari-hari.<br />
<br />
<div style="color: red;">
<b>4. Fasilitas Pembebasan Cukai</b></div>
Pembebasan Cukai dapat diberikan atas Barang Kena Cukai, berupa :<br />
a. BKC yang digunakan sebagai bahan baku atau bahan penolong dalam pembuatan barang hasil<br />
akhir yang bukan merupakan BKC ;<br />
b. Untuk keperluan penelitian dan pengembangan ilmu pengetahuan ;<br />
c. Untuk keperluan perwakilan negara asing beserta para pejabatnya yang bertugas di<br />
Indonesia berdasarkan asas timbal balik ;<br />
d. Untuk keperluan tenaga ahli bangsa asing yang bertugas pada Badan atau Organisasi Internasional<br />
di Indonesia ;<br />
e. BKC yang dibawa oleh penumpang, awak sarana pengangkut, pelintas batas atau kiriman dari<br />
luar negeri dalam jumlah yang ditentukan ;<br />
f. BKC yang digunakan untuk tujuan sosial ;<br />
g. BKC yang dimasukkan ke dalam tempat penimbunan berikat (TPB).<br />
<br />
<span style="color: red;">Pembebasan cukai dapat juga diberikan atas BKC tertentu</span>, antara lain :<br />
1) Etil Alkohol yang dirusak sehingga tidak baik untuk diminum ;<br />
2) Minuman Mengandung Etil Alkohol dan Hasil Tembakau yang dikonsumsikan oleh penumpang dan<br />
awak sarana pengangkut yang berangkat langsung ke luar daerah pabean.<br />
<br />
<span style="color: red;">Yang dimaksud dengan pembebasan cukai disini adalah </span>: fasilitas yang diberikan kepada Pengusaha<br />
Pabrik atau Pengusaha Tempat Penyimpanan atau Importir untuk tidak membayar cukai yang terutang. Tujuan dari pemberian fasilitas ini adalah untuk mendukung pertumbuhan atau perkembangan<br />
industri yang menggunakan Barang Kena Cukai sebagai bahan baku atau bahan penolong dalam<br />
pembuatan barang hasil akhir yang bukan merupakan Barang Kena Cukai, baik untuk tujuan ekspor<br />
maupun untuk pemasaran di dalam negeri,seperti Etil Alkohol yang digunakan sebagai bahan penolong untuk pembuatan obat-obatan. Namun Barang Kena Cukai yang diberikan pembebasan sebagaimana<br />
dimaksud diatas, jumlahnya dibatasi sesuai dengan kebutuhan dan penggunaannya secara wajar.<br />
<br />
<div style="color: red;">
<b>5. Fasilitas Pembayaran Cukai Secara Berkala</b></div>
pasal 7 A ayat (1) UU Nomor 11 Tahun 1995 Jo. UU Nomor 39 Tahun 2007,mengatur bahwa pelunasan cukai dengan cara pembayaran, dapat diberikan pembayaran secara berkala kepada Pengusaha Pabrik, dalam jangka waktu paling lama 45 hari sejak tanggal pengeluaran barang kena cukai (tanggal pendaftaran dokumen pengeluaran)tanpa dikenai bunga, namun Pengusaha Pabrik diwajibkan untuk menyerahkan<br />
jaminan yang jenis serta besarnya jaminan dimaksud lebih lanjut akan diatur oleh Menteri Keuangan.<br />
<br />
<div style="color: red;">
<b>6. Fasilitas Penundaan Pembayaran Cukai</b></div>
pada pasal 7 A ayat (2) UU Nomor 11 Tahun 1995 Jo. UU Nomor 39 Tahun 2007,menyatakan bahwa :<br />
1) Penundaan pembayaran cukai dapat diberikan kepada Pengusaha Pabrik dalam jangka waktu :<br />
a) paling lama 90 (sembilan puluh) hari sejak tanggal pemesanan pita cukai bagi yang<br />
pelaksanaan pelunasannya dengan cara pelekatan pita cukai sebagaimana dimaksud dalam<br />
pasal 7 ayat (3) huruf b ;<br />
b) paling lama 45 (empat puluh lima) hari sejak tanggal pengeluaran barang kena cukai bagi<br />
yang pelaksanaan pelunasannya dengan cara pembubuhan tanda pelunasan cukai lainnya<br />
sebagaimana dimaksud dalam Pasal 7 ayat (3) huruf c.<br />
2. Penundaan pembayaran cukai dapat diberikan kepada Importir barang kena cukai dalam jangka<br />
waktu paling lama 60 (enam puluh) hari sejak tanggal pemesanan pita cukai bagi yang<br />
pelaksanaan pelunasannya dengan cara pelekatan pita cukai sebagaimana dimaksud dalam<br />
Pasal 7 ayat (3) huruf b.<br />
<br />
<span style="color: red;">Yang dimaksud dengan “penundaan” adalah</span> kemudahan pembayaran yang diberikan kepada<br />
Pengusaha Pabrik atau Importir dalam bentukpenangguhan pembayaran cukai tanpa dikenai bunga. Yang dimaksud dengan “sejak tanggal pemesanan pita cukai” adalah tanggal pendaftaran dokumen<br />
pemesanan pita cukai.<br />
Untuk mendapat penundaan sebagaimana dimaksud pada butir 4 (1) dan (2), Pengusaha Pabrik atau Importir barang kena cukai wajib menyerahkan Jaminan yang jenis dan besaran jaminannya diatur<br />
dengan atau berdasarkan Peraturan Menteri.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Sumber:<br />
Kadir,Achmad.2011.<i>Undang-Undang Cukai</i>.Jakarta:Pusdiklat Bea dan Cukai.<br />
Slide Bahan Ajar Prodip I Kepabeanan dan Cukai STAN </div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-19192484492831277472012-03-29T18:00:00.000+07:002012-06-15T21:45:23.709+07:00Ketentuan Umum Cukai<div dir="ltr" style="text-align: left;" trbidi="on">
<b>Pengertian-Pengertian</b><br />
<br />
Pasal 1 UU Nomor 11 Tahun 1995 Jo. UU Nomor 39 Tahun 2007 tentang Cukai, menjelaskan<br />
tentang pengertian-pengertian berkaitan dengan undang-undang tersebut, yaitu sebagai berikut :<br />
1) <b>Cukai</b><br />
adalah : Pungutan negara yang dikenakan terhadap barang barang tertentu yang mempunyai<br />
sifat dan karakteristik yang ditetapkan dalam undang-undang ini.<br />
2) <b>Barang Kena Cukai</b> sebagaimana dimaksud diatas, meliputi :<br />
<b>a) Etil Alkohol atau Etanol</b>, dengan tidak mengindahkan bahan yang digunakan dan proses<br />
pembuatannya, berupa : Barang cair, jernih dan tidak berwarna, merupakan senyawa<br />
organik dengan rumus kimia C2H5OH yang diperoleh baik secara peragian dan/atau<br />
penyulingan maupun secara sintesa kimiawi.<br />
<b>b) Minuman yang Mengandung Etil Alkohol</b>, dalam kadar berapapun,dengan tidak mengindahkan<br />
bahan yang digunakan dan proses pembuatannya, termasuk Konsentrat yang mengandung<br />
Etil Alkohol,yaitu Semua barang cair yang lazim disebut minuman yang mengandung etil alkohol<br />
yang dihasilkan dengan cara peragian,penyulingan atau cara lainnya, antara lain bir, shandy,<br />
anggur, gin,whisky dan yang sejenis.<br />
<br />
Termasuk disini pengertian mengenai Konsentrat yang mengadung Etil Alkohol, yaitu :<br />
Bahan yang mengandung etil alkohol yang digunakan sebagai bahan baku atau bahan penolong<br />
dalam pembuatan minuman yang mengandung etil alkohol.<br />
<b>c) Hasil Tembakau</b>, meliputi :<br />
<b>-.Sigaret </b>adalah :<br />
Hasil tembakau yang dibuat dari tembakau rajangan yang dibalut dengan kertas dengan cara<br />
dilinting untuk dipakai, tanpa mengindahkan bahan pengganti atau bahan pembantu yang<br />
digunakan dalam pembuatannya. (Sigaret Kretek,Sigaret Putih dan Sigaret Kelembak Kemenyan).<br />
<b>-.Sigaret Kretek </b>adalah :<br />
Sigaret yang dalam pembuatannya dicampur dengan cengkih atau bagiannya,baik asli maupun<br />
tiruan tanpa memperhatikan jumlahnya.<br />
<b>-.Sigaret Putih</b> adalah :<br />
Sigaret yang dalam pembutannya tanpa dicampuri dengan cengkih, kelembak atau kemenyan.<br />
<b>-.Sigaret Kretek/Putih yang dibuat dengan Mesin</b> adalah :<br />
Sigaret Kretek dan Sigaret Putih yang dalam pembuatannya mulai dari pelintingan,<br />
pemasangan filter, pengemasannya dalam kemasan untuk penjualan eceran, sampai dengan<br />
pelekatan pita cukai,seluruhnya atau Sebagian menggunakan mesin.<br />
<b>-. Sigaret Kretek/Putih yang dibuat dengan cara lain daripada Mesin</b> adalah:<br />
Sigaret Kretek dan Sigaret Putih yang dalam pembuatannya mulai dari pelintingan, pemasangan<br />
filter,pengemasannya dalam kemasan untuk penjualan eceran, sampai dengan pelekatan pita cukai,<br />
tanpa menggunakan mesin.<br />
<div style="text-align: left;">
<b>-.Cerutu</b> adalah :</div>
Hasil tembakau yang dibuat dari lembaran-lembaran daun tembakau diiris atau<br />
tidak, dengan cara digulun demikian rupa dengan daun tembakau, untuk dipakai, tanpa<br />
mengindahkan bahan pengganti atau bahan pembantu yang digunakan dalam pembuatannya.<br />
<b>-. Rokok Daun</b> adalah :<br />
Hasil tembakau yang dibuat dari daun Nipah,daun Jagung (Klobot), atau sejenisnya, dengan<br />
cara dilinting,untuk dipakai, tanpa mengindahkan bahan pengganti atau bahan<br />
pembantu yang digunakan dalam pembuatannya.<br />
<b>-. Tembakau Iris</b> adalah :<br />
Hasil tembakau yang dibuat dari daun tembakau yang dirajang, untuk dipakai, tanpa<br />
mengindahkan bahan pengganti atau bahan pembantu yang digunakan dalam pembuatannya.<br />
<b>-. Hasil Pengolahan Tembakau Lainnya </b>adalah : Hasil tembakau yang dibuat dari daun tembakau<br />
selain yang disebut dalam huruf ini yang dibuat secara lain sesuai dengan perkembangan<br />
teknologi dan selera konsumen, tanpa mengindahkan bahan pengganti atau bahan pembantu<br />
yang digunakan dalam pembuatannya.<br />
<br />
c. <b>Harga Jual Pabrik (HJP)</b> adalah :<br />
Harga penyerahan pabrik kepada penyalur atau konsumen yang didalamnya belum termasuk cukai.<br />
d) <b>Harga Jual Eceran (HJE) </b>adalah :<br />
Harga penyerahan pedagang eceran kepada konsumen terakhir yang didalamnya sudah<br />
termasuk pungutan cukai.<br />
e) <b>Pabrik</b> adalah<br />
Tempat tertentu termasuk bangunan, halaman, dan lapangan yang merupakan bagian daripadanya,<br />
yang dipergunakan untuk menghasilkan barang kena cukai dan/atau untuk mengemas barang kena<br />
cukai dalam kemasan untuk penjualan eceran.<br />
f) <b>Tempat Penyimpanan</b> adalah<br />
tempat, bangunan, dan/atau lapangan yang bukan merupakan bagian dari pabrik, yang<br />
dipergunakan untuk menyimpan barang kena cukai berupa etil alkohol yang masih terutang cukai<br />
dengan tujuan untuk disalurkan, dijual, atau diekspor.<br />
g) <b>Tempat Penjualan Eceran</b> adalah<br />
tempat untuk menjual secara eceran barang kena cukai kepada konsumen akhir.<br />
h)<b> Penyalur</b> adalah<br />
orang yang menyalurkan atau menjual barang kena cukai yang sudah dilunasi cukainya yang<br />
semata-mata ditujukan bukan kepada konsumen akhir.<br />
i) <b>Dokumen Cukai</b> adalah<br />
dokumen yang digunakan dalam rangka pelaksanaan undang-undang ini dalam bentuk formulir<br />
atau melalui media elektronik.<br />
j) <b>Pejabat Bea dan Cukai</b> adalah<br />
pegawai Direktorat Jenderal Bea dan Cukai yang ditunjuk dalam jabatan tertentu untuk<br />
melaksanakan tugas tertentu berdasarkan undang-undang ini.<br />
k) <b>Tempat Penimbunan Sementara</b> adalah<br />
bangunan dan/atau lapangan atau tempat lain yang disamakan dengan itu di kawasan pabean untuk<br />
menimbun barang sementara menunggu pemuatan atau pengeluarannya.<br />
l) <b>Tempat Penimbunan Berikat </b>adalah<br />
bangunan, tempat, atau kawasan yang memenuhi persyaratan tertentu yang digunakan untuk<br />
menimbun barang dengan tujuan tertentu dengan mendapatkan penangguhan bea masuk.<br />
m) <b>Daerah Pabean </b>adalah<br />
wilayah Republik Indonesia yang meliputi wilayah darat, perairan, dan ruang udara diatasnya,<br />
serta tempat-tempat tertentu di zona ekonomi eksklusif dan landas kontinen yang di dalamnya<br />
berlaku undang-undang di bidang kepabeanan.<br />
n) <b>Audit Cukai </b>adalah<br />
serangkaian kegiatan pemeriksaan laporan keuangan,buku, catatan dan dokumen yang menjadi<br />
bukti dasar pembukuan, dan dokumen lain yang berkaitan dengan kegiatan usaha, termasuk data<br />
elektronik, serta surat yang berkaitan dengan kegiatan di bidang cukai dan/atau sediaan barang<br />
dalam rangka pelaksanaan ketentuan perundang-undangan di bidang cukai.<br />
o)<b> Surat Tagihan</b> adalah<br />
surat berupa ketetapan yang digunakan untuk melakukan tagihan utang cukai, kekurangan cukai,<br />
sanksi administrasi berupa denda, dan/atau bunga.<br />
<br />
Selanjutnya berdasarkan pasal 2 UU Nomor 11 Tahun 1995 Jo. UU Nomor 39 Tahun 2007 tentang<br />
Cukai, maka yang dimaksud dengan barangbarang tertentu yang mempunyai sifat atau karakteristik dimaksud, mengandung arti :<br />
a) konsumsinya perlu dikendalikan ;<br />
b) peredarannya perlu diawasi;<br />
c) pemakaiannya dapat menimbulkan dampak negatif bagi masyarakat atau lingkungan hidup ; atau<br />
d) pemakaiannya perlu pembebanan pungutan negara demi keadilan dan keseimbangan, dikenai<br />
cukai berdasarkan undang-undang ini.<br />
Barang-barang sebagaimana dimaksud diatas dinyatakan sebagai barang kena cukai.<br />
<br />
Didalam memberlakukan peraturan perundang-undangan Cukai dianut beberapa prinsip,<br />
yaitu sebagai berikut :<br />
a) Keadilan dalam keseimbangan ;<br />
b) Pemberian insentif ;<br />
c) Pembatasan Produksi dan Konsumsi untuk perlindungan kepada masyarakat;<br />
d) Netral dalam pemungutan Cukainya ;<br />
e) Kelayakan Administrasi ;<br />
f) Penerimaan Negara ;<br />
g) Pengawasan dan Penerapan Sanksi secara Konsisten.<br />
<br />
Bila dilihat dari cara pemungutannya, maka cukai tersebut termasuk kedalam golongan Pajak<br />
Tidak Langsung, yaitu : pajak yang dipungut tidak langsung kepada siwajib pajaknya, melainkan<br />
melalui si Pengusaha barang kena cukai itu sendiri (Importir ketika barang yang diimpornya memenuhi<br />
formalitas kepabeanannya di Kawasan Pabean atau Pengusaha Pabrik ketika barang yang dikenakan<br />
cukai selesai dibuat atau akan dikeluarkan dari Pabrik/Tempat Penyimpanan).<br />
Hal ini berbeda dengan Pajak Langsung, yang mewajibkan subyek pajaknya untuk langsung membayar sendiri pajaknya ke Kantor Pelayanan Pajak, berdasarkan Surat Penetapan Pajak Tahunan/SPPT,<br />
yang dilakukan secara kohir/setahun sekali (misalnya Pajak Penghasilan, Pajak<br />
Bumi dan Bangunan dlsb).<br />
<br />
Cukai dilihat dari fungsinya sebagai Pajak Tidak Langsung, maka Cukai tersebut memiliki fungsi untuk :<br />
a) Menghimpun dana bagi Penerimaan Negara ;<br />
b) Menciptakan lapangan kerja ;<br />
c) Menstabilkan harga ;<br />
d) Memberikan Proteksi bagi Industri didalam Negeri, serta<br />
e) Mencegah konsumsi barang mewah yang berlebihan.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Sumber:<br />
Republik Indonesia,Undang-Undang Nomor 39 Tahun 2007 Tentang Cukai<br />
Kadir,Achmad<i>.</i>2011.<i>Undang-Undang Cukai.</i>Jakarta:Pusdiklat Bea dan Cukai.</div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-39660584011439440262012-03-29T15:00:00.000+07:002012-06-15T21:46:38.563+07:00Keberatan dan Banding dalam Perpajakan<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "Times New Roman","serif";">KEBERATAN, BANDING, GUGATAN
DAN PENINJAUAN KEMBALI</span></b></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">TATA CARA
PENGAJUAN KEBERATAN</span></b></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Yang
Dimaksud Dengan “Keberatan”</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-indent: 36pt;">
<span style="font-family: "Times New Roman","serif";">Keberatan adalah cara yang
ditempuh oleh wajib Pajak jika merasa tidak/kurang puas atas suatu ketetapan
pajak yang dikenakan kepadanya atau atas pemotongan/pemungutan oleh pihak
ketiga.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-indent: 36pt;">
<span style="font-family: "Times New Roman","serif";">Dalam pelaksanaan ketentua peraturan
perundang-undangan perpajakan kemungkinan terjadi bahwa Wajib Pajak (WP) merasa
kurang/ tidak puas atas suatu ketetapan pajak yang dikenakan kepadanya atau
atas pemotongan/ pemungutan oleh pihak ketiga. Dalam hal ini WP dapat
mengajukan keberatan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Hal-hal yang
Dapat Diajukan Keberatan</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Wajib Pajak
dapat mengajukan keberatan atas: </span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Surat Ketetapan Pajak Kurang Bayar (SKPKB);</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Surat Ketetapan Pajak Kurang Bayar Tambahan
(SKPKBT); </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Surat Ketetapan Pajak Lebih Bayar (SKPLB); </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Surat Ketetapan Pajak Nihil (SKPN); </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Pemotongan atau Pemungutan oleh pihak ketiga </span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Ketentuan
Pengajuan Keberatan</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Keberatan
diajukan kepada Kepala Kantor Pelayanan Pajak (KPP) di tempat<br />
WP terdaftar, dengan syarat:</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Diajukan secara tertulis dalam bahasa Indonesia.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Wajib menyebutkan jumlah pajak yang terutang atau
jumlah pajak yang dipotong atau dipungut atau jumlah rugi menurut
penghitungan WP dan disertai alasan-alasan yang jelas.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Satu keberatan harus diajukan untuk satu jenis
pajak dan satu tahun/ masa pajak. </span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";"> Pengajuan
keberatan tidak menunda kewajiban membayar pajak dan pelaksanaan penagihan
pajak dan keberatan yang tidak memenuhi syarat, dianggap bukan Surat Keberatan,
sehingga tidak diproses. </span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Mulai 1
Januari 2008 dalam hal Wajib Pajak mengajukan keberatan atas surat ketetapan
pajak, Wajib Pajak wajib melunasi pajak yang harus dibayar paling sedikit
sejumlah yang disetujui</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Wajib Pajak dalam pembahasan akhir hasil pemeriksaan,
sebelum surat keberatan disampaikan. </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Jangka Waktu
Pengajuan Keberatan</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Keberatan harus
diajukan dalam Jangka waktu 3 (tiga) bulan sejak tanggal SKPKB, SKPKBT, SKPLB,
SKPN atau sejak tanggal dilakukan pemotongan/ pemungutan oleh pihak ketiga.</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Untuk surat keberatan yang disampaikan langsung
ke KPP, maka jangka waktu 3 (tiga) bulan dihitung sejak tanggal SKPKB,
SKPKBT, SKPLB, SKPN atau sejak dilakukan pemotongan/pemungutan oleh pihak
ketiga sampai saat keberatan diterima oleh Kantor Pelayanan Pajak. </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Untuk surat keberatan yang disampaikan melalui
pos (harus dengan pos tercatat), jangka waktu 3 bulan dihitung sejak
tanggal SKPKB, SKPKBT, SKPLB, SKPN atau sejak dilakukan pemotongan/
pemungutan oleh pihak ketiga sampai dengan tanggal tanda bukti pengiriman
melalui Kantor Pos dan Giro.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-indent: 36pt;">
<span style="font-family: "Times New Roman","serif";">Jika lewat tiga bulan, surat
keberatan tidak dianggap karena tidak memenuhi syarat formal.Tetapi juga
membolehkan jangka waktu lebih dari tiga bulan jika “dalam keadaan diluar
kekuasaannya.” Inilah klausul yang sering dimanfaatkan oleh Wajib Pajak.Pengajuan
Keberatan tidak menunda kewajiban membayar pajak dan pelaksanaan penagihan
pajak.</span><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Penyelesaian
Keberatan</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";"> Direktur
Jenderal Pajak dalam jangka waktu paling lama 12 (dua betas) bulan sejak
tanggal surat keberatan diterima, harus memberikan keputusan atas keberatan
yang diajukan. Apabila dalam jangka waktu 12 (dua belas ) telah lewat dan
Direktorat Jenderal Pajak tidak memberi suatu keputusan, maka keberatan yang
diajukan tersebut dianggap diterima. Keputusan keberatan dapat berupa menerima
seluruhnya atau sebagian, menolak atau menambah besarnya jumlah pajak terhutang.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Permintaan
Penjelasan/Pemberian Keterangan</span></b><span style="font-family: "Times New Roman","serif";"> <b>Tambahan</b>
</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Untuk keperluan pengajuan keberatan WP dapat
meminta penjelasan/ keterangan tambahan dan Kepala KPP wajib memberikan
penjelasan secara tertulis hal-hal yang menjadi dasar pengenaan,
pemotongan, atau pemungutan.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">WP dapat menyampaikan alasan tambahan atau
penjelasan tertulis sebelum surat keputusan keberatannya diterbitkan.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";"> Surat Keputusan Keberatan</span></b><b><span style="font-family: "Times New Roman","serif";"></span></b></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Surat
Keputusan Keberatan adalah surat keputusan atas keberatan terhadap surat
ketetapan pajak atau terhadap pemotongan atau pemungutan oleh pihak ketiga yang
diajukan oleh Wajib Pajak.</span><b><span style="font-family: "Times New Roman","serif";"></span></b></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Banding</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif";">SK Keberatan tidak dapat menjadi Wajib Pajak puas.
Masih ada satu kesempatan lagi bagi Wajib Pajak untuk menguji pendapatnya,
yaitu melalui proses banding ke Pengadilan Pajak.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Tata Cara
Pengajuan Permohonan Banding</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Apabila WP
tidak atau belum puas dengan keputusan yang diberikan atas keberatan, WP dapat
mengajukan banding kepada Pengadilan Pajak, dengan syarat: </span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Tertulis dalam bahasa Indonesia, </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Dalam jangka waktu 3 bulan sejak keputusan atas
keberatan diterima.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Alasan yang jelas.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Dilampiri salinan Surat Keputusan atas keberatan.
</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Terhadap satu keputusan diajukan satu surat
banding, </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Jumlah pajak yang terutang dimaksud telah dibayar
sebesar 50%.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Pengajuan
permohonan banding tidak menunda kewajiban membayar pajak dan pelaksanaan
penagihan pajak. Putusan Pengadilan Pajak bukan merupakan keputusan Tata Usaha
Negara.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Imbalan
Bunga</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Apabila
pengajuan keberatan atau permohonan banding diterima sebagian atau seluruhnya,
sepanjang utang pajak sebagaimana dimaksud dalam SKPKB dan SKPKBT telah dibayar
yang menyebabkan kelebihan pembayaran pajak, maka kelebihan pembayaran pajak
dikembalikan dengan ditambah imbalan bunga sebesar 2% (dua persen) sebulan,
paling lama 24 (dua puluh empat) bulan dihitung sejak tanggal pembayaran pajak
sampai dengan diterbitkannya Keputusan Keberatan atau Putusan Banding. </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Gugatan</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Wajib Pajak
atau Penanggung Pajak dapat mengajukan gugatan kepada PP terhadap :</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Pelaksanaan Surat Paksa, Surat Perintah
Melaksanakan Penyitaan, atau Pengumuman Lelang;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Keputusan yang berkaitan dengan pelaksanaan
keputusan perpajakan selain yang ditetapkan dalam Pasal 25 ayat (1) dan
Pasal 26 UU KUP;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Keputusan pembetulan sebagaimana dimaksud dalam
Pasal 16 UU KUP yang berkaitan dengan STP;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Keputusan sebagaimana dimaksud dalam Pasal 36
yang berkaitan dengan STP; </span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Jangka Waktu
Pengajuan Gugatan</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Gugatan terhadap angka 1 diajukan paling lambat
14 hari sejak pelaksanaan Surat Paksa, Surat Perintah Melaksanakan
Penyitaan atau Pengumuman Lelang;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Gugatan terhadap angka 2, 3, dan 4 diajukan
paling lambat 30 hari sejak tanggal diterima Keputusan yang digugat.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Peninjauan
Kembali</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-family: "Times New Roman","serif";">Apabila
pihak yang bersangkutan tidak/belum puas dengan putusan Pengadilan Pajak, maka
pihak yang bersengketa dapat mengajukan Peninjauan Kembali kepada Mahkamah
Agung melalui Pengadilan Pajak dan hanya dapat diajukan satu kali</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Alasan-alasan
Peninjauan Kembali</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Putusan Pengadilan Pajak didasarkan pada
kebohongan atau tipu muslihat;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Terdapat bukti tertulis baru penting dan bersifat
menentukan;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Dikabulkan suatu hal yang tidak dituntut atau
lebih dari yang dituntut.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Ada suatu bagian dari tuntutan belum diputus
tanpa dipertimbangkan sebab-sebabnya;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Putusan nyata-nyata tidak sesuai dengan ketentuan
perundang-undangan yang berlaku.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<b><span style="font-family: "Times New Roman","serif";">Jangka Waktu
Peninjauan Kembali</span></b><span style="font-family: "Times New Roman","serif";"> </span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Permohonan Peninjauan Kembali dengan alasan
sebagaimana dimaksud dalam angka 1 dan 2 diajukan paling lambat 3 bulan sejak
diketahuinya kebohongan atau tipu muslihat atau ditemukan bukti tertulis
baru; </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif";">Permohonan Peninjauan Kembali dengan alasan
sebagaimana dimaksud dalam angka 3, 4, dan 5 diajukan paling lambat 3
bulan sejak putusan dikirim oleh Pengadilan Pajak. </span></li>
</ol>
<div class="MsoNormal" style="line-height: normal;">
<span class="messagebody"><b><span style="color: black; font-size: 12pt;">Putusan Banding</span></b></span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span class="messagebody"><span style="color: black; font-size: 12pt;"> Putusan Banding adalah surat terbanding kepada Pengadilan
Pajak yang berisi jawaban atas alasan banding yang diajukan oleh pemohon
banding.Putusan Banding merupakan putusan akhir dan mempunyai kekuatan hukum
tetap, serta bukan Keputusan Tata Usaha Negara Dalam sejarah banding, jika
dibuatkan prosentase Putusan Banding, maka sebagian besar Putusan Banding
berpihak ke Wajib Pajak.</span></span><span style="color: black; font-size: 12pt;"><br />
<span class="messagebody">Apabila pengajuan keberatan atau permohonan banding
diterima sebagian atau seluruhnya maka kelebihan pembayaran dikembalikan dengan
ditambah imbalan bunga sebesar 2% sebulan, untuk selama-lamanya 24 bulan.</span></span><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif";">Sumber:</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif";">Bahan Ajar Prodip I Kepabeanan dan Cukai STAN </span></div>
</div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-81988432595931285642012-03-28T16:40:00.004+07:002012-11-03T17:06:02.641+07:00Sistem Tarif Cukai<div dir="ltr" style="text-align: left;" trbidi="on">
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<div style="text-align: justify;">
<b><span style="color: red; font-size: 14.0pt;">Tarif
Cukai</span></b><span style="color: red; font-size: 14.0pt;"></span></div>
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Berdasarkan
ketentuan yang diatur dalam pasal 5 Undang-undang Cukai diatur</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
mengenai
tarif cukai sebagai berikut :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -13.5pt;">
<span style="color: red;"><span style="mso-list: Ignore;">1.</span></span><b><span style="color: red;">Barang kena cukai
berupa hasil tembakau, dikenakan cukai berdasarkan tarif paling tinggi :</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a.
Untuk yang dibuat di Indonesia :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span>275%
(dua ratus tujuh puluh lima persen) dari harga dasar apabila harga dasar yang
digunakan adalah harga jual pabrik(HJP) ; atau</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span>57%
(lima puluh tujuh persen) dari harga dasar apabila harga dasar yang digunakan
adalah harga jual eceran (HJE).</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b.
Untuk yang diimpor :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span>275%
(dua ratus tujuh puluh lima persen) dari harga dasar apabila harga dasar yang
digunakan adalah nilai pabean ditambah bea masuk ; atau</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span>57%
(lima puluh tujuh persen) dari harga dasar apabila harga dasar yang digunakan
adalah harga jual eceran.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -13.5pt;">
<span style="color: red;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="color: red;">Barang kena cukai
lainnya dikenakan cukai berdasarkan<br />
tarif paling tinggi :</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a
. Untuk yang dibuat di Indonesia :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span>1.150%
(seribu seratus lima puluh persen) dari harga dasar apabila harga dasar yang
digunakan adalah harga jual pabrik ; atau</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";"> </span></span></span>80%
(delapan puluh persen) dari harga dasar apabila harga dasar yang digunakan
adalah harga jual eceran.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b.
Untuk yang diimpor :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
–
1.150% (seribu seratus lima puluh persen) dari harga dasar apabila harga dasar yang
digunakan adalah nilai pabean ditambah bea masuk ; atau</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -9.0pt;">
–
80% (delapan puluh persen) dari harga dasar apabila harga dasar yang digunakan
adalah harga jual eceran.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Macam – macam tarif cukai yang berkaitan dengan hal tersebut,
yaitu :</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">1) Tarif cukai advalorum atau persentase</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Dalam
sistem tarif advalorum, pungutan cukai dihitung berdasarkan besaran</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
persentase
tertentu yang dikalikan dengan harga dasar tertentu .</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><br />
<span style="color: red;">Cukai = Tarif Cukai x HJE x JSB BKC</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Ket
: </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
HJE
: Harga Jual Eceran</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
JSB
BKC : Jumlah Satuan Barang Kena Cukai </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Harga
Dasar yang di terapkan adalah harga jual eceran(HJE).</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh
: Sigaret Putih sebanyak 9.000 bungkus isi</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
12
batang perbungkus, HJE Rp. 7.000,- dengan tarif cukai</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
30
% maka cukainya adalah :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
30%
x Rp. 7.000,- x 9.000 =</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Rp.
18.900.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><br />
<span style="color: red;">2) Tarif Cukai Spesifik</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Dalam
sistem tarif cukai spesifik, pungutan cukai dihitung dengan cara</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
mengalikan
antara Tarif cukai dalam satuan Rupiah dengan jumlah satuan spesifik</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
tertentu,
misalnya : jumlah dalam liter, jumlah dalam batang, dan sebagainya.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><br />
<span style="color: red;">Cukai = Tarif Rp x Jumlah Satuan Spesifik (liter atau
batang)</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Tarif Cukai = Rp. ………/satuan BKC</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Contoh
:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a).
Tarif cukai Etil Alkohol = Rp. 3.000,-/liter.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
Jadi 20.000 liter
E.A. Cukainya adalah : </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
Rp. 3.000,- x 20.000
= Rp. 60.000.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b).
Tarif cukai MMEA berkadar 1 % = Rp. 2.000,-/liter.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
Jadi bila MMEA
sebanyak 500 karton berisi 50 botol</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
@ botol 500 ml/cc,
maka cukainya :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
500 x 50 x 500/1000
x Rp. 2.000,- = Rp. 25.000.000,-</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><br />
<span style="color: red;">3) Tarif Cukai Gabungan</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
pada
prakteknya sistem tarif gabungan bukanlah suatu pilihan tarif yang
permanen. Sistem tarif gabungan biasanya hanya digunakan pada masa
transisi ketika pemerintah hendak mengalihkan suatu sistem tarif advalorum
menjadi sistem tarif spesifik atau sebaliknya.Tujuannya adalah agar
tidak menimbulkan gejolak berlebihan dan sekaligus sebagai transisi terhadap
proses pengalihan sistem tarif baru.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><br />
<span style="color: red;">Cukai = (Tarif % x Harga Dasar) + (Tarif Rp x Jumlah
Satuan tertentu)</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Harga Dasar</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
di
dalam pasal 6 Undang-undang Cukai, ketentuan mengenai harga dasar</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
berbunyi
sebagai berikut</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
1)
Harga dasar yang digunakan untuk perhitungan cukai atas BKC yang dibuat di</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
Indonesia adalah
harga jual pabrik atau harga jual eceran.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
2)
Harga dasar yang digunakan untuk perhitungan cukai atas BKC yang diimpor adalah
nilai pabean ditambah bea masuk atau harga jual eceran.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a)
<b style="mso-bidi-font-weight: normal;"><span style="color: red;">Harga</span></b><span style="color: red;"> <b style="mso-bidi-font-weight: normal;">Jual</b> <b style="mso-bidi-font-weight: normal;">Eceran</b></span>, pengertiannya adalah
harga yang ditetapkan oleh Pemerintah sebagai dasar
penghitungan besarnya tarif cukai. Oleh karena penetapan HJE Hasil tembakau dilakukan
oleh Pemerintah.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
b)<b style="mso-bidi-font-weight: normal;"><span style="color: red;">Harga</span></b><span style="color: red;"> <b style="mso-bidi-font-weight: normal;">Jual</b> <b style="mso-bidi-font-weight: normal;">Pabrik</b></span>, pengertiannya adalah
harga penyerahan pabrik kepada penyalur atau konsumen yang didalamnya belum
termasuk cukai.<br />
<br />
Untuk mengetahui Penghitungan Pungutan Cukai, Klik link di bawah<br />
<a href="http://zulhunain.blogspot.com/2012/06/penghitungan-pungutan-cukai.html" target="_blank">Penghitungan Pungutan Cukai</a></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Sumber:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Republik
Indonesia,Undang-Undang Nomor 39 Tahun 2007 tentang Cukai</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Surono.2010.<i>Teknis
Cukai.</i>Jakarta:Pusdiklat Bea dan Cukai.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Kadir,Achmad.2011.<i>Undang-Undang
Cukai.</i>Jakarta:Pusdiklat Bea dan Cukai.</div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
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M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-45708572519705336952012-03-28T15:01:00.003+07:002012-03-29T12:26:23.843+07:00Download Modul<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-weight: bold;">Hei STANers...</span><br />
<br />
Nih ada modul yang saya upload,bisa kamu Download sepuasnya...<br />
sesuai dengan Mata Kuliah yang di ajarkan pada Prodip I Kepabeanan dan cukai STAN.<br />
Silahkan klik Salah satu point di bawah ini... <br />
<br />
1.<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=110&&Itemid=62">Download Modul Pengantar Kepabeanan</a><br />
<br />
2.<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=109&&Itemid=62">Download Modul Pengantar Cukai</a><br />
<br />
3.<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=196&&Itemid=62">Download Modul Pengantar Perpajakan</a><br />
<br />
4.<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=96&&Itemid=62">Download Modul Pengetahuan dan Identifikasi Barang</a><br />
<br />
5.<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=174&&Itemid=62">Download Modul Pengantar Teknis Perdagangan Internasional</a><br />
<br />
6.<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=177&&Itemid=62">Download Modul Teknis Kepabeanan</a><br />
<br />
7.<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=173&&Itemid=62">Download Modul Teknis Cukai</a><br />
<br />
<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=101&&Itemid=62">8.Download Modul Klasifikasi Barang</a><br />
<br />
<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_docman&task=doc_download&gid=107&&Itemid=62">9.Download Modul Teknis Perbendaharaan Penerimaan</a><br />
<br />
Semoga Membantu<br />
Salam STANers...<br />
<br />
<br />
Sumber:<br />
<br />
Untuk lebih lengkap,bisa di lihat di Website<br />
<a href="http://www.bppk.depkeu.go.id/webbc/index.php?option=com_content&view=article&id=297">Pusdiklat Bea dan Cukai</a><br /></div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-31050011063880933092012-03-27T18:04:00.005+07:002012-03-27T22:01:26.976+07:00Profil STAN<span style="font-weight: bold;">Sekolah Tinggi Akuntansi Negara</span><xml><w:worddocument><w:view></w:view><w:zoom></w:zoom><w:trackmoves><w:trackformatting><w:punctuationkerning><w:validateagainstschemas><w:saveifxmlinvalid></w:saveifxmlinvalid><w:ignoremixedcontent></w:ignoremixedcontent><w:alwaysshowplaceholdertext></w:alwaysshowplaceholdertext><w:donotpromoteqf><w:lidthemeother></w:lidthemeother><w:lidthemeasian></w:lidthemeasian><w:lidthemecomplexscript></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:cachedcolbalance><w:browserlevel></w:browserlevel> <m:mathpr> <m:mathfont val="Cambria Math"> <m:brkbin val="before"> <m:brkbinsub val=""> <m:smallfrac val="off"> <m:dispdef> <m:lmargin val="0"> <m:rmargin val="0"> <m:defjc val="centerGroup"> <m:wrapindent val="1440"> <m:intlim 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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:lsdexception> </w:lsdexception><!--[endif]--><!----> <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:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi; mso-fareast-language:EN-US;} </style> <!--[endif]--> <p face="verdana" class="MsoNormal">Merupakan Perguruan Tinggi Kedinasan di lingkungan Kementerian Keuangan RI yang menyelenggarakan pendidikan Program Diploma Bidang Keuangan .</p> <p style="font-family: verdana; font-weight: bold;" class="MsoNormal">Sejarah Singkat</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 1952 – Ajun Akuntan Negara (AAN) dan<br />Ajun Akuntan Pajak (AAP) </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 1956 – Akademi Pajak dan Pabean (APP) </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 1959 – Sekolah Tinggi Ilmu Keuangan Negara (STIKN) </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 1960 – Akademi Threasuri Negara (ATN) </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 1963 – Akademi Dinas Pemeriksaan Keuangan (ADPK) </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 1967 – Institut Ilmu Keuangan (IIK) </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 1975 – Sekolah Tinggi Akuntansi Negara (STAN) </p> <p class="MsoNormal" face="verdana" style="margin-left: 18pt;">STAN diselenggarakan oleh Kementerian Keuangan sebagaimana ditetapkan dalam Peraturan Menteri Keuangan Nomor 1/PMK/1977 Tanggal 18 Februari 1977 dan Surat Edaran Kepala BPLK Nomor SE-048/BP/1998 Tanggal 29 Oktober 1998 </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;"> <span style="font-weight: bold;">Visi dan Misi</span><br /></p><p class="MsoNormal" face="verdana" style="margin-left: 36pt;">VISI </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Menjadi perguruan tinggi terbaik di bidang keuangan dan akuntansi sektor publik. </p> <p class="MsoNormal" face="verdana" style="text-indent: 36pt;"> MISI </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Menghasilkan tenaga ahli dalam bidang keuangan dan akuntansi sektor publik yang bermoral tinggi dan berwawasan global; </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Melaksanakan penelitian di bidang keuangan dan akuntansi sektor publik; </p> <p class="MsoNormal" face="verdana" style="margin-left: 18pt;">• Melaksanakan pengabdian masyarakat di bidang keuangan dan akuntansi sektor publik.</p><p class="MsoNormal" face="verdana" style="margin-left: 18pt;"><span style="font-weight: bold;">Program Pendidikan</span> </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Program Diploma I </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-I Kepabeanan dan Cukai</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-I Administrasi Perpajakan </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Program Diploma III </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-III Anggaran / Kebendaharaan Negara</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-III Administrasi Perpajakan</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-III Pajak Bumi & Bangunan</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-III Pengurusan Piutang & Lelang Negara </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-III Kepabeanan dan Cukai</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-III Akuntansi </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Program Diploma IV </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">D-IV Akuntansi </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;"><span style="font-weight: bold;">Lokasi Pendidikan</span> </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Program Diploma I </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Balai Diklat Keuangan:</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Pekanbaru </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Malang</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Balikpapan</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Makassar</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Manado</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Denpasar</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Pontianak</p> <p class="MsoNormal" face="verdana" style="text-indent: 36pt;">Medan </p> <p class="MsoNormal" face="verdana" style="text-indent: 36pt;">Palembang </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Bandung </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Yogyakarta</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Program Diploma III</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Kampus STAN Jakarta </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; font-weight: bold;">Program Diploma IV</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Kampus STAN Jakarta </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; font-weight: bold;">Bagaimana cara masuk STAN?</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; font-weight: bold;">Memenuhi persyaratan </p> <p class="MsoNormal" face="verdana" style="margin-left: 72pt; text-indent: -18pt; font-weight: bold;">• Warga Negara Indonesia </p> <p class="MsoNormal" face="verdana" style="margin-left: 72pt; text-indent: -18pt; font-weight: bold;">• Lulusan SMA/SMK/MA (2010, 2011, 2012) </p> <p class="MsoNormal" face="verdana" style="margin-left: 72pt; text-indent: -18pt; font-weight: bold;">• Nilai rata-rata “Ujian Tertulis” minimal 7,00</p> <p class="MsoNormal" face="verdana" style="margin-left: 72pt; text-indent: -18pt; font-weight: bold;">• Nilai Ujian Tertulis Bahasa Inggris minimal 7,00 </p> <p class="MsoNormal" face="verdana" style="margin-left: 72pt; text-indent: -18pt; font-weight: bold;">• Umur tidak lebih dari 21 Tahun.</p> <p class="MsoNormal" face="verdana" style="margin-left: 72pt; text-indent: -18pt; font-weight: bold;">• Tidak cacat badan dan tidak mengalami ketergantungan terhadap narkotika dan sejenisnya </p> <p class="MsoNormal" face="verdana" style="margin-left: 72pt; text-indent: -18pt; font-weight: bold;">• Belum menikah dan bersedia tidak menikah selama pendidikan </p> <p class="MsoNormal" face="verdana" style="margin-left: 72pt; text-indent: -18pt; font-weight: bold;">• Membayar biaya pendaftaran sebesar Rp.150.000 </p> <p class="MsoNormal" face="verdana" style="text-indent: 18pt;">Persyaratan Tambahan </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Khusus Spesialisasi Kepabeanan dan Cukai </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 1. Hanya menerima laki-laki </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 2. Tinggi badan minimal 165 cm</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 3. Minus maksimal (≤-3), tidak silindris, tidak buta warna</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 4. Tidak cacat badan dan tidak ketergantungan narkoba</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Tahapan Ujian Saringan Masuk STAN </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Tes Administrasi </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Tes Akademik </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Tes Kesehatan & Kebugaran </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Assestment Test </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; font-weight: bold;">Soal USM STAN</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Soal tertulis yang terdiri dari :</p> <ol face="verdana" style="margin-top: 0cm;" start="1" type="1"><li class="MsoNormal" style="">Tes Potensi Akademik : 120 soal min benar : 40 soal </li><li class="MsoNormal" style="">Bahasa Inggris : 60 soal min benar : 20 soal</li></ol> <p class="MsoNormal" face="verdana" style="margin-left: 36pt;">Berlaku ketentuan nilai mati, yaitu jawaban benar minimal sepertiga jumlah soal pada setiap bagian.</p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"> Jawaban benar bernilai 4 (empat), jawaban salah bernilai -1 (minus satu), tidak menjawab bernilai 0 (nol) </p> <p class="MsoNormal" style="margin-left: 36pt; font-weight: bold; font-family: verdana;">Sistem Drop Out</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Bagi Mahasiswa STAN berlaku sistem Drop Out:</p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"> jika mahasiswa tidak dapat memenuhi standar minimal, maka dikeluarkan dari Pendidikan </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;">Ketentuan Drop Out </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• Nilai </p> <p class="MsoNormal" style="margin-left: 36pt; font-weight: bold; font-family: verdana;"> Max 2 nilai D pada Mata Kuliah Umum (MKU) dan Mata Kuliah Keahlian (MKK)</p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; font-weight: bold;"> Nilai E pada salah satu Mata Kuliah </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt; font-weight: bold;">• Indeks Prestasi (IP) </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; font-weight: bold;"> IP semester ganjil minimal 2,4 </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; font-weight: bold;"> IPK semester genap minimal dari 2,75 </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt; font-weight: bold;">• Kehadiran </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; font-weight: bold;"> minimal 80% dari jam efektif </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt; font-weight: bold;">• Berbuat curang saat ujian (nyontek, bekerja sama, dll) </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana; font-weight: bold;">Apa Keunggulan STAN?</p> <ol face="verdana" style="margin-top: 0cm;" start="1" type="1"><li class="MsoNormal" style="">Langsung kerja</li><li class="MsoNormal" style="">Sarana dan Prasarana presentatif</li><li class="MsoNormal" style="">Uang saku</li><li class="MsoNormal" style="">Buku-buku literatur </li><li class="MsoNormal" style="">GRATIS</li></ol> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;">Bagaimana Perkuliahan di STAN? </p> <p class="MsoNormal" face="verdana" style="margin-left: 36pt; text-indent: -18pt;">• 100 % free </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"> Tidak dipungut biaya kuliah </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"> Tidak dipungut biaya ujian </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"> Disediakan Buku Literatur </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"> Mahasiswa menandatangani Perjanjian Ikatan Dinas </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"> Lulusan direncanakan untuk diangkat menjadi PNS</p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"> </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;">• Mendapat Uang Saku Pada tahun terakhir </p> <p class="MsoNormal" face="verdana" style="text-indent: 36pt;">-.Kelulusan peserta USM adalah prestasi peserta USM sendiri</p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;"><br /></p><p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;">Pengguna Lulusan </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;">Instansi Pengguna Lulusan </p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;">Lulusan STAN dipersiapkan untuk dapat</p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;">mengelola keuangan negara di berbagai</p> <p class="MsoNormal" style="margin-left: 36pt; font-family: verdana;">instansi, antara lain :</p> <ol face="verdana" style="margin-top: 0cm;" start="1" type="1"><ol style="margin-top: 0cm;" start="1" type="1"><li class="MsoNormal" style="">Kementerian Keuangan </li><li class="MsoNormal" style="">Badan Pemeriksa Keuangan (BPK)</li><li class="MsoNormal" style="">Badan Pengawasan Keuangan dan Pembangunan (BPKP) </li><li class="MsoNormal" style="">Kementerian Negara BUMN</li><li class="MsoNormal" style="">Kementerian Koordinator Perekonomian </li><li class="MsoNormal" style="">Pemerintah Daerah </li><li class="MsoNormal" style="">Direktorat Jenderal Pajak</li><li class="MsoNormal" style="">Direktorak Jenderal Bea dan Cukai</li><li class="MsoNormal" style="">Direktorat Jenderal Kekayaan Negara</li><li class="MsoNormal" style="">Direktorat Jenderal Perbendaharaan Negara</li><li class="MsoNormal" style="">Direktorat Jenderal Perimbangan Keuangan</li><li class="MsoNormal" style="">Badan Pengawas Pasar Modal dan Lembaga Keuangan </li></ol></ol> Dan instansi lain di lingkungan Kementerian Keuangan<br /><br /><br /><br /><br /><br /></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:lsdexception></w:latentstyles></xml></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></m:brkbinsub></m:brkbin></m:mathfont></m:mathpr></w:word11kerningpairs></w:dontvertalignintxbx></w:dontbreakconstrainedforcedtables></w:dontvertaligncellwithsp></w:splitpgbreakandparamark></w:dontgrowautofit></w:useasianbreakrules></w:wraptextwithpunct></w:snaptogridincell></w:breakwrappedtables></w:compatibility></w:donotpromoteqf></w:validateagainstschemas></w:punctuationkerning></w:trackformatting></w:trackmoves></w:worddocument></xml>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-13823398998299073262012-03-20T13:27:00.003+07:002013-01-01T21:18:40.600+07:00PPh Pasal 21 Pegawai Tetap<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="color: red; font-size: 14.0pt; line-height: 200%;">PPh Pasal 21</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></b></div>
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<b><span style="color: red;">Definisi</span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
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adalah
pajak atas penghasilan berupa gaji, upah, honorarium, tunjangan, dan pembayaran
lain dengan nama dan dalam bentuk apapun sehubungan dengan pekerjaan atau
jabatan, jasa dan kegiatan yang di lakukan oleh orang pribadi, subyek pajak
dalam negeri, sebagaimana dimaksud dalam Pasal 21 Undang-Undang Pajak
Penghasilan.<span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Pemotong PPh Pasal 21 dan/atau PPh Pasal 26 </span></b><span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
adalah
Wajib Pajak orang pribadi atau Wajib Pajak badan, termasuk bentuk usaha tetap,
yang mempunyai kewajiban untuk melakukan pemotongan pajak atas penghasilan
sehubungan dengan pekerjaan, jasa, dan kegiatan orang pribadi sebagaimana
dimaksud dalam Pasal 21 dan Pasal 26 Undang-UndangPajak Penghasilan. <span style="color: red; font-size: 14.0pt; line-height: 200%;"></span></div>
<br />
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">yang termasuk pemotong pajak PPh Pasal 21 adalah:</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: red; font-size: 10.0pt; line-height: 200%;"> </span><span style="color: red;"></span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif";">a.pemberi kerja</span></b><span style="font-family: "Arial","sans-serif";"> </span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">yang terdiri dari orang pribadi dan
badan, baik merupakan pusat maupun cabang, perwakilan atau unit yang membayar
gaji, upah, honorarium, tunjangan,dan pembayaran lain dengan nama dan dalam
bentuk apapun, sebagai imbalan sehubungan dengan pekerjaan atau jasa yang
dilakukan </span><span style="font-family: "Arial","sans-serif";"><!--[if gte mso 9]><xml>
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<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>b.bendahara
atau pemegang kas pemerintah</b>,</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
termasuk
bendahara atau pemegangkas pada Pemerintah Pusat termasuk institusi
TNI/POLRI, pemerintah Daerah, instansi atau lembaga pemerintah, lembaga-lembaga
negara lainnya, dan Kedutaan Besar Republik Indonesia di luar negeri, yang
membayarkan gaji, upah, honorarium, tunjangan, dan pembayaran lain dengan
nama dan dalam bentuk apapun sehubungan dengan pekerjaan atau jabatan,jasa,dan
kegiatan;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>c.dana
pensiun, badan penyelenggara jaminansosial tenaga kerja</b>, dan badan-badan lain
yang membayar uang pensiun dan tunjangan hari tua atau jaminan hari tua;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>d.orang
pribadi yang melakukan kegiatanusaha atau pekerjaan bebas</b> serta badan yang
membayar :</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
1.honorarium
atau pembayaran lain sebagaiimbalan sehubungan denganjasa dan/atau kegiatan
yang dilakukan oleh orang pribadi dengan status Subjek Pajak dalam negeri,
termasuk jasa tenaga ahli yang melakukan pekerjaan bebas dan bertindak untuk dan
atas namanya sendiri bukan untuk dan atas nama persekutuannya;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
2.honorarium
atau pembayaran lain sebagaiimbalan sehubungan dengan kegiatan dan jasa yang
dilakukan oleh orang pribadi dengan status Subjek Pajak luar negeri;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
3.honorarium
atau imbalan lain kepadapeserta pendidikan, pelatihan,dan magang;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>e.penyelenggara
kegiatan</b>,</div>
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<br /></div>
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<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b>Tidak
termasuk sebagai pemberi kerja yang mempunyai kewajiban untuk melakukan
Pemotongan Pajak adalah:</b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a.kantor
perwakilan negara asing;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b.organisasi-organisasi
internasionalsebagaimana yang telah ditetapkan oleh MenteriKeuangan;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
c.pemberi
kerja orang pribadi yang tidakmelakukan kegiatan usaha atau pekerjaanbebas yang
semata-mata mempekerjakan orang pribadi untuk melakukan pekerjaan rumah tangga
atau pekerjaan bukan dalam rangka melakukankegiatan usaha atau pekerjaan bebas.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Wajib Pajak PPh Pasal 21</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a.pegawai;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b.penerimauang
pesangon, pensiun atau uang manfaat pensiun, tunjangan hari tua, atau jaminan
hari tua, termasuk ahli warisnya;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
c.bukan
pegawai yang menerima atau memperoleh penghasilan sehubungan dengan pekerjaan, jasa,
atau kegiatan, antara lain meliputi:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
1.tenaga
ahli yang melakukan pekerjaanbebas, yang terdiri dari pengacara, akuntan, arsitek,
dokter, konsultan, notaris, penilai, dan aktuaris;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
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2.pemain
musik, pembawa acara, penyanyi,pelawak, bintang film, bintang sinetron, bintang
iklan, sutradara, kru film, foto model, peragawan/peragawati,pemain drama,
penari, pemahat, pelukis, dan
seniman lainnya;</div>
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3.olahragawan;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
4.penasihat,
pengajar, pelatih, penceramah,penyuluh, dan moderator;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
5.pengarang,
peneliti, dan penerjemah; </div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
6.pemberi
jasa dalam segala bidang termasukteknik, komputer dan sistem</div>
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aplikasinya,
telekomunikasi,elektronika, fotografi, ekonomi</div>
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dan
sosial serta pemberijasa kepada suatu kepanitiaan;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
7.agen
iklan;</div>
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8.pengawas
atau pengelola proyek;</div>
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9.pembawa
pesanan atau yang menemukanlangganan atau yang menjadi perantara; </div>
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10.petugas
penjaja barang dagangan;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
11.petugas
dinas luar asuransi;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
12.distributor
perusahaan multilevel marketingatau direct selling</div>
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dan
kegiatan sejenislainnya;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
d.pesertakegiatan
yang menerima atau memperoleh penghasilan sehubungan dengan</div>
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keikutsertaannyadalam
suatu kegiatan, antara lain meliputi:</div>
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1.peserta
perlombaan dalam segala bidang,antara lain perlombaan olah raga,</div>
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seni,ketangkasan,
ilmu pengetahuan, teknologi dan perlombaan lainnya;</div>
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2.peserta
rapat, konferensi, sidang, pertemuan,atau kunjungan kerja;</div>
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3.peserta
atau anggota dalam suatukepanitiaan sebagai penyelenggara</div>
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kegiatantertentu;</div>
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<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
4.peserta
pendidikan, pelatihan, dan magang;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
5.peserta
kegiatan lainnya.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Tidak Termasuk Wajib Pajak PPH Pasal 21</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
a.pejabat
perwakilan diplomatik dan konsulat atau pejabat lain dari negara asing, dan
orang-orangyang diperbantukan kepada mereka yang bekerja pada dan bertempat
tinggal bersama mereka, dengan syarat bukan warga negara Indonesia dan di
Indonesiatidak menerima atau memperoleh penghasilan lain di luar jabatan atau
pekerjaannyatersebut, serta negara yang bersangkutan memberikan perlakuan
timbalbalik;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
b.pejabatperwakilan
organisasi internasional,yang telah ditetapkan oleh</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
Menteri
Keuangan, dengan syarat bukan warga negara Indonesia dan tidak</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
menjalankanusaha
atau kegiatan atau pekerjaan lain untuk memperoleh penghasilan dariIndonesia.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Tarif Pajak dan Penerapannya</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Tarif PPh Pasal 17 UU PPh</span></b><span style="color: red;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black;">diterapkan atas Penghasilan kena pajak dari</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
1.pegawai tetap;
</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
2.penerima
pensiun berkala;</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
3.pegawai
tidak tetap yang penghasilannya dibayar secara bulanan atau jumlah kumulatif
penghasilan yang diterima dalam 1 (satu) bulan kalender
telah melebihi Rp. 2.025.000,00 (dua juta dua puluh lima ribu
rupiah);</div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">No.</span></div>
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Penghasilan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">1.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">S.d. Rp 50.000.000,-</span></div>
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<span style="color: black; font-family: ""","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5%</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">2.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Di atas Rp 50.000.000,- S.d. Rp
250.000.000,-</span></div>
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<span style="color: black; font-family: ""","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">15%</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">3.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Di atas Rp 250.000.000,- S.d. Rp
500.000.000,-</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">4.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Di atas Rp 500.000.000,-</span></div>
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<b><span style="color: black;">Pengurangan yang diperbolehkan</span></b></div>
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<span style="color: black;">-Biaya Jabatan</span></div>
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<span style="color: black;">-Iuranyang disahkan Menteri Keuangan</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">-Biaya Pensiun</span></div>
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<span style="color: black;">-PTKP</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black;">Biaya Jabatan</span></b><span style="color: black;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">-sebesar 5% dari penghasiian bruto, setinggi-tingginya
Rp500.000,00 sebulan atau Rp6.000.000,00 setahun</span></div>
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<span style="color: black;">-Hanya bagi Pegawai Tetap</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: black;">Biaya Pensiun</span></b><span style="color: black;"></span></div>
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<span style="color: black;">-Hanya bagi Penerima Pensiun</span></div>
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-Sebesar
5% dari penghasilan bruto, setinggi-tingginya Rp200.000,00 sebulan atau Rp 2.400.000,00
setahun.</div>
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<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span style="color: red;">Penghasilan Tidak Kena Pajak</span></b></div>
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<br />
<b><span style="color: black;">Besarnya PTKP Berdasarkan PMK Nomor 162/PMK.011/2012 Tentang Penyesuaian Besarnya Penghasilan Tidak Kena Pajak (Berlaku mulai 1 Januari 2013)</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">No.</span></div>
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<span style="font-family: "Times New Roman","serif";">Keterangan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: ""","serif";">Setahun</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">1.</span></div>
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<span style="font-family: ""","serif";">Diri Wajib
Pajak Pajak Orang Pribadi</span><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; line-height: 200%;"></span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 142.05pt;" width="189"><div align="center" style="text-align: center; text-indent: -31.7pt; vertical-align: baseline;">
<span style="font-family: ""","serif";">Rp. 24.300.000,-</span></div>
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<br /></div>
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<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">2.</span></div>
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<span style="font-family: ""","serif";">Tambahan
untuk Wajib Pajak yang kawin</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: ""","serif";">Rp. 2.025.000,-</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">3.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 251.65pt;" valign="top" width="336"><div style="text-align: justify; vertical-align: baseline;">
<span style="font-family: ""","serif";">Tambahan untuk seorang istri yang penghasilannya digabung dengan
penghasilan suami. </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 142.05pt;" width="189"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: ""","serif";">Rp. 24.300.000,</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">4.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 251.65pt;" valign="top" width="336"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: ""","serif";">Tambahan
untuk setiap anggota keturunan sedarah semenda dalam garis keturunan lurus
serta anak angkat yang diatnggung sepenuhnya , maksimal 3 orang untuk setiap
keluarga</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 142.05pt;" width="189"><div align="center" style="text-align: center; text-indent: -31.7pt; vertical-align: baseline;">
Rp. 2.025.000,-</div>
<div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
</td>
</tr>
</tbody></table>
</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-size: small;"><span style="color: black; font-family: Corbel; font-weight: bold;">Ketentuan Khusus PTKP</span></span><br />
<div style="color: black; direction: ltr; margin-bottom: 0pt; margin-left: 0.53in; margin-top: 0pt; text-align: left; text-indent: -0.53in; unicode-bidi: embed;">
<div class="O0" style="margin-bottom: 0pt; margin-left: 0.38in; margin-top: 0pt; text-align: justify; text-indent: -0.38in;">
•<span style="color: black; font-family: ";">Besarnya</span><span style="color: black; font-family: ";"> PTKP </span><span style="color: black; font-family: ";">berdasarkan</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">keadaan</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">pada</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">awal</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">tahun</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">kalender</span><span style="color: black; font-family: ";">.</span></div>
•<span style="color: black; font-family: ";">untuk</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">pegawai</span><span style="color: black; font-family: ";"> yang </span><span style="color: black; font-family: ";">baru</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">datang</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">dan</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">menetap</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">di</span><span style="color: black; font-family: ";"> Indonesia </span><span style="color: black; font-family: ";">dalam</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">bagian</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">tahun</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">kalender</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">ditentukan</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">berdasarkan</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">keadaan</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">pada</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">awal</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">bulan</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">dari</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">bagian</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">tahun</span><span style="color: black; font-family: ";"> </span><span style="color: black; font-family: ";">kalender</span><span style="color: black; font-family: ";"> yang </span><span style="color: black; font-family: ";">bersangkutan.</span><br />
<br />
<span style="color: black; font-family: ";"><span style="font-size: small;">contoh :</span></span><br />
<table border="0" cellpadding="0" cellspacing="0" style="width: 763px;"><colgroup><col style="width: 20pt;" width="27"></col> <col style="width: 153pt;" width="204"></col> <col style="width: 32pt;" width="43"></col> <col span="5" style="width: 61pt;" width="81"></col> <col style="width: 63pt;" width="84"></col> </colgroup><tbody>
<tr height="28" style="height: 21pt;"> <td class="xl87" colspan="8" height="28" style="height: 21pt; width: 510pt;" width="679"> DAFTAR PERHITUNGAN PPH PASAL 21 MASA PAJAK Januari 2013<br />
<table border="0" cellpadding="0" cellspacing="0"><tbody>
<tr height="20" style="height: 15pt;"><td class="xl65" height="40" rowspan="2" style="height: 30pt;"><span style="color: red;">No</span></td><td class="xl65" colspan="2" rowspan="2"><span style="color: red;"> Nama</span></td><td class="xl65" style="border-left: medium none;"><span style="color: red;">K/3</span></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl65" height="20" style="border-left: medium none; border-top: medium none; height: 15pt;"><span style="color: red;"><span style="font-size: small;">Budi</span></span><br />
<span style="color: red;"><br /></span></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;">1</td><td class="xl76" colspan="2" style="border-left: medium none;">Gaji Pokok</td><td class="xl75" style="border-left: medium none; border-top: medium none;">10.650.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">Tunjangan Istri</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 287.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">Tunjangan Anak</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 114.800 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">Tunjangan Jabatan</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 840.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">Tunjangan Beras</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 198.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">Pembulatan</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> - </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl68" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl91" colspan="2" style="border-left: medium none;">Penghasilan Bruto</td><td class="xl69" style="border-left: medium none; border-top: medium none;"> 12.089.800 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl66" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl88" colspan="2" style="border-left: medium none;"><br /></td><td class="xl67" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;">2</td><td class="xl93" colspan="2" style="border-left: medium none;">Pengurang</td><td class="xl75" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl81" style="border-left: medium none;">Biaya Jabatan</td><td class="xl82">5%</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 604.490 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl79" style="border-left: medium none;"><br /></td><td class="xl80"><br /></td><td class="xl75" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl90" colspan="2" style="border-left: medium none;"><br /></td><td class="xl78" style="border-left: medium none; border-top: medium none;"> 604.490 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl66" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl88" colspan="2" style="border-left: medium none;"><br /></td><td class="xl67" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;">3</td><td class="xl76" colspan="2" style="border-left: medium none;">Penghasilan Netto</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 11.485.310 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl68" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl89" colspan="2" style="border-left: medium none;">Penghasilan Netto disetahunkan</td><td class="xl69" style="border-left: medium none; border-top: medium none;"><br />
137.823.720</td></tr>
<tr height="20" style="height: 15pt;"><td class="xl66" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl88" colspan="2" style="border-left: medium none;"><br /></td><td class="xl67" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;">4</td><td class="xl76" colspan="2" style="border-left: medium none;">PTKP</td><td class="xl75" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">Untuk Wajib Pajak</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 23.400.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">Status Kawin</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 2.025.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">Tanggungan</td><td class="xl75" style="border-left: medium none; border-top: medium none;"> 6.075.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl68" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl89" colspan="2" style="border-left: medium none;"><br /></td><td class="xl70" style="border-left: medium none; border-top: medium none;"> 31.500.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl66" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl88" colspan="2" style="border-left: medium none;"><br /></td><td class="xl71" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;">5</td><td class="xl76" colspan="2" style="border-left: medium none;">PKP</td><td class="xl83" style="border-left: medium none; border-top: medium none;">106.323.720 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl68" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl89" colspan="2" style="border-left: medium none;">Pembulatan</td><td class="xl72" style="border-left: medium none; border-top: medium none;">106.323.000 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl66" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl88" colspan="2" style="border-left: medium none;"><br /></td><td class="xl71" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;">6</td><td class="xl76" style="border-left: medium none; border-top: medium none;">PPh 21 Setahun</td><td class="xl77" style="border-left: medium none; border-top: medium none;">5%</td><td class="xl83" style="border-left: medium none; border-top: medium none;">(106.323.000) = Rp 5.316.150 </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl74" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl76" colspan="2" style="border-left: medium none;">PPh 21 Sebulan</td><td class="xl83" style="border-left: medium none; border-top: medium none;"><br />
Rp 443.000</td></tr>
<tr height="20" style="height: 15pt;"><td class="xl85" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl92" colspan="2" style="border-left: medium none;">Tambahan 20% lebih tinggi (non NPWP)</td><td class="xl86" style="border-left: medium none; border-top: medium none;">- </td></tr>
<tr height="20" style="height: 15pt;"><td class="xl66" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl88" colspan="2" style="border-left: medium none;"><br /></td><td class="xl71" style="border-left: medium none; border-top: medium none;"><br /></td></tr>
<tr height="20" style="height: 15pt;"><td class="xl68" height="20" style="border-top: medium none; height: 15pt;"><br /></td><td class="xl73" style="border-left: medium none; border-top: medium none;">Total PPh Pasal 21</td><td class="xl73" style="border-left: medium none; border-top: medium none;"><br /></td><td class="xl70" style="border-left: medium none; border-top: medium none;"><br />
Rp 443.000</td></tr>
<tr height="20" style="height: 15pt;"><td height="20" style="height: 15pt;"><br /></td><td><br /></td><td><br /></td><td><br /></td></tr>
<tr height="20" style="height: 15pt;"><td height="20" style="height: 15pt;"><br /></td><td>Keterangan:<br />
K/3 =Kawin anak 3<br />
PKP =Penghasilan Kena Pajak<br />
PTKP=Penghasilan Tidak Kena Pajak<br />
Tambahan 20%=Jika tidak punya NPWP<br />
<img alt="" src="file:///C:/Users/Win7/AppData/Local/Temp/moz-screenshot-2.png" /><br />
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<br />
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Sumber:</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-.Republik
Indonesia,Undang-Undang Nomor 7 Tahun 1983 tentang Pajak Penghasilan.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-.Peraturan
Dirjen Pajak No PER-31/PJ./2009 Tentang Pedoman Teknis Tata Cara Pemotongan,
Penyetoran dan Pelaporan Pajak Penghasilan Pasal 21 dan/atau Pajak Penghasilan
Pasal 26 Sehubungan Dengan Pekerjaan, Jasa, dan Kegiatan Orang Pribadi</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: black;">-.PMK Nomor 162/PMK.011/2012 Tentang Penyesuaian Besarnya
Penghasilan Tidak Kena Pajak (Berlaku mulai 1 Januari 2013)</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-.Mardiasmo<i>.</i>2011.<i>Perpajakan
Edisi Revisi 2011</i>.Yogyakarta:ANDY.</div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
-.Slide
Bahan Ajar PPh Pasal 21 Prodip Kepabeanan dan Cukai STAN.</div>
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M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-75221902014661363282012-03-20T11:16:00.001+07:002012-03-20T20:00:29.699+07:00Perpajakan<div dir="ltr" style="text-align: left;" trbidi="on">
<b>Dasar Dasar Perpajakan</b><br />
<br />
<b>Definisi</b><br />
<b>R. Santoso Brotodihardjo, S.H.</b><br />
Adalah keseluruhan dan peraturan-peraturan yang meliputi wewenang pemerintah, untuk mengambil kekayaan seseorang dan menyerahkannya kembali kepada masyarakat dengan melalui Kas Negara, sehingga ia merupakan bagian dari Hukum Publik, yang mengatur hubungan-hubungan hukum antar negara dan orang-orang atau badan-badan (Hukum) yang berkewajiban membayar pajak (selanjutnya disebut Wajib Pajak).<br />
<b>Prof. DR. Rochmat Soemitro, S.H.</b><br />
<b> </b>
Adalah iuran rakyat kepada kas negara berdasarkan undang-undang (yang dapat dipaksakan) dengan tiada mendapat jasa timbal (kontraprestasi) yang langsung dapat ditunjukkan dan yang digunakan untuk membayar pengeluaran umum.<br />
<br />
<b>Unsur-Unsur Pajak</b><br />
1.<b>Iuran dari rakyat kepada negara</b><br />
<b> </b>
Yang berhak memungut pajak hanyalah negara.Iuran berupa uang (bukan barang).<br />
2.<b>Berdasarkan undang-undang</b><br />
<b> </b>
Pajak dipungut berdasar undang-undang dan aturan pelaksanaannya.<br />
3.<b>Tanpa jasa timbal (kontraprestasi) dari negara secara langsung dapat ditunjuk</b><br />
4.<b>Digunakan untuk membiayai rumah tangga negara</b>
<b> </b><br />
<br />
<b>Fungsi Pajak</b><br />
1.<b>Fungsi budgetair</b><br />
<b> </b> Pajak sebagai sumber dana bagi pemerintah untuk membiayai pengeluaran-pengeluarannya.<br />
2.<b>Fungsi mengatur (regulerend)</b><br />
Pajak sebagai alat untuk mengatur atau melaksanakan kebijaksanaan pemerintah dalam bidang sosial dan ekonomi.<b> </b><br />
<br />
<b>Syarat Pemungutan Pajak</b><br />
<b> </b>1.Pemungutan pajak harus adil<br />
2.Pemungutan pajak harus berdasarkan Undang-Undang<br />
3.Tidak mengganggu perekonomian<br />
4.Pemungutan Pajak Harus Efisien<br />
5.Sistem Pemungutan pajak harus sederhana
<b> </b><br />
<br />
<b>Pengelompokan Pajak</b><br />
<b>1.Menurut Golongannya</b><br />
<b> a.Pajak Langsung</b><br />
<b> </b>
yaitu pajak yang harus di pikul sendiri oleh wajib pajak dan tidak dapat di limpahkan kepada orang lain.
contoh:Pajak Penghasilan.<br />
<b> b.Pajak Tidak Langsung</b><br />
yaitu pajak yang pada akhirnya dapat di bebankan atau di limpahkan kepada orang lain.
contoh:Pajak Pertambahan Nilai.<br />
<b>2.Menurut Sifatnya</b><br />
<b> </b> <b>a.Pajak Subjektif</b><br />
yaitu pajak yang berpangkal atau berdasarkan pada subjeknya,dalam arti memperhatikan keadaan diri wajib pajak.
contoh:Pajak Penghasilan<br />
<b>b.Pajak Objektif</b><br />
yaitu pajak yang berpangkal pada objeknya,tanpa memperhatikan keadaan diri wajib pajak.
contoh:Pajak Pertambahan Nilai dan Pajak Penjualan atas Barang Mewah.<b> </b><br />
<b>3.Menurut Lembaga Pemungutnya</b><br />
<b> </b> <b>a.Pajak Pusat</b><br />
<b> </b>
yaitu pajak yang di pungut oleh pemerintah pusat untuk membiayai rumah tangga negara.
Contoh:Pajak Penghasilan,Pajak Pertambahan NIlai dan Pajak Penjualan atas Barang Mewah,dan Bea Materai.<br />
<b> b.Pajak Daerah</b><br />
<b> </b>
yaitu Pajak yang di pungut oleh pemerintah daerah untuk membiayai rumah tangga daerah.
contoh:Pajak Kendaraan Bermotor,Pajak Hotel,Pajak Restoran.<br />
<b> </b><br />
<b>Asas Pemungutan Pajak</b><br />
<b> </b>a.Asas Domisili(asas tempat tinggal)<br />
b.Asas Sumber<br />
c.Asas Kebangsaan<br />
<br />
<b>Teori-Teori yang Mendukung Pemungutan Pajak</b><br />
<br />
<b>A.Teori Asuransi.</b><br />
<b> </b>
Menurut teori ini Negara memungut pajak karena Negara bertugas untuk melindungi orang dan segala kepentingannya,keselamatan dan keamanan jiwa juga harta bendanya.Pembayaran pajak disamakan dengan pembayaran dengan pembayaran premi, seperti halnya perjanjian asuransi(pertanggungan), maka untuk perlindungan diperlukan pembayaran berupa premi.<br />
<b>B.Teori kepentingan</b><br />
Menurut teori ini Negara memungut pajak karena Negara melindungi kepentingan jiwa dan harta benda warganya, teori ini memperhatikan pembagian beban pajak yang harus dipungut dari seluruh penduduk. Pembagian beban ini harus didasarkan atas
kepentingan orang masing-masing dalam tugas-tugas pemerintah(yang bermanfaat baginya), termasuk juga perlindungan atas jiwa
beserta harta bendanya. Maka sudah selayaknya bahwa biaya-biaya yang dikeluarkan oleh Negara untuk menunaikan kewajibannya, di
bebankan kepada mereka.
<b> </b><br />
<b>C.Teori kewajiban pajak mutlak atau Teori Bakti.</b><br />
Teori ini berdasarkan atas paham Organische Staatsleer,diajarkan bahwa justru karena sifat Negara inilah maka timbulah hak
mutlak untuk memungut pajak.<br />
<b>D.Teori asas Gaya Beli</b><br />
Menurut teori ini fungsi pemungutan pajak jika dipandang sebagai gejala dalam masyarakat, dapat disamakan dengan pompa,
yaitu mengambil gaya beli dari rumah-tangga dalam masyarakat untuk rumah tangga Negara, dan kemudian menyalurkannya
kembali ke masyarakat dengan maksud untuk memelihara hidup masyarakat dan untuk membawanya kearah tertentu.<br />
<b>E.Teori Gaya Pikul</b><br />
Beban pajak untuk semua orang harus sama beratnya.Pajak harus dibayar sesuai dengan daya pikul masing-masing orang.<br />
<br />
<b>Sistem Pemungutan Pajak</b><br />
<b>a.Official Assessment System</b><br />
adalah suatu sistem pemungutan yang memberi wewenang kepada pemerintah(fiscus)untuk menentukan besarnya pajak yang terutang oleh wajib pajak.<br />
<b>b.Self Assessment System</b><br />
<b> </b>
adalah suatu sistem pemungutan pajak yang memberi wewenang pada wajib pajak untuk menentukan sendiri besarnya pajak yang terutang.<br />
<b>c.With Holding System</b><br />
adalah suatu sistem pemungutan pajak yang memberi wewenang pada pihak ketiga(bukan fiscus dan bukan wajib pajak yang bersangkutan)untuk menentukan besarnya pajak yang terutang oleh Wajib Pajak.<br />
<br />
<b>Timbul dan Hapusnya Utang Pajak</b><br />
<br />
<b>Timbulnya utang pajak</b><br />
1.Ajaran Formil<br />
Utang pajak timbul karena di keluarkannya Surat Ketetapan Pajak oleh fiscus.<br />
2.Ajaran Materiil<br />
Utang pajak timbul karena berlakunya Undang-Undang.Seseorang di kenai pajak karena perbuatan dan keadaan.<br />
<br />
<b>Hapusnya utang pajak</b><br />
<b> </b>
1.Pembayaran<br />
2.Kompensasi<br />
3.Daluarsa<br />
4.Pembebasan dan penghapusan<br />
<b> </b><br />
<b>Tarif Pajak</b><br />
<b> </b>
bermacam-macam tarif yang dikenal dalam Hukum Pajak, yaitu :<br />
1. Tarif yang sepadan<br />
2. Tarif yang meningkat<br />
3. Tarif yang menurun<br />
4. Tarif tetap<br />
<br />
<b>A. Tarif yang sepadan (Proporsionil)</b><br />
<b> </b>
Tarif yang sepadan ialah tarif pajak dengan persentase pengenaan yang tidak berubah. Jumlah pajak yang harus dibayar
berubah menurut jumlah yang dipakai sebagai dasar pengenaan pajak.
Misalnya : Tarif pajak Hotel dan Restoran sebesar 10%
Tarif PPN sebesar 10%<br />
<b>B. Tarif Pajak yang Meningkat (Progresif)</b><br />
<b> </b>
Tarif pajak yang progresif ialah tarif pajak yang persentase pengenaannya menaik semakin besar manakala jumlah yang harus
dikenakan pajak meningkat.
Misalnya : Tarif PPh Pasal 17<br />
<b>C. Tarif yang Menurun (Degresif)</b><br />
Tarif pajak yang menurun ialah tarif pajak yang besar persentasenya menurun semakin besar manakala jumlah yang harus
dikenakan pajak meningkat. <br />
<b>D. Tarif yang Tetap</b><br />
<b> </b>
Tarif yang tetap ialah tarif pajak yang besarnya tetap dan tidak tergantung kepada nilai objek yang dikenakan pajak.
Misalnya : Bea Meterai Rp. 3.000,- / Rp. 6.000,-.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Sumber:<br />
Republik Indonesia,Undang-Undang No 6 Tahun 1983 Tentang Ketentuan Umum dan Tata Cara Perpajakan.<br />
Mardiasmo,<i>Perpajakan Edisi Revisi 2011</i>,ANDI,Yogyakarta,2011.<br />
Soerojo,Arif,<i>Diklat Teknis Substantif Dasar Pengantar Perpajakan</i>,Kementerian Keuangan Republik Indonesia,Jakarta,2011.<br />
Slide Bahan Ajar Pengantar Perpajakan Prodip Kepabeanan dan Cukai STAN.<br />
<br />
</div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-29735851699132189692012-03-18T10:47:00.008+07:002012-03-18T19:59:12.763+07:00Penggunaan HTML dalam Membuat Websebelum sebuah web jadi,maka di perlukan kode kode HTML.kode kode tersebut dapat dituliskan dalam program editor,diantaranya yaitu Notepad,Notepad++,ataupun Macromedia Dreamweaver.keseluruhan program editor itu dapat di pakai dalam penulisan kode kode HTML.<br />
HTML adalah singkatan dari Hypertext Markup Language.HTML adalah suatu format data yang di gunakan untuk membuat dokumen Hypertext yang dapat dibaca dari satu platform komputer ke platform komputer lain tanpa perlu melakukan perubahan apapun.<br />
<br />
Berikut adalah contoh penggunaan HTML Sedrhana:<br />
<br />
<html><br />
<head><br />
<title>111402045</title><br />
<meta name="desc
ription" content="tugas1 ddw"><br />
... <meta name="keyword" content="p
rogram html"><br />
</head><br />
<br />
<body bgcolor="white"><br />
<hr size="5" color="black"><br />
<font size="5" face="verdana">Kenalkan<br />
nama Saya <font color="green"><b>M Zulhunain Fahmi</b></font> <font color="blue">Nim : 111402045</font>,saya sekarang kuliah <br />
di Sekolah Tinggi Akuntansi Negara,Kepabeanan dan Cukai Angkatan 2011,dulunya saya di Teknologi Informasi Universitas Sumatera Utara Angkatan 2011, nama saya memiliki 15 huruf,2 huruf U, H dan A :),ini nih FB saya M Zulhunain Fahmi, ini juga ada loh E-mail saya zulhunain_fahmi@yahoo.co.id, saya berasal dari Medan, anak pertama dari 3 bersaudara, saya alumni SMA Negeri 15 Medan, Saya Lahir di <b><i>Kuala Tanjung Asahan</i></b> pada tanggal <font color="red"><i>13 Oktober 1993</i
></font></font><br />
</p><br />
<p align="left"><font color="blue" face="time
s new roman" size="5"><br />
Kesan:<br />
<br />
Kesan saya senang berada di Sekolah Tinggi Akuntansi Negara dan di Teknologi Informasi USU. <br />
<br />
<br />
</font><br />
</p><br />
<p align="right"><font face="ar
ial" size="5">ttd.M Zulhunain Fahmi</font><br />
</p><hr size="5" color="black"></body><br />
</html><br />
<br />
Anda dapat menuliskan kode HTML pada berbagai program editor,yaitu Notepad,Notepad++,Ataupun Macromedia Dreamweaver.M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.comtag:blogger.com,1999:blog-7570099007543519058.post-80631360609626389752012-03-18T10:29:00.003+07:002012-06-15T21:55:32.559+07:00Kepabeanan<div dir="ltr" style="text-align: left;" trbidi="on">
<b>PRINSIP-PRINSIP DASAR KETENTUAN KEPABEANAN</b><br />
<br />
Ketentuan dalam Kepabeanan terdapat pada pasal 1 UU NO.17 Tahun 2006.Ketentuan ini menjelaskan segala istilah yang ada di Kepabeanan.Terminologi di dalam Undang Undang No 17 Tahun 2006 tentang Kepabeanan sebagai berikut:<br />
<br />
<b>a.Kepabeanan</b><br />
adalah segala sesuatu yang berhubungan dengan pengawasan atas lalu lintas barang<br />
yang masuk atau keluar Daerah Pabean dan pemungutan Bea Masuk dan bea keluar.<br />
<b>b.Daerah Pabean</b><br />
<b> </b> adalah wilayah Republik Indonesia yang meliputi wilayah darat, perairan dan<br />
ruang udara di atasnya, serta tempat-tempat tertentu di Zona Ekonomi Eksklusif dan Landas<br />
Kontinen yang di dalamnya berlaku Undang-undang ini.<br />
<b>c.Kawasan Pabean</b><br />
adalah kawasan dengan batas-batas tertentu di pelabuhan laut, bandar udara,<br />
atau tempat lain yang ditetapkan untuk lalulintas barang yang sepenuhnya berada di bawah<br />
pengawasan Direktorat Jenderal Bea dan Cukai.<br />
<b>d.Kantor Pabean</b><br />
adalah kantor dalam lingkungan Direktorat Jenderal Bea dan Cukai tempat<br />
dipenuhinya Kewajiban Pabean sesuai dengan ketentuan Undang-undang ini.<br />
<b>e.Pos Pengawasan Pabean</b><br />
<b> </b> adalah tempat yang digunakan oleh Pejabat Bea dan Cukai untuk<br />
melakukan pengawasan terhadap lalu-lintas impor dan ekspor.<br />
<b>f.Kewajiban Pabean</b><br />
<b> </b>adalah semua kegiatan di bidang Kepabeanan yang wajib dilakukan untuk<br />
memenuhi ketentuan dalam Undang-undang ini.<br />
<b>g.Pemberitahuan Pabean</b><br />
adalah pernyataan yang dibuat oleh Orang dalam rangka<br />
melaksanakan Kewajiban Pabean dalam bentuk dan syarat yang ditetapkan dalam Undang-undang ini.<br />
<b>h.Direktorat Jenderal Bea dan Cukai</b><br />
<b> </b> adalah unsur pelaksana tugas pokok dan fungsi<br />
Departemen Keuangan di bidang Kepabeanan dan Cukai.<br />
<b>i.Pejabat Bea dan Cukai</b><br />
<b> </b>adalah pegawai Direktorat Jenderal Bea dan Cukai yang ditunjuk dalam<br />
jabatan tertentu untuk melaksanakan tugas tertentu berdasarkan Undang-undang ini.<br />
<b>j.Orang</b><br />
<b> </b>adalah orang perseorangan atau badan hukum.<br />
<b>k.Impor</b><br />
<b> </b> adalah kegiatan memasukkan barang ke dalam Daerah Pabean.<br />
<b>l.Ekspor</b><br />
<b> </b> adalah kegiatan mengeluarkan barang dari Daerah Pabean.<br />
<b>m.Bea Masuk</b><br />
adalah pungutan negara berdasarkan Undang-undang ini yang dikenakan terhadap barang yang diimpor.<br />
<b>n.Bea Keluar</b><br />
<b> </b>adalah pungutan Negara berdasarkan undang-undang ini yang dikenakan terhadap barang ekspor.<b> </b><br />
<b>o.Tempat Penimbunan Sementara</b><br />
<b> </b>adalah bangunan dan atau lapangan atau tempat lain yang disamakan dengan itu di Kawasan Pabean<br />
untuk menimbun barang sementara menunggu pemuatan<br />
atau pengeluarannya.<br />
<b>p.Tempat Penimbunan Berikat</b><br />
<b> </b>adalah bangunan, tempat atau kawasan yang memenuhi persyaratan tertentu yang digunakan<br />
untuk menimbun barang dengan tujuan tertentu dengan<br />
mendapatkan penangguhan Bea Masuk.<br />
<b>q.Tempat Penimbunan Pabean</b><br />
adalah bangunan dan/atau lapangan atau tempat lain yang disamakan dengan itu yang disediakan oleh Pemerintah di Kantor Pabean yang berada dibawah pengelolaan Direktorat Jenderal Bea dan Cukai<br />
untuk menyimpan barang yang dinyatakan tidak dikuasai, barang yang dikuasai negara, dan barang<br />
yang menjadi milik negara berdasarkan Undang-undang ini.<br />
<b>r.Barang tertentu</b><br />
adalah barang yang ditetapkan oleh instansi tehnis terkait sebagai barang yang pengangkutannya di dalam daerah pabean diawasi.<br />
<b>s.Audit kepabeanan</b><br />
adalah kegiatan pemeriksaan laporan keuangan, buku,catatan dan dokumen yang menjadi bukti<br />
dasar pembukuan, surat yang berkaitan dengan kegiatan usaha termasuk data elektronik, surat<br />
yang berkaitan dengan kegiatan di bidang kepabeanan, dan/atau sediaan<br />
barangdalam rangka pelaksanaan ketentuan peraturan perundang-undangan dibidang kepabeanan.<br />
<b>t.Tarif</b><br />
<b> </b>adalah klasifikasi barang dan pembebanan bea masuk atau keluar. <br />
<br />
Produk perundang-undangan yang lahir setelah kemerdekaan adalah Undang-undang No. 10 Tahun 1995 tentang Kepabeanan yang mulai diberlakukan secara penuh pada tanggal 1 Maret 1997. Karena adanya tuntutan dan masukan dari masyarakat maka sebelas tahun kemudian Undang-undang ini kemudian diubah dengan Undang-undang No. 17 Tahun 2006 tentang Perubahan Atas Undang-undang No. 10 Tahun 1995 tentang Kepabeanan.<br />
<br />
<b>Aspek-aspek Undang-undang No. 10 Tahun 1995 tentang Kepabeanan</b><br />
<br />
Undang-undang Kepabeanan ini telah memperhatikan aspek-aspek :<br />
a. keadilan<br />
b. pemberian insentif<br />
c. netralitas<br />
d. kelayakan administrasi<br />
e. kepentingan penerimaan negara<br />
f. penerapan pengawasan dan sanksi<br />
g. Wawasan Nusantara<br />
h. Praktek kepabeanan internasional<br />
<br />
<b>Hal-hal baru didalam Undang-undang No. 10 Tahun 1995 tentang Kepabeanan</b><br />
<br />
Undang-undang Kepabeanan baru produk setelah kemerdekaan mengatur hal-hal baru yang sebelumnya tidak diatur dalam ketiga peraturan perundangundangan peninggalan pemerintah kolonial yang digantikannya, antara lain ketentuan tentang Bea Masuk Antidumping, Bea Masuk Imbalan, pengendalian impor atau ekspor barang hasil pelanggaran hak atas kekayaan intelektual,pembukuan, sanksi administrasi, penyidikan, dan lembaga banding.Selain daripada itu untuk meningkatkan pelayanan kelancaran arus barang,orang,dan dokumen agar menjadi semakin baik, efektif, dan efisien, maka diatur pula antara lain:<br />
<br />
a. pelaksanaan pemeriksaan secara selektif;<br />
b. penyerahan Pemberitahuan Pabean melalui media elektronik (hubungan antar komputer);<br />
c. pengawasan dan pengamanan impor atau ekspor yang pelaksanaannya dititikberatkan pada audit<br />
di bidang Kepabeanan terhadap pembukuan perusahaan;<br />
d. peran serta anggota masyarakat untuk bertanggung jawab atas Bea Masuk melalui sistem menghitung<br />
dan membayar sendiri Bea Masuk yang terutang(self assessment), dengan tatap<br />
memperhatikan pelaksanaan ketentuan larangan atau pembatasan yang berkaitan dengan impor<br />
atau ekspor barang,seperti barang pornografi, narkotika, uang palsu, dan senjata api.<br />
<br />
<b>Latar belakang perubahan UU No. 10 Tahun 1995 tentang Kepabeanan</b><br />
<br />
Sebagaimana telah diuraikan diatas bahwa UU No. 10 Tahun 1995 tentang Kepabeanan telah diubah dengan UU No. 17 Tahun 2006. Terdapat 52 pasal yang diubah dan 36 pasal yang ditambah. Terdapat pula 14 pasal yang dihapus,yang sebagian besar adalah ketentuan untuk menghindari kekosongan hukum.<br />
<br />
Latar belakang diubahnya UU Kepabeanan dapat diuraikan sebagai berikut:<br />
<br />
<b>a. Adanya tuntutan dan masukan dari masyarakat agar :</b><br />
i. Memberikan fasilitasi dan perlindungan perdagangan dan industri.<br />
ii. Mempertegas ketentuan mengenai pidana untuk menangkal penyelundupan.<br />
iii.Memperberat sanksi terhadap pelanggaran kepabeanan untuk menimbulkan efek jera .<br />
iv. Memberikan kewenangan kepada Direktorat jenderal Bea dan Cukai untuk mengawasi<br />
pengangkutan atas Barang Tertentu dalam Daerah Pabean.<br />
v. Kesetaraan pengenaan sanksi bagi Pegawai Direktorat Jenderal Bea dan Cukai yang turut serta<br />
dalam pelanggaran kepabeanan.<br />
<b>b. Menyesuaikan dengan perjanjian dan konvensi Internasional</b><br />
- World Trade Organization ( Safeguard Tariff, Hirarkhi Penetapan Nilai Pabean) ;<br />
- Revised Kyoto Convention ( Bea Keluar, Penangkutan Barang Tertentu,Pemeriksaan Pabean,<br />
Free Trade Zone , Kawasan Berikat ) ;<br />
- Arusha Declaration ‘Declaration of the Customs Cooperation Council Concerning Good Governance<br />
And Integrity In Customs’ (Kode Etik Pegawai );<br />
- Nairoby Convention ‘ International Convention On Mutual Adminstratif Assistance For<br />
Preventioan, Investigation anad Repression of Customs Offences’ ( Larangan dan<br />
Pembatasan, Pemberantasan penyelundupan).<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Sumber:<br />
Republik Indonesia,Undang-Undang Nomor 17 Tahun 2006 Tentang Kepabeanan.<br />
Dimyati,Ahmad<i>.</i>2011 .<i>Undang-Undang Pabean</i>.Jakarta:Pusdiklat Bea dan Cukai. </div>M Zulhunain Fahmihttp://www.blogger.com/profile/10996665094861574967noreply@blogger.com