tag:blogger.com,1999:blog-20306489720933419082024-03-13T17:18:55.263-07:00™Vikri-web®Free DownloadǀSoftwareǀGameǀTips n' TrickǀAnonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.comBlogger60125tag:blogger.com,1999:blog-2030648972093341908.post-29563025219594766862012-10-23T06:05:00.003-07:002012-10-23T06:05:50.857-07:00Cara cepat Menambahkan Link-in Di ALEXAA<div dir="ltr" style="text-align: left;" trbidi="on">
Caranya sangatlah mudah, sobat hanya tinggal copy link yang berada
di bawah ini dengan syarat sobat harus menghapus link pada peringkat 1
dari daftar, lalu pindahkan yang tadinya nomor 2 menjadi nomor 1, nomor 3
menjadi nomor 2, nomor 4 menjadi nomor 3, dst. Kemudian masukan link
blog sobat sendiri pada urutan paling bawah ( nomor 10). Dan silahkan
ajak teman sobat untuk mengikuti cara ini serta sebarkan cara ini ke
banyak Situs Jejaring Sosial sobat.
<div>
<br /><ol>
<li><a href="http://harapan-putra.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;" title="cara meningkatkan site linking alexa rank"><span style="color: blue;">Free Internet Informations</span></a></li>
<li><a href="http://raffiexterminator.blog.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;" title="cara meningkatkan site linking alexa rank"><span style="color: blue;">Raffi Exterminator</span></a></li>
<li><a href="http://tuneupagerank.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;" title="cara meningkatkan site linking alexa rank"><span style="color: blue;">TuneUp PageRank</span></a></li>
<li><a href="http://gratisan92.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;"><span style="color: blue;">Gratisan92</span></a></li>
<li><a href="http://thex29.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;">X-NET Hackerlink </a><a href="http://thex29.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;"> </a></li>
<li><a href="http://shinigamicheater.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;"><span style="color: blue;">│Shinigami WorLd│</span></a></li>
<li><span style="color: blue; font-family: 'Georgia Serif'; font-size: xx-small;"> </span><a href="http://samsirplagiatorblogz.blogspot.com/2011/08/tips-cara-mendapatkan-links-in-pada.html" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;"><i>Samsir Plagiator Blogz</i> </a></li>
<li><a href="http://gobelajarmandiri.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;">go belajar mandiri</a><span style="color: blue; font-family: 'Georgia Serif'; font-size: xx-small;"> </span></li>
<li><a href="http://www.andragembara.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: small;" target="_blank"><span style="color: blue;">Andra Gembara</span></a><span style="color: blue;"> </span></li>
<li style="color: blue;"><h1 class="title">
<span style="font-size: x-small;"><a href="http://vikri-web.blogspot.com/">™Vikri-web®</a></span></h1>
<h1 class="title">
<span style="font-size: x-small;"><span style="color: black;">Contohnya : </span></span></h1>
</li>
</ol>
<ol>
<li><a href="http://raffiexterminator.blog.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;" title="cara meningkatkan site linking alexa rank"><span style="color: blue;">Raffi Exterminator</span></a></li>
<li><a href="http://tuneupagerank.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;" title="cara meningkatkan site linking alexa rank"><span style="color: blue;">TuneUp PageRank</span></a></li>
<li><a href="http://gratisan92.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;"><span style="color: blue;">Gratisan92</span></a></li>
<li><a href="http://thex29.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;">X-NET Hackerlink </a><a href="http://thex29.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;"> </a></li>
<li><a href="http://shinigamicheater.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;"><span style="color: blue;">│Shinigami WorLd│</span></a></li>
<li><span style="color: blue; font-family: 'Georgia Serif'; font-size: xx-small;"> </span><a href="http://samsirplagiatorblogz.blogspot.com/2011/08/tips-cara-mendapatkan-links-in-pada.html" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;"><i>Samsir Plagiator Blogz</i> </a></li>
<li><a href="http://gobelajarmandiri.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: x-small; text-decoration: none;">go belajar mandiri</a><span style="color: blue; font-family: 'Georgia Serif'; font-size: xx-small;"> </span></li>
<li><a href="http://www.andragembara.blogspot.com/" style="font-family: 'Georgia Serif'; font-size: small;" target="_blank"><span style="color: blue;">Andra Gembara</span></a></li>
<li><h1 class="title">
<span style="font-size: x-small;"><a href="http://vikri-web.blogspot.com/">™Vikri-web®</a> </span></h1>
</li>
</ol>
</div>
dan yang ke-10, adalh alamat anda.<br />
<ul>
<li>Keterangan:</li>
</ul>
Jika sobat mampu mengajak lima orang saja untuk MENGCOPY ARTIKEL ini maka jumlah backlink yang akan didapat adalah:<br />
<br />
<br />
<ul>
<li>Posisi 10, jumlah backlink = 1</li>
<li>Posisi 9, jumlah backlink = 5</li>
<li>Posisi 8, jumlah backlink = 25</li>
<li>Posisi 7, jumlah backlink = 125</li>
<li>Posisi 6, jumlah backlink = 625</li>
<li>Posisi 5, jumlah backlink = 3,125</li>
<li>Posisi 4, jumlah backlink =15,625</li>
<li>Posisi 3, jumlah backlink = 78,125</li>
<li>Posisi 2, jumlah backlink = 390,625</li>
<li>Posisi 1, jumlah backlink = 1,953,125</li>
</ul>
<br />
<br />
Dan nama dari alamat blog dapat dimasukan kata kunci yang sobat inginkan
yang juga dapat menarik perhatian untuk segera diklik. Dari sisi SEO
sobat sudah mendapatkan 1,953,125 backlink dan efek sampingnya jika
pengunjung downline mengklik link sobat maka sobat juga mendapat traffic
tambahan.</div>
Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com1tag:blogger.com,1999:blog-2030648972093341908.post-32337879071322937712012-10-19T05:39:00.000-07:002012-10-19T05:39:22.791-07:00Pidato <div dir="ltr" style="text-align: left;" trbidi="on">
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<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
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<style>
/* Style Definitions */
table.MsoNormalTable
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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;}
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<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pidato</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> adalah sebuah kegiatan berbicara di
depan <span style="color: blue;">umum</span> atau berorasi untuk menyatakan pendapatnya,
atau memberikan gambaran tentang suatu hal. Pidato biasanya dibawakan oleh
seorang yang memberikan orasi-orasi, dan pernyataan tentang suatu hal/peristiwa
yang penting dan patut diperbincangkan. Pidato adalah salah satu <span style="color: blue;">teori</span>
dari pelajaran <span style="color: blue;">bahasa indonesia</span>.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pidato
biasanya digunakan oleh seorang <span style="color: blue;">pemimpin</span> untuk memimpin dan
berorasi di depan banyak anak buahnya atau khalayak ramai.</span></div>
<table border="0" cellpadding="0" class="MsoNormalTable" style="mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="padding: .75pt .75pt .75pt .75pt;"><br /></td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Fungsi pidato</span></b></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mempermudah <span style="color: blue;">komunikasi</span> antar atasan dan bawahan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mempermudah <span style="color: blue;">komunikasi</span> antar sesama anggota <span style="color: blue;">organisasi</span>.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menciptakan suatu keadaan yang <span style="color: blue;">kondusif</span>
dimana hanya perlu 1 orang saja yang melakukan <span style="color: blue;">orasi</span>/pidato tersebut.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">mempermudah komunikasi.</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pidato yang
baik dapat memberikan suatu kesan positif bagi orang-orang yang mendengar
pidato tersebut. Kemampuan berpidato atau berbicara yang baik di depan umum
dapat membantu untuk mencapai jenjang karier yang baik. Contoh pidato yaitu
seperti pidato kenegaraan, pidato menyambut hari besar, pidato pembangkit semangat,
pidato sambutan acara atau event, dan lain sebagainya. Dalam berpidato,
penampilan, gaya bahasa, dan ekspresi kita hendaknya doperhatikan serta kita
harus percaya diri menyampaikan isi dari pidato kita, agar orang yang melihat
pidato kita pun tertarik dan terpengaruh oleh pidato yang kita sampaikan.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Praktik pidato</span></b></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Biasanya dipraktikkan oleh <span style="color: blue;">pemimpin</span> <a href="http://id.wikipedia.org/wiki/Organisasi" title="Organisasi"><span style="color: blue;">organisasi</span></a> kepada anak buah organisasinya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dipraktikkan oleh <span style="color: blue;">pemimpin</span> atau <span style="color: blue;">pejabat</span>
negara guna mempermudah adanya <span style="color: blue;">komunikasi</span> sehingga terciptanya keadaan yang
<span style="color: blue;">demokratis</span></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dipraktikkan untuk menenangkan <span style="color: blue;">massa</span> / <span style="color: blue;">khalayak</span> ramai</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Biasanya seorang pemimpin atau
orang yang berpengaruh diwajibkan untuk menguasai <span style="color: blue;">teori</span> pidato</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh pidato</span></b></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pidato kenegaraan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pidato wisuda</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pidato kepemimpinan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pidato keagamaan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="color: blue;">Orasi</span></span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Metode Pidato</span></b></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Impromptu yaitu metode berpidato
yang serta merta tanpa adanya persiapan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memoriter yaitu metode
berpidato dengan menghapalkan naskah pidato terlebih dahulu.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Naskah yaitu metode berpidato
dengan membacakan teks/naskah pidato.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ekstemporan yaitu metode
berpidato dengan terlebih dahulu menyiapkan garis-garis besar konsep
pidato yang akan disampaikan.</span></li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-32121886287399634352012-10-07T06:00:00.000-07:002012-10-07T06:00:09.719-07:00Cara Menambahkan Widget melayang diblogger<div dir="ltr" style="text-align: left;" trbidi="on">
Haiii.. sahabat vikri-web.., gimana nih kabarnya??<br />
udah lama ne vikri-web gx posting lagi, dikarenakan saya masih MID semester, dan bingung juga aslinya, mau posting tentang apa... hehehe.. :)<br />
<br />
naahh, langsung aja deh, sekarang saya mau jelasin pada sobat" sekalian, (ciie, gaya banget bahasanya). ehm, saya mau jelasin sama sobat" gimana caranya nambahin/menambahkan widget yang melayang-layang diblogger, seperti yang sekarang lagi melayang tuh di blogger ane..<br />
<br />
gini nih sob caranya..<br />
<u><b>YANG PERTAMA </b></u>;<br />
1. yang pastinya, masuk dulu dong di akun blogger sobat<br />
2. pilih <b>Rancangan</b> > <b>Tataletak</b> > <b>Tambahkan Widget > HTML/ Java Script</b>.<br />
3. Copy link dibawah ini.<br />
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<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>
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<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"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<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"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size: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;}
table.MsoTableGrid
{mso-style-name:"Table Grid";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-priority:59;
mso-style-unhide:no;
border:solid black 1.0pt;
mso-border-themecolor:text1;
mso-border-alt:solid black .5pt;
mso-border-themecolor:text1;
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-border-insideh:.5pt solid black;
mso-border-insideh-themecolor:text1;
mso-border-insidev:.5pt solid black;
mso-border-insidev-themecolor:text1;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-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]-->
<br />
<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: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 462.1pt;" valign="top" width="616">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<style type="text/css"></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
#topbar{</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
position:absolute;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
padding-left:260px;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
background-color: transparancy;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
width: 300px;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
visibility: hidden;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
z-index: 100;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
</style></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<script type="text/javascript"></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var persistclose=0 //set to 0 or 1. 1 means once the bar is manually
closed, it will remain closed for browser session</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var startX = 30 //set x offset of bar in pixels</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var startY = 5 //set y offset of bar in pixels</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var verticalpos="fromtop" //enter "fromtop" or
"frombottom"</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
function iecompattest(){</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
return (document.compatMode &&
document.compatMode!="BackCompat")? document.documentElement :
document.body</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
function get_cookie(Name) {</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var search = Name + "="</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var returnvalue = "";</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if (document.cookie.length > 0) {</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
offset = document.cookie.indexOf(search)</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if (offset != -1) {</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
offset += search.length</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
end = document.cookie.indexOf(";", offset);</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if (end == -1) end = document.cookie.length;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
returnvalue=unescape(document.cookie.substring(offset, end))</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
return returnvalue;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
function closebar(){</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if (persistclose)</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
document.cookie="remainclosed=1"</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
document.getElementById("topbar").style.visibility="hidden"</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
function staticbar(){</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
barheight=document.getElementById("topbar").offsetHeight</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var ns = (navigator.appName.indexOf("Netscape") != -1) ||
window.opera;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var d = document;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
function ml(id){</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var el=d.getElementById(id);</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if (!persistclose || persistclose &&
get_cookie("remainclosed")=="")</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
el.style.visibility="visible"</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if(d.layers)el.style=el;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
el.sP=function(x,y){this.style.left=x+"px";this.style.top=y+"px";};</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
el.x = startX;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if (verticalpos=="fromtop")</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
el.y = startY;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
else{</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
el.y = ns ? pageYOffset + innerHeight : iecompattest().scrollTop +
iecompattest().clientHeight;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
el.y -= startY;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
return el;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
window.stayTopLeft=function(){</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if (verticalpos=="fromtop"){</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var pY = ns ? pageYOffset : iecompattest().scrollTop;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
ftlObj.y += (pY + startY - ftlObj.y)/8;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
else{</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
var pY = ns ? pageYOffset + innerHeight - barheight:
iecompattest().scrollTop + iecompattest().clientHeight - barheight;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
ftlObj.y += (pY - startY - ftlObj.y)/8;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
ftlObj.sP(ftlObj.x, ftlObj.y);</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
setTimeout("stayTopLeft()", 10);</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
ftlObj = ml("topbar");</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
stayTopLeft();</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
}</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
if (window.addEventListener)</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
window.addEventListener("load", staticbar, false)</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
else if (window.attachEvent)</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
window.attachEvent("onload", staticbar)</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
else if (document.getElementById)</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
window.onload=staticbar</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
</script></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<div class="clear"></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
</div></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<div id="topbar"></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<div style="text-align: right;"></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<a href="" onclick="closebar(); return
false"><img
src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhI466GSwrU4AO2yO1hmLGnvv6bTQDXjlMiRMdXc18w4VqH0igrzBn17EuRkVKoZ3KPcEi5_OhtecTFgA-8jrW0dB5GEWXKT2BrOOZ-FylbbqnxW3bfed1FfswjPefrhiThv3r2iHqm9LON/s1600/close3.png"
/></a></div></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<center></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<div style="background: #fff;"></div>
<div class="MsoNormal" style="color: red; line-height: normal; margin-bottom: 0.0001pt;">
<iframe
src="//www.facebook.com/plugins/likebox.php?href=http%3A%2F%2Fwww.facebook.com%2FVikriWeb&amp;width=292&amp;height=590&amp;colorscheme=light&amp;show_faces=true&amp;border_color&amp;stream=true&amp;header=true"
scrolling="no" frameborder="0" style="border:none;
overflow:hidden; width:292px; height:590px;"
allowtransparency="true"></iframe></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
</div></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
</center></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
</div></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><i><b>PENJELASAN!!! </b></i></u></div>
<div class="MsoNormal">
untuk link yang berwarna <span style="color: red;">merah <span style="color: black;">kalian ganti pake link yang pengen sobat buat melayang-layang.</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: red;"><span style="color: black;"><u><b>YANG KEDUA</b></u> </span></span>;</div>
<div class="MsoNormal">
1.paste-kan link tersebut dalam kotak <b>HTML </b>tadi.</div>
<div class="MsoNormal">
2. save/ simpan, dan lihat hasilnya...</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
sekian dulu ya sobat vikri-web, semoga postingan ane kali ini bermanfaat deh, biar bisa jadi pahala..</div>
<div class="MsoNormal">
amiiiin..</div>
</div>
Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com3tag:blogger.com,1999:blog-2030648972093341908.post-29901065901071677492012-08-24T01:12:00.001-07:002012-08-24T01:33:51.389-07:00Bahaya Pornografi ( Dr. Randall F. Hyde,Ph.D )<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="color: white;">
( Dr. Randall F. Hyde,Ph.D ) berkata : </div>
<div style="color: white;">
“Percayalah pornografi adalah suatu bencana yang kita sendiri ( maksudnya negara Amerika sendiri ) keteteran.”</div>
<div style="color: white;">
“Negara
kita dapat mempersiapkan perang, dengan senjata dan tentara. Negara
kita bisa menghadapi penyakit dengan temuan obat – 0bat dengan
penelitian ilmuwan kami.”</div>
<div style="color: white;">
“Tapi untuk pornografi…percayalah…. pada awalnya kami tidak siap dan tidak tahu cara apa yang harus dilakukan untuk melawannya.”</div>
<div style="color: white;">
Oia, merebaknya pornografi di Amerika pada saat sekarang, sudah jauh berkurang dibandingkan 20 tahun silam.</div>
<div style="color: white;">
Ya
! anak – anak di Amerika sana serta remaja -remaja disana dilanda
pornografi 20 tahun lalu. Waktu lagi parah – parahnya banget. Sekarang bisa dikatakan sudah sembuh untuk ukuran penyakit satu negara.</div>
<div style="color: white;">
Kalau negera kita Indonesia, sekarang inilah yang lagi merebak – rebaknya!</div>
<div style="color: white;">
“Maka
dari itu saya datang kesini, karena saya ingin ikut dalam upaya
pembersihan pornografi di negara kita ini. Karena negara kamipun pernah
dilanda bencana ini. Dan itu sangat mengganggu. Dan syukurnya kami sudah melewati itu sekarang.”</div>
<div style="color: white;">
Dia juga berkata : </div>
<div style="color: white;">
“I love your country, I love your people”</div>
<div style="color: white;">
( Saya sempat terharu mendengarnya )</div>
<div style="color: white;">
2 detik kemudian saya tertawa, karena berikutnya dia mengatakan : </div>
<div style="color: white;">
“I love your cendol too”</div>
<div style="text-align: center;">
<a href="http://khalidabdullah.com/wp-content/uploads/2010/10/cendol.jpg"><img alt="" class="alignright size-medium wp-image-2019" height="300" src="http://khalidabdullah.com/wp-content/uploads/2010/10/cendol-184x300.jpg" title="cendol" width="184" /></a></div>
<div style="text-align: center;">
<span style="color: black;"><a href="http://khalidabdullah.com/wp-content/uploads/2010/10/Hahaha.jpg"><img alt="" class="size-medium wp-image-2018" height="293" src="http://khalidabdullah.com/wp-content/uploads/2010/10/Hahaha-300x293.jpg" title="Hahaha" width="300" /></a><br /> </span></div>
<div style="color: white;">
Di tubuh kita banyak hormon yang bekerja.</div>
<div style="color: white;">
(
Tenang bagi yang agak alergi dengan istilah biologi…. meskipun nanti
ada istilah biologi, akan dijelaskan secara santai kok ^_^ )</div>
<div style="color: white;">
Ada
4 hormon yang yang dirusak cara kerj<br />
<a name='more'></a>anya. Hormon ini jika bekerja
secara normal. Akan menguntungkan kita. Nah pornografi membuat ke – 4
hormon ini keluar secara berlebihan dan terus menerus.</div>
<div style="color: white;">
Inilah “daging” dari artikel ini !</div>
<h2 style="text-align: center;">
<span style="color: red;">* Dopamine *</span></h2>
<div style="color: white;">
Kalau
anda sedang kesusahan mengerjakan suatu soal matematika saat ujian,
dateng telat, belom makan, eh pas datang ternyata soalnya susah banget…
anda pasrah…. lunglai…. merasa bakal jeblok nilanya…. gara-gara tidak
ada satupun soal yang bisa anda kerjakan…</div>
<div style="color: white;">
Lagi frustasi frustasinya, tiba -tiba ketemu cara ngerjain soalnya,…..</div>
<div style="color: white;">
YES !!!!!! I Got IT !!!!! Alhamdullillah !</div>
<div style="color: white;">
Bagaimana perasaanya ???? Senang yang bukan main bukan ???!!!! Serasa puas campur bahagia !</div>
<div style="color: white;">
Sepertu itulah efek hormon dopamine kalau lagi bekerja. Menimbulkan SENSASI Puas, senang , bahagia di dalam dada.</div>
<div style="color: white;">
Eits… tunggu dulu…,</div>
<div style="color: white;">
Efek dopamine ternyata menimbulkan peningkatan kebutuhan level.</div>
<div style="color: white;">
Maksudnya
gini… kalau kemaren anda puas dan loncat loncat kegirangan gara – gara
mengerjakan soal anak TK, apakah saat besoknya anda mengerjakan soal
yang sama anda merasa puas dan loncat loncat yang sama dengan yang anda
lakukan kemaren ???</div>
<div style="color: white;">
Tentu tidak ! Anda pasti butuh untuk bisa mengerjakan soal anak SD, baru loncat – loncat kegirangan lagi. Betul gak ???</div>
<div style="color: white;">
Seperti itulah efek dari bekerjanya si dopamine.</div>
<div style="color: white;">
NAHHHHH ! pornografi itu membuat si dopamine bekerja terus menerus ! sayangnya penyebab dia bekerja adalah karena pornografi !</div>
<div style="color: white;">
Ilustrasi :</div>
<div style="color: white;">
1.
Pertama kali si Nyoman akan berteriak ” oh my god gambar apa sih tuh ! ”
( sambil tutup mata tapi agak direnggangin jarinya buat ngintip )</div>
<div style="color: white;">
2.
eh kemaren gambar apa sih … ? mengunjungi lagi situs yang menampilkan
gambar perempuan memakai bikini tersebut. Dilihat terus….,</div>
<div style="color: white;">
3. Besok – besoknya si Nyoman harus melihat perempuan bertelanjang dada agar bisa merasakan sensasi yang <i>” wuooowwww “</i></div>
<div style="color: white;">
4.
Besoknya tentu harus melihat yang lebih parah dari melihat perempuan
bertelanjang dada. Bisa yang cuma pakai kancut doank atau langsung
bugil.</div>
<div style="color: white;">
Begitu seterusnya… dari melihat cewe bugil, melakukan seks, ….. lebih parah…, terus dan terus…,</div>
<div style="color: white;">
Harus lebih parah atau minimalnya beda gambar, agar merasakan sensasi <i>” wuooowwww “</i>.</div>
<div style="color: white;">
Bisa
dibayangkan kan , setelah puas melihat gambar – gambar yang terparah
sekalipun…apa yang harus dilakukan agar merasakan sensasi <i>” wuooowwww ” </i>???</div>
<div style="color: white;">
Nonton videonya beneran donk ! Lalu seterus dan seterusnya ? Melakukan seks beneran donk ! Bener banget !</div>
<div style="color: white;">
Waktu
melakukan seks juga begitu…. karena dari awalnya dilandaskan si
dopamine tadi, maka akan beda dengan seks yang dilakukan orang normal
yang biasa.</div>
<div style="color: white;">
Dia selalu butuh teknik seks yang baru, baru dan baru, kalau perlu yang gak normal dan aneh.</div>
<div style="color: white;">
Makanya
kalau para pelaku seks yang melakukan seks gara – gara pertamanya dia
terpincut pornografi, akan butuh gaya yang baru dan menuju ke arah
penyimpangan seksual.</div>
<div style="color: white;">
Sampai jadi nyoba<i> incest</i> ( berhubungan dengan saudara sendiri ), berhubungan seks dengan binatang, pemerkosaan, penyiksaan dalam seks.</div>
<div style="color: white;">
Hanya karena butuh utuk merasakan sensasi <i>” wuooowwww ” </i> tersebut.</div>
<div style="color: white;">
Mereka tahu itu salah, tapi tetap melakukannya.</div>
<div style="color: white;">
Mereka tahu itu salah, tapi tidak bisa melawannya.</div>
<div style="color: white;">
Itulah parahnya hormon dopamine yang dibikin bekerja secara terus menerus oleh pornografi !</div>
<h2 style="text-align: center;">
<span style="color: red;">* Neuropiniphrin *</span></h2>
<div style="color: white;">
Kalau seorang pebisnis sejati, otaknya dipenuhi dengan yang namanya peluang dan keuntungan.</div>
<div style="color: white;">
Ngeliat usaha yang bisa dijadikan ladang uang, selalu dimanfaatkan dengan baik.</div>
<div style="color: white;">
Instingnya ke bisniiiiis mulu !</div>
<div style="color: white;">
Nah inilah yang terjadi juga terhadap para pecandu pornografi.</div>
<div style="color: white;">
Otaknya selalu berputar – putar dengan yang namanya pornografi.</div>
<div style="color: white;">
Ngeliat yang ngerangsang dikit, otak udah ngebayanginnya yang lain lain.</div>
<div style="color: white;">
Kalau
ada perempuan yang memakai baju seksi, mungkin orang normal hanya kan
berkata ” perempuan itu seksi” . Tetapi kalau orang yang sudah kecanduan
pornografi, akan berfikir, gimana ya rasanya bersetubuh dengan dia…, (
sambil ngiler diem diem bego gitu )</div>
<div style="color: white;">
Lagi
berdiri disamping perempuan. langsung otaknya ngeres dah ! padahala
perempuannya biasa aja. gak ngedance, ngeliuk-liukin badan, apalagi
striptise. Sama sekali enggak ! Tapi otaknya sudah yang gimanaaaa gitu.</div>
<div style="color: white;">
Itulah yang dirasakan orang yang sudah berurusan dengan pornografi. Ngerusak otak !</div>
<div style="color: white;">
Nah
inilah yang sering digembor-gemborkan orang bahwa pornografi itu
ngerusak otak. inilah yang diamaksudkan. Serign terbayang selalu.</div>
<div style="color: white;">
Akibatnya
tidak bisa berfikir jernih, males belajar, males mikir, males kretif.
Karena otaknya sudah dipenuhi dengan daftar kosakata atau kejadian yang
bisa otak dia sambung-sambungin dengan yang namanya seks.</div>
<div style="color: white;">
Kerjaannya siapa ? kerjaannya hormon neorupiniphrin yang sudah disutradarai oleh pornografi.</div>
<h2 style="text-align: center;">
<span style="color: red;">* Serotonin *</span></h2>
<div style="color: white;">
Saat seorang perokok lagi stress, dia akan merokok.</div>
<div style="color: white;">
Kenapa
begitu ??? karena rokok adalah sesuatu yang bisa membuatnya senang…
tentram…, damai,….. piss,…. ( itulah betapa shittnya rokok ! )</div>
<div style="color: white;">
Itulah efek kerja dari hormon serotonin.</div>
<div style="color: white;">
<b>Membuat seseorang merasa nyaman</b> saat hormon itu keluar.</div>
<div style="color: white;">
Nah saat orang bersentuhan dengan yang namanya pornografi, hormon itupun keluar.</div>
<div style="color: white;">
Fly…… lihat porno, gw fly gw tenang, gw oke…. piss man…..</div>
<div style="color: white;">
Efeknya ????!!!!</div>
<div style="color: white;">
setiap
orang itu kesel… orang itu frustasi… orang itu sedih… orang itu
kesepian… orang itu mengalamai hal yang menyulitkan dirinya…. dia akan
lari ke pornografi ! Karena itu yang membuatnya tentram.</div>
<div style="color: white;">
Sedih ya ??? yaiyalah… </div>
<div style="color: white;">
Kalo orang stress, pelariannya ke ibadah.. mantep !</div>
<div style="color: white;">
Kalo pelariannya ke bermiditasi..keren !</div>
<div style="color: white;">
Kalau
pelariannya ke hang out bersama teman- teman atau kalau yang perempuan
shooping ? Masih okelah. Lah kalau sebuah pelarian haruslah ke
pornografi misalkan langsung ke warnet dan langsung searching xxx ??? yalkkk !</div>
<h2 style="text-align: center;">
<span style="color: red;">* Oksitosin *</span></h2>
<div style="color: white; text-align: left;">
Anda tahu kenapa seorang ibu dengan anak – anaknya ada ikatan batin ?</div>
<div style="color: white; text-align: left;">
Karena hormon oksitosinlah jawabannya.</div>
<div style="color: white; text-align: left;">
Saat seorang ibu melahirkan, hormon oksitisoin terpancar banjir keluar dari tubuhnya.</div>
<div style="color: white; text-align: left;">
Nah efeknya adalah, <b>dia mencintai sesuatu yang membuat orang tersebut mengeluarkan hormon oksitosin itu !</b></div>
<div style="color: white; text-align: left;">
Karena
si ibu itu jadi keluar hormon oksitosinnya, gara – gara anak yang
dilahirkannya tersebut ! Maka dia akan jadi punya ikatan batin dengan
anak tersebut !</div>
<div style="color: white; text-align: left;">
Itulah sistem kerjanya si hormon okitosin.</div>
<div style="color: white; text-align: left;">
Pornografi itu membuat hormon oksitosin bekerja secara terus menerus pada saat si orang tersebut mengakses pornografi.</div>
<div style="color: white; text-align: left;">
Sudah tahu kan akibatnya jadi seperti apa ?</div>
<div style="color: white; text-align: left;">
Dia menjadi terikat secara batin dengan pornografi tersebut.</div>
<div style="color: white; text-align: left;">
Makanya yang kecanduan pornografi itu, ada rasa kangen, jika tidak melihat pornografi selama beberapa hari.</div>
<div style="color: white; text-align: left;">
Jyaaaalllk cuih ! terikat batin dengan pornografi !</div>
<div style="color: white; text-align: left;">
Apa yang bisa dibanggakan dengan terikatnya seseorang dengan pornografi ???</div>
<div style="text-align: left;">
<span style="color: red;"><span style="color: black;"><span style="color: black;"><a href="http://khalidabdullah.com/wp-content/uploads/2010/10/bahaya-pornografi.jpg"><img alt="" class="alignleft size-medium wp-image-2016" height="300" src="http://khalidabdullah.com/wp-content/uploads/2010/10/bahaya-pornografi-300x300.jpg" title="bahaya pornografi" width="300" /></a> </span></span></span><br />
<div style="color: white;">
Itulah penjabaran saya tentang bahaya pornografi yang saya dapat dari Dr. Randall F. Hyde.</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-11842437809534701782012-08-21T06:48:00.000-07:002012-08-21T06:48:43.637-07:00Cara membuat like facebook di blogger tersembunyi<div dir="ltr" style="text-align: left;" trbidi="on">
nah, bagi pengunjung vikri-web yang saya hormati, sekarang saya mau kasi tau ni, <a href="http://vikri-web.blogspot.com/2012/08/cara-membuat-like-facebook-di-blogger.html">Cara membuat like facebook di blogger tersembunyi</a>, (bagi yang belom tau tapi).<br />
tapi, jika yang sudah tau, silahkan cari yang laen yah..<br />
<br />
<br />
Berikut adalah langkah* yang harus dilakukan:<br />
1. Log in ke <u>blogger</u>.<br />
2.Klik rancangan » add gadget » <u>HTML/Java Script</u>.<br />
3.Pastekan kode di bawah ini pada kolom yang sudah disediakan.<br />
<br />
<a name='more'></a><br />
<br />
<div style="background-color: #fcfcfc; border-bottom-color: rgb(192, 192, 192); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(192, 192, 192); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(192, 192, 192); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(192, 192, 192); border-top-style: solid; border-top-width: 1px; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; text-align: left;">
<script type="text/javascript"><br />
//<!--<br />
$(document).ready(function() {$(".floatinglikebox").hover(function()
{$(this).stop().animate({right: "0"}, "medium");}, function()
{$(this).stop().animate({right: "-250"}, "medium");}, 500);});<br />
//--><br />
</script><br />
<style type="text/css"><br />
.floatinglikebox{background:
url("https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoWfZ6PiJO_5a8nwnEcgtsBC0KZyanyCENJYYqREUW_ps7K9Kj7Hc3jcAPWaOq6aJPLDAoS7GzZiJ2ilYa4u1jfKzOuRjqgq038MWzT21jPLQjy-5t6TKdBzX51LSfB19P61snNaqXIyE/s1600/floatingfb.png")
no-repeat scroll left center transparent !important;display:
block;float: right;height: 270px;padding: 0 5px 0 40px;width:
245px;z-index: 99999;position:fixed;right:-250px;top:20%;}<br />
.floatinglikebox div{border:none;position:relative;display:block;}<br />
.floatinglikebox span{bottom: 10px;font: 10px
tahoma,verdana,arial,sans-serif;position: absolute;right:
6px;text-align: right;z-index: 99999;}<br />
.floatinglikebox span a{color: #808080;text-decoration:none;}<br />
.floatinglikebox span a:hover{text-decoration:underline;}<br />
</style><div class="floatinglikebox"
style=""><div><iframe
src="//www.facebook.com/plugins/likebox.php?href=<span style="color: lime;">http://www.facebook.com/VikriWeb</span>&amp;width=251&amp;height=270&amp;colorscheme=light&amp;show_faces=true&amp;border_color=%23cccccc&amp;stream=false&amp;header=false&amp;appId=159468740772399"
scrolling="no" frameborder="0" style="border:none; overflow:hidden;
width:251px; height:270px; background:#fff;"
allowtransparency="true"></iframe><span><a
href="http://bdigg.blogspot.com/2012/04/cara-membuat-like-box-facebook.html"
target="_blank">+ Get
This</a></span></div></div></div>
<br />
Perhatian :<br />
<ul>
<li>Ganti kode yang berwarna <span style="color: lime;">Hijau</span> dengan url fans page anda.</li>
</ul>
4.Pergi ke edit HTML dan letakkan kode dibawah ini di atas kode </head>.<br />
<br />
<div style="background-color: #fcfcfc; border-bottom-color: rgb(192, 192, 192); border-bottom-style: solid; border-bottom-width: 1px; border-image: initial; border-left-color: rgb(192, 192, 192); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(192, 192, 192); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(192, 192, 192); border-top-style: solid; border-top-width: 1px; padding-bottom: 10px; padding-left: 10px; padding-right: 10px; padding-top: 10px; text-align: left;">
<script src="https://ajax.googleapis.com/ajax/libs/jquery/1.6.1/jquery.min.js" type="text/javascript"> </script></div>
<br />
5.Save template anda.<br />
<br />
contohnya seperti <a href="http://vikri-web.blogspot.com/">disini </a></div>
Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com2tag:blogger.com,1999:blog-2030648972093341908.post-79533629396535249782012-08-14T00:23:00.003-07:002012-08-16T08:04:10.030-07:00Download Software Arabic Pad 1.4 Free<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><a href="http://vikri-web.blogspot.com/2012/08/download-software-arabic-pad-14-free_14.html"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Arabic Pad 1.4</span></b></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">, adalah salah satu software untuk menuliskan huruf arab. Software ini memang sangat kecil kapasitasnya, tetapi sangat berguna bagi kita yang ingin menuliskan arab kedalam komputer.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Software ini, mirip dengan Notepad, tetapi bedanya, pada software ini, bertuliskan arabic, anda dapat melihatnya pada gambar dibawah ini.</span></div><a name='more'></a><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB9HvnF6n2ILCSy7m1x21yJk06EHOEI8rkZljUxlFAWfi0p3DuxiC45y9J4i4wjaThuIWTo1M1qG0edgIhs8X_1fNmc9gjV2pHJUZyglg8WR5FrCZ0X_is2jug6pesz8lJa1bg3NYgoQ/s1600/arabic+pad+1.4vikri-web.blogspot.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB9HvnF6n2ILCSy7m1x21yJk06EHOEI8rkZljUxlFAWfi0p3DuxiC45y9J4i4wjaThuIWTo1M1qG0edgIhs8X_1fNmc9gjV2pHJUZyglg8WR5FrCZ0X_is2jug6pesz8lJa1bg3NYgoQ/s320/arabic+pad+1.4vikri-web.blogspot.jpg" width="320" /></a></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Baiklah, tidak usah panjang lebar lagi,</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bagi yang berminat, silahkan klik saja tulisan di bawah ini.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><a href="http://www.mediafire.com/?8lapuo3ao0wl2m3"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">_Download Arabic Pad 1.4 Gratis</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-spacerun: yes;"> </span>Pass: vikri-web<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal"><br />
</div></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-44446707477396004452012-06-26T06:12:00.001-07:002012-06-26T06:19:36.098-07:00Cheat Game Bully for PC (Bukan PS)<div dir="ltr" style="text-align: left;" trbidi="on">
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" width="400" /><span style="font-family: verdana; font-size: xx-small;"><b> </b></span></div>
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Nah.. buat temen-temen penggila game, pasti udah tau kan, neh game bully..</div>
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sekarang sya mau publish cheatnya ne,.</div>
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bagi yang berinat yah, silahkan dilihat-lihat, tapi yang udah punya, n' gak berminat, yah silahkan lihat-lihat yang laen dulu yah...</div>
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<span style="font-family: verdana; font-size: xx-small;"><b>T</b><b>ekan [Alt] + [Tab] ketika main game play untuk mengeluarkan konsol window. <br />
ketik kata dibawah ini untuk <a href="http://vikri-web.blogspot.com/">cheat</a> kemudian [Enter].</b><br />
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ISKELOF - Kesehatan Maksimal <br />
ERASFG - Semua Senjata<br />
VWIHDG - Tak Pernah Tertangkap<br />
ERSGJR - pukulan Super<br />
DFQSBR - Setiap Orang Punya petasan<br />
PALSGZ - Berteman Dengan Siapapun<br />
DFGLAF - Mendapatkan Setiap Wanita<br />
LALAZR [1-10] - Kendaraan neh.</span></div>
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<tr class="boxhead4"><td class="cheattitle2"><b>Untuk kelas bahasa inggris coy:</b></td> <td class="cheatrating"><br /></td></tr>
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beberapa kata yang hilang:<br />
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Session 1:</span><br />
<span style="font-family: verdana; font-size: xx-small;">
MELLOW, MOW, MEW, LOW, WOE, OWL, ELM, OWE, MEWL, WELL, MEOW, MOLL, MOLE.</span><br />
<span style="font-family: verdana; font-size: xx-small;">
</span><br />
<span style="font-family: verdana; font-size: xx-small;">
Session 2:</span><br />
<span style="font-family: verdana; font-size: xx-small;">
FIGHTS, FIGHT, SIGHT, GIFTS, GIFT, SHIFT, THIS, FIGS, FIG, HITS, HIT,
FISH, FIST, SIGH, SIFT, GIST, HIS, FITS, FIT, SIT, ITS, IFS.</span><br />
<span style="font-family: verdana; font-size: xx-small;">
</span><br />
<span style="font-family: verdana; font-size: xx-small;">
Session 3:</span><br />
<span style="font-family: verdana; font-size: xx-small;">
SMILES, SMILE, MILES, MILE, SEISM, ISLES, ISLE, LEIS, MISE, SEMI, ELMS,
ELM, MISS, LIES, LIE, MIL, LIMES, LIME, MESS, LESS, SLIMS, SLIM, SLIMES,
SLIME, LEI.</span><br />
<span style="font-family: verdana; font-size: xx-small;">
</span><br />
<span style="font-family: verdana; font-size: xx-small;">
Session 4:</span><br />
<span style="font-family: verdana; font-size: xx-small;">
CRAYON, CARNY, CORNY, ACORN, YARN, NARC, ROAN, CRONY, RACY, NARY, CONY,
ARC, OAR, CYAN, CAR, RAY, CAY, CRAN, CRY, NOR, NAY, COY, CON, CORN, CAN,
RAN, ANY.</span><br />
<span style="font-family: verdana; font-size: xx-small;">
</span><br />
<span style="font-family: verdana; font-size: xx-small;">
Session 5:</span><br />
<span style="font-family: verdana; font-size: xx-small;">
DAGGER, RAGGED, GAGE, EGAD, DREG, DRAG, DEAR, DARE, AGE, AGED, GRADE,
RED, RAG, GAR, RAD, GAD, GAG, EGG, ERA, DAG, EAR, ARE, GEAR, GRAD,
RAGED, RAGE, READ, AGGER.</span></td></tr>
</tbody></table>
<a href="http://www.linkwithin.com/"><img alt="Related Posts Plugin for WordPress, Blogger..." src="http://www.linkwithin.com/pixel.png" style="border: 0;" /></a></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-48060395149692650262012-05-31T02:29:00.000-07:002012-05-31T02:29:21.592-07:00Cara Daftar Paket Internet 3<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="justify">
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" />Paket internet yang dikeluarkan Tri merupakan paket yang paling ekonomis dari yang pernah ada di pasar saat ini.</div>
<div align="justify">
Dengan
paket 25.000 per bulan, pelanggan dapat menikmati akses hingga
kecepatan 1,8 Mbps hingga 500 MB. Jika kuota tersebut habis sebelum
waktu satu bulan, pelanggan tetap dapat mengakses internet <a href="http://vikri-web.blogspot.com/">,</a> namun
dengan kecepatan hanya 64 Kbps (GPRS). Untuk mendapatkan kuota lebih
besar, tersedia paket Rp 35.000 per bulan (kuota 1 <a href="http://vikri-web.blogspot.com/">GB</a>), Rp 50.000 per
bulan (kuota 2 Gb), dan Rp 99.000 per bulan (kuota 5 GB). Semua paket
belum termasuk PPN.<a name='more'></a></div>
<div align="justify">
Selain paket di atas, Tri
juga mengeluarkan paket perdana yang sudah termasuk paket Internet
sepuasnya selama 1 bulan, 3 bulan dan 6 bulan. Adapun harga
masing-masing paket adalah Rp. 99 ribu untuk paket 1 bulan, Rp. 250 ribu
untuk paket 3 bulan dan Rp 420 ribu untuk paket 6 bulan. Tri juga
meluncurkan Paket Modem HSDPA yang dibundling dengan kartu Tri khusus
data seharga Rp 680.000 (termasuk PPN).</div>
<div align="center">
Tabel untuk mengetahui <strong>cara mendaftar </strong>dan <strong>tarif dari paket internet unlimited dari three (TRI) atau 3</strong></div>
<table align="center" border="1" cellpadding="0" cellspacing="0" height="122" style="width: 491px;"><tbody>
<tr><td><div align="center">
<strong><em>Format SMS</em></strong></div>
</td><td><div align="center">
<strong><em>Kuota</em></strong></div>
</td><td><div align="center">
<strong><em>Tarif</em></strong></div>
</td><td><div align="center">
<strong><em>Cara Berhenti</em></strong></div>
</td></tr>
<tr><td><div align="center">
Mau500MB</div>
</td><td><div align="center">
500 MB</div>
</td><td><div align="center">
Rp 25 ribu</div>
</td><td><div align="center">
STOP500MB</div>
</td></tr>
<tr><td><div align="center">
Mau1GB</div>
</td><td><div align="center">
1 GB</div>
</td><td><div align="center">
Rp 35 ribu</div>
</td><td><div align="center">
STOP1 GB</div>
</td></tr>
<tr><td><div align="center">
Mau2GB</div>
</td><td><div align="center">
2 GB</div>
</td><td><div align="center">
Rp 50 ribu</div>
</td><td><div align="center">
STOP2 GB</div>
</td></tr>
<tr><td><div align="center">
Mau5GB</div>
</td><td><div align="center">
5 GB</div>
</td><td><div align="center">
Rp 99ribu</div>
</td><td><div align="center">
STOP5 GB</div>
</td></tr>
</tbody></table>
<br /></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com2tag:blogger.com,1999:blog-2030648972093341908.post-37409732725272270892012-05-31T02:23:00.004-07:002012-05-31T02:23:52.895-07:00Internet HotRod 3G +<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="promos">
<div class="promos-head">
<h2 class="highlight-1">
<a href="" name="volume"><span></span></a></h2>
</div>
</div>
<div class="report-section">
<div style="margin-left: 1em;">
Bagi
Anda pengguna internet yang menginginkan akses internet yang kuota nya
bisa disesuaikan dengan pemakaian atau akses Internet dengan kecepatan
hingga 3.6Mbps dengan mengaktifkan paket XL <img alt="HotRod 3G+" src="http://xl.co.id/portals/0/internet/hotrod3g_icon.jpg" />. </div>
<table class="investor" style="margin-left: 1em; text-align: left;"><thead>
<tr>
<th rowspan="1">Jenis Langganan</th>
<th rowspan="1">Biaya</th>
<th rowspan="1">Quota</th>
<th rowspan="1">Jangka Waktu </th>
<th rowspan="1">Reg via sms<br />
ke 868</th>
<th rowspan="1"> Kecepatan</th></tr>
</thead><tbody>
<tr>
<td rowspan="4"><strong>HotRod 3G+ Bulanan</strong></td>
<td>Rp 199Rb</td>
<td>3 GB</td>
<td>30 hari</td>
<td>XL199</td>
<td rowspan="6" style="vertical-align: middle;">Hingga 3.6 Mbps</td></tr>
<tr>
<td style="background-color: #fcfcfc; text-align: left;">Rp 99Rb</td>
<td>1.2 GB</td>
<td>30 hari</td>
<td style="background-color: #fcfcfc; text-align: left;">XL99</td></tr>
<tr>
<td style="background-color: #fcfcfc; text-align: left;">Rp 49Rb </td>
<td>500 MB </td>
<td>30 hari</td>
<td style="background-color: #fcfcfc; text-align: left;">XL49</td></tr>
<tr>
<td style="background-color: #fcfcfc; text-align: left;">Rp 25Rb</td>
<td>200 MB</td>
<td>30 hari</td>
<td style="background-color: #fcfcfc; text-align: left;">XL25 </td></tr>
<tr>
<td><strong>HotRod 3G+ Mingguan</strong></td>
<td>Rp 10Rb</td>
<td>50MB</td>
<td>7 hari</td>
<td style="background-color: #fcfcfc; text-align: left;">XL7</td></tr>
<tr>
<td><strong>HotRod 3G+ Harian</strong></td>
<td>Rp 2Rb</td>
<td>5MB</td>
<td>1 hari</td>
<td style="background-color: #fcfcfc; text-align: left;">XL2</td></tr>
</tbody></table>
</div>
<ul class="bulleted">
<li>Paket internet HotRod 3G+ Bulanan berlaku mulai tanggal 3 <a href="http://vikri-web.blogspot.com/">Apri</a>l 2012 sampai dengan 30 Juni 2012. </li>
<li>Paket Internet HotRod 3G+ dapat digunakan di semua type handset, tablet atau modem. </li>
<li>Kelebihan pemakaian akan dikenakan tarif Rp 1/KB.<a name='more'></a></li>
<li>Berlaku Nasional</li>
<li>Untuk
pelanggan dengan nomor diluar Jakarta, Surabaya, Medan, Denpasar,
Bandung, Semarang, Jogja, Palembang yang mengaktifkan paket diatas,
dapat menikmati akses internet dengan kecepatan hingga 2 Mbps.</li>
<li><strong>Cara Registrasi :</strong><ul class="bulleted">
<li>Tekan *123# lalu pilih Internet/BlackBerry, kemudian pilih menu internet dan pilih paket internet yang kamu butuhkan.<br />
atau </li>
<li>SMS ke 868 dengan keyword sesuai tabel diatas </li>
</ul>
</li>
<li><strong>Cara mengetahui info quota :</strong><ul class="bulleted">
<li> Melalui SMS : Ketik <strong>Kuota</strong> ke <strong>868</strong></li>
<li><strong>Melalui UMB <strong>*123#</strong> :</strong></li>
<ul class="bulleted">
<li> Pilih <strong>Internet/BB</strong> </li>
<li> Pilih <strong>Internet HotRod 3G+</strong> </li>
<li> Pilih <strong>Pengaturan Internet</strong> </li>
<li> Pilih <strong>Cek Kuota</strong> </li>
</ul>
<li><strong>Melalui UMB <strong>*123#</strong> :</strong></li>
<ul class="bulleted">
<li> Pilih <strong>MyInfo</strong> </li>
<li> Pilih <strong>Cek Kuota Internet</strong> </li>
</ul>
<li> Melalui browser: <span style="text-decoration: underline;"><a href="http://123.xl.co.id/">123.xl.co.id</a></span> langsung dari ponsel, tablet atau modem Anda</li>
</ul>
</li>
<li><strong>GPRS setting :</strong><ul class="bulleted">
<li>Profile name : XLGPRS </li>
<li>Dial Number : *99# </li>
<li>APN : <a href="http://xl.co.id/Internet/www.xlgprs.net">www.xlgprs.net</a><br />
Tanpa user name dan password.</li>
</ul>
</li>
</ul>
</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-15563255084833660902012-05-31T02:16:00.001-07:002012-05-31T02:17:26.274-07:00Cara Daftar Paket Modem TelkomFlash<div dir="ltr" style="text-align: left;" trbidi="on">
<table border="0" cellpadding="5" cellspacing="0" style="height: 108px; width: 544px;"><tbody>
<tr><td class="cellTabTitle" style="background-color: #c00000; border: 1px solid #ffffff;"><span style="color: white;"><b class="textWhite">No</b></span></td> <td class="cellTabTitle" style="background-color: #c00000; border: 1px solid #ffffff;"><span style="color: white;"><b class="textWhite">Paket</b></span></td> <td class="cellTabTitle" style="background-color: #c00000; border: 1px solid #ffffff;"><span style="color: white;"><b class="textWhite">Kecepatan</b></span></td> <td class="cellTabTitle" style="background-color: #c00000; border: 1px solid #ffffff;"><span style="color: white;"><b class="textWhite">Batas Pemakaian Wajar</b></span></td> <td class="cellTabTitle" style="background-color: #c00000; border: 1px solid #ffffff;"><span style="color: white;"><b>Masa Aktif</b></span></td> </tr>
<tr> <td style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">1</span></td> <td style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">Rp 5.000</span></td> <td style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">maks. 384 kbps</span></td> <td style="background-color: #efefef; border: 1px solid #ffffff; width: 100px;"><span style="color: black;">15 MB</span></td> <td style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">1 hari</span></td> </tr>
<tr> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">2</span></td> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">Rp 50.000</span></td> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">maks. 384 kbps</span></td> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">200 MB</span></td> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">14 hari</span></td> </tr>
<tr> <td class="cellTabTitle" style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">3</span></td> <td class="cellTabTitle" style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">Rp 100.000</span></td> <td class="cellTabTitle" style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">maks. 384 kbps</span></td> <td class="cellTabTitle" style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">500 MB</span></td> <td class="cellTabTitle" style="background-color: #efefef; border: 1px solid #ffffff;"><span style="color: black;">30 hari</span></td> </tr>
<tr> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">4</span></td> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">Rp 200.000</span></td> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">maks. 512 kbps</span></td> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">1,5 GB</span></td> <td class="cellTabTitle" style="background-color: #dcdada; border: 1px solid #ffffff;"><span style="color: black;">30 hari</span></td> </tr>
</tbody> </table>
<span style="color: maroon;"><b><br /></b></span><br />
<span style="color: maroon;"><b>Langkah melakukan Registrasi telkomsel flash :</b></span><br />
<ol>
<li><b> </b>Melalui <b>*363#</b> (<a href="http://vikri-web.blogspot.com/">langsung dari ponsel/modem</a>). Ketik <b>*363#</b> dan OK/Call dari ponsel/modem-mu, kemudian <b>pilih menu no. 3 (Flash Unlimited)<a name='more'></a></b></li>
<li>Melalui SMS ke 3636<br /><b>Pembelian satu kali, tidak otomatis diperpanjang (<a href="http://vikri-web.blogspot.com/">hanya</a> berlaku untuk paket Rp 5.000 dan Rp 50.000): </b><br /> <ul>
<li> Ketik SMS dgn format : ULONharga paket</li>
<li> Contoh : UL ON 50000 atau UL ON 50 atau UL ON 50k</li>
</ul>
<b>Berlangganan (diperpanjang otomatis ketika masa aktif paket habis) : </b><br /> <ul>
<li>Ketik SMS dg<a href="http://vikri-web.blogspot.com/">n</a> format : ULREGharga paket</li>
<li> Contoh : UL REG 100000 atau UL REG 100 atau UL REG 100k</li>
</ul>
</li>
</ol>
<b><br /></b><br />
<span style="color: maroon;"><b>Cek Status Pemakaian telkomsel flash</b></span><br />
<ol>
<li> Melalui SMS dengan form<a href="http://vikri-web.blogspot.com/">a</a>t : <b>UL INFO</b> dan kirim SMS ke <b>3636 </b>(bebas biaya)</li>
</ol>
<br />
<span style="color: maroon;"><b>Berhenti berlangganan paket telkomsel flash</b></span><br />
<ol>
<li> Melalui SMS dengan format : <b>UL OFF</b> dan kirim SMS ke <b>3636</b> (bebas biaya)</li>
<li> Melalui akses <b>*363#</b> langsung dari ponsel/modem</li>
</ol>
</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-15217922800657112292012-05-31T02:12:00.000-07:002012-05-31T02:13:28.611-07:00Cara Daftar Paket Modem SmartFren.<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<img alt="SMS paket smart terbaru" class="aligncenter size-full wp-image-118" height="59" src="http://www.beritatekno.com/wp-content/uploads/2011/05/logo-smart-baru.jpg" title="SMS paket smart terbaru" width="200" /><br />
<span id="more-117"></span><br />
Paket berlangganan Internet terbaru Smart memiliki banyak pilihan. Untuk
Prabayar, Smart merilis Paket True Unlimited dan Paket Volume Based.
Untuk yang Pascabayarnya silahkan lihat di web aslinya karena kami tidak
membahasnya. Kami Hanya membahas Cara SMS paket smart terbaru yang
sangat berbeda dari cara berlangganan sebelumnya.
<br />
Ok tidak usah panjang lebar langsung saja ya Cara <a href="http://vikri-web.blogspot.com/"><span style="text-decoration: underline;">SMS paket smart terbaru</span> </a>untuk berlangganan internetnya.<br />
<h3>
SMS paket smart terbaru Paket True Unlimited</h3>
<span style="color: red;">Paket PREMIUM: Download s/d 384 Kbps dan Upload s/d 128 Kbps dengan cara:</span><br />
Ketik: Data [spasi] unl1 harganya Rp. 5.000 untuk sehari<br />
Ketik: Data [spasi] unl7 harganya Rp. 30.000 untuk 7 hari atau seminggu<br />
<a name='more'></a><br />
Ketik: Data [spasi] unl30 harganya Rp. 90.000 untuk 30 hari atau sebulan<br />
<span style="color: blue;">Kirim ke 123</span><br />
<span style="color: red;">Paket REGULAR: Download s/d 153 Kbps dan Upload s/d 128 Kbps dengan cara:</span><br />
Ketik: Data [spasi] R30 harganya Rp<a href="http://vikri-web.blogspot.com/">.</a> 45.000 untuk sebulan<br />
<span style="color: blue;">(paket ini hanya tersedia untuk bulanan saja)</span><br />
<span style="color: blue;">Kirim ke 123</span><br />
<h3>
SMS paket smart terbaru Paket Paket Volume Based</h3>
<span style="color: red;">Kecepatan Download s/d 3.1 Mbps dan Upload s/d 1.8 Mbps dengan cara:</span><br />
Ket<a href="http://vikri-web.blogspot.com/">i</a>k: Data [spasi] vol20 harganya Rp. 1.000 / 20 MB untuk sehari<br />
Ketik: Data [spasi] vol100 harganya Rp. 3.000 / 100 MB untuk sehari<br />
Ketik: Data [spasi] vol250 harganya Rp. 10.000 / 250 MB untuk 7 hari<br />
Ketik: Data [spasi] vol600 harganya Rp. 20.000 / 600 MB untuk 7 hari<br />
Ketik: Data [spasi] vol2000 harganya Rp. 50.000 / 2 GB untuk 30 hari<br />
Ketik: Data [spasi] vol6000 harganya Rp. 100.000 / 6 GB untuk 30 hari<br />
Ketik: Data [spasi] vol12000 harganya Rp. 150.000 / 12 GB untuk 30 hari<br />
<span style="color: blue;">Kirim ke 123</span></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-31352184653192971152012-05-17T06:33:00.004-07:002012-05-17T06:38:46.060-07:00Tarif dan Paket Internet Telkom Flexi (Trendy dan Classy)<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 class="topTitle">
</h2>
<div style="text-align: justify;">
<img alt="" class="alignleft" height="94" src="http://farm4.static.flickr.com/3419/3873246366_82e92f15ee_m.jpg" title="Telkom Flexi" width="147" />Melanjutkan tulisan sebelumnya (<a href="http://vikri-web.blogspot.com/"><b>tarif XL Prabayar</b></a>) tentang <a href="http://vikri-web.blogspot.com/"><b>tarif dan paket internet</b></a>, kali ini yang ingin saya informasikan adalah CDMA Flexi dari Telkom. Sekedar informasi, untuk <b>Telkom Flexi</b> sendiri sebelumnya telah memiliki 2 paket koneksi internet kaitannya dengan tarif, yaitu <i>Volume Based </i>(berdasarkan volume per kb) dan <i>Time Based</i>
(berdasarkan waktu per menit). Kedua paket tersebut tidak memerlukan
aktivasi, jadi bisa langsung, cukup dengan mengisikan parameter yang
sesuai dengan paket yang digunakan.<span id="more-3526"></span></div>
<div style="text-align: justify;">
Untuk <i>Flexi Volume Based</i>, parameter yang digunakan adalah: <b>username= telkomnet@flexi</b>, <b>username= telkom</b>, <b>dial number= #777</b><a href="http://www.blogger.com/goog_1020048026">.</a><a href="http://vikri-web.blogspot.com/"> </a>Sedangkan untuk <i>Flexi Time Based</i>, parameter yang digunakan adalah: <b>username= telkomnet@flexi-time</b>, <b>username= telkom</b>, <b>dial number= #777</b>. Untuk tarifnya sendiri adalah sebesar <b>Rp 3,-/kb</b> (untuk <i>Volume Based</i>) dan <b>Rp 200,-/menit</b> (untuk <i>Time Based</i>). Kedua paket tersebut di atas bisa dinikmati bagi pengguna Flexi Trendy dan Flexi Classy.<br />
<a name='more'></a></div>
<div style="text-align: justify;">
Selain paket dasar yang telah dimiliki oleh Telkom Flexi tersebut, ada paket lain yang bisa kita pilih yaitu paket <i>Unlimited</i>. Sesuai dengan namanya, paket ini tidak dibatasi dengan berapa besar data yang kita download dan <span class="IL_AD" id="IL_AD3">upload</span>, juga tidak dibatasi berapa menit kita online. Yang menjadi batasan di sini adalah waktu dalam hitungan harian dan mingguan.</div>
<div style="text-align: justify;">
Tariff yang ditawarkan untuk paket unlimited ini adalah sebagai berikut:</div>
<ul>
<li style="text-align: justify;"><b>Tarif harian</b> (per 24 jam), untuk <i>Flexi Trendy</i> sebesar <b>Rp 2.500,-</b> (termasuk pajak). Untuk <i>Flexi Classy</i> sebesar <b>Rp 2.250,-</b> (termasuk pajak).</li>
<li style="text-align: justify;"><b>Tarif mingguan</b> (per 7 x 24 jam), untuk <i>Flexi Trendy</i> sebesar <b>Rp 15.000,-</b> (termasuk pajak). Untuk <i>Flexi Classy</i> sebesar <b>Rp 13.500,- </b>(termasuk pajak).</li>
<li style="text-align: justify;"><b>Tarif bulanan</b> (per 30 x 24 jam), untuk <i>Flexi Trendy</i> sebesar <b>Rp 50.000,-</b> (termasuk pajak). Untuk <i>Flexi Classy</i> sebesar <b>Rp 45.000,-</b> (termasuk pajak).</li>
</ul>
<div style="text-align: justify;">
Cara aktivasi paket internet unlimited adalah dengan mengirimkan SMS ke nomor <b>2255</b> dengan format: <b>Reg[spasi]harian</b> (untuk paket <i>unlimited harian</i>), <b>Reg[spasi]mingguan</b> (untuk paket <i>unlimited mingguan</i>), dan <b>Reg[spasi]bulanan</b> (untuk paket <i>unlimited bulanan</i>). Selanjutnya kita akan mendapatkan jawaban berisi <i>username</i> (xxx@free), <i>password</i>, dan informasi <i>dial up number</i>-nya. Untuk berhenti berlangganan sama caranya, yaitu dengan mengirim SMS ke nomor 2255 dengan format SMS: <b>STOP</b>. Jadi jika kita ingin berganti paket, kita harus berhenti dulu dari paket yang sedang aktif<a href="http://vikri-web.blogspot.com/">,</a> setelah ada notifikasi jawaban dari operator, baru kita mendaftarkan ke paket yang lain (info: <i>setelah kita menghentikan paket, ada jeda waktu sekitar 1 jam sebelum benar-benar berhenti paket yang telah kita STOP tadi</i>).</div>
<div style="text-align: justify;">
Yang harus diingat di sini adalah bahwa sisa pulsa yang kita miliki mencukupi untuk mengikuti paket internet tersebut (<i>Flexi Trendy</i>), atau tidak ada tunggakan pembayaran (<i>Telkom Classy</i>).</div>
<div style="text-align: justify;">
Soal kecepatan sendiri, dari pihak Telkom menyatakan bahwa kecepatan yang bisa diraih adalah <b>153Kbps (up to)</b>.<br />
Paket promosi ini sendiri <i>berlaku sampai dengan 31 Oktober 2009</i>.<br />
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Sumber: <a href="http://www.telkomflexi.com/" target="_blank">www.telkomflexi.com</a></div>
</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-91458951461744072612012-05-14T19:42:00.000-07:002012-05-14T19:43:50.132-07:00Album Kebudayaan Masyarakat Awal di Indonesia dan Pengruh Kebudayaan Dongson Dan Sahyun Dalam Perkembangan awal Masyarakat Indonesia (Sejarah)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div align="center" class="MsoNormal" style="margin-left: 36.0pt; mso-list: l1 level1 lfo1; tab-stops: list 18.0pt; text-align: center; text-indent: -36.0pt;">
<span lang="EN-US">A.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Kebudayaan Masyarakat Awal di
Indonesia</span></div>
<div align="center" class="MsoNormal" style="margin-left: 18.0pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l1 level2 lfo1; tab-stops: list 45.0pt; text-indent: -45.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US">1.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Zaman Paleolithikum</span></b></div>
<div class="MsoNormal" style="margin-left: 72.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<span lang="EN-US"> <u>a.Kapak Genggam Biasa</u></span></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<img alt="15" height="154" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" width="94" /><span lang="EN-US">Digunakan
sebagai alat pemotong.</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<span lang="EN-US">b. Kapak Genggam
Mirip Beliung</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<img alt="sej101_05" height="161" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image004.jpg" width="84" /><span lang="EN-US">Kapak
ini berujung runcing, di pakai untuk menguliti binatang atau mencungkil
umbi-umbian.</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<span lang="EN-US">c. Kapak Dengan
Permukaan Terpecah</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<img alt="Kapak-Batu-Ini-Berusia-1,7-Juta-Tahun-UnicdanLucu" height="171" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image006.jpg" width="228" /><span lang="EN-US">Dipakai sebagai pemecah tulang atau semacam peluru untuk membunuh
binatang.</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l1 level2 lfo1; tab-stops: list 45.0pt; text-indent: -45.0pt;">
<span lang="EN-US">2.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Zaman Mesolithikum.</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level1 lfo2; tab-stops: list 54.0pt; text-indent: -18.0pt;">
<span lang="EN-US">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Kapak Genggam (Pebble)</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="55" height="135" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image008.jpg" width="204" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Dikenal juga
dengan istilah sumatralith, permukaanya sudah rapi dan halus.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br />
<a name='more'></a><br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level1 lfo2; tab-stops: list 54.0pt; text-indent: -18.0pt;">
<span lang="EN-US">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Alat-alat Tulang</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="Alat-Tulang" height="158" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image010.jpg" width="264" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Alat tulang ini
kemungkinan dipergunakan sebagai mata tombak, pencukil atau belati.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level1 lfo2; tab-stops: list 54.0pt; text-indent: -18.0pt;">
<span lang="EN-US">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Alat Serpih Bilah (Flakes
Culture)</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="alat serpih1" height="187" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image011.jpg" width="228" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Dari kebudayaan
Toala, SulSel. Alat ini berguna sebagai alat serut, gurdi dan penusuk.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l1 level2 lfo1; tab-stops: list 45.0pt; text-indent: -45.0pt;">
<span lang="EN-US">3.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Zaman Neolithikum</span></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l1 level3 lfo1; tab-stops: list 54.0pt; text-indent: -81.0pt;">
<span lang="EN-US">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Kapak Persegi</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="Gambar-4" height="161" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image013.jpg" width="228" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Kapak ini
digunakan sebagai alat pemotong dan pembelah.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l1 level3 lfo1; tab-stops: list 54.0pt; text-indent: -81.0pt;">
<span lang="EN-US">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Kapak Lonjong.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="kapak-lonjong-1" height="187" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image015.jpg" width="228" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Kapak ini
digunakan sebagai mas kawin.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l1 level3 lfo1; tab-stops: list 54.0pt; text-indent: -81.0pt;">
<span lang="EN-US">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Gerabah</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="sss" height="180" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image017.jpg" width="240" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Sebagai wadah
keperluan sehari-hari.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt; text-indent: -9.0pt;">
<span lang="EN-US">4. Zaman Megalithikum</span></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<span lang="EN-US">a.Menhir</span></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<img alt="menhir_mahat3" height="236" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image019.jpg" width="135" /></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<span lang="EN-US">Digunakan sebagai media penghormatan atau lambang orang yang
meninggal. </span></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<span lang="EN-US">b. Waruga</span></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<img alt="01_Waruga Graves" height="228" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image021.jpg" width="171" /></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<span lang="EN-US">Sebagai wadah atau kubur orang yang meninggal.</span></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<span lang="EN-US">c.Punden Berundak</span></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<img alt="12715720" height="152" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image023.jpg" width="240" /></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<span lang="EN-US">Sebagai tempat pemujaan terhadap roh nenek moyang</span></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l1 level3 lfo1; tab-stops: list 54.0pt; text-indent: -81.0pt;">
<span lang="EN-US">d.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Kubur Batu</span></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<img alt="kubur batu2 ya" height="251" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image025.jpg" width="213" /></div>
<div class="MsoNormal" style="margin-left: 99.0pt; text-indent: -63.0pt;">
<span lang="EN-US">Digunakan sebagai kuburan dan sebagian besar membujur dari arah
timur ke barat</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l1 level3 lfo1; tab-stops: list 54.0pt; text-indent: -81.0pt;">
<span lang="EN-US">e.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Sarcophagus</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="sarcophagus" height="147" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image027.jpg" width="252" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Digunakan
sebagai penguburan. Hampir mirip dengan kubur batu tetapi memiliki tutup diatasnya.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">f.Dolmen</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="765811_l" height="184" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image029.jpg" width="240" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Berfungsi
sebagai pelinggih roh atau tempat sesaji dikalangan masyarakat zaman itu.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 117.0pt; mso-list: l1 level3 lfo1; tab-stops: list 45.0pt; text-indent: -81.0pt;">
<span lang="EN-US">f.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US">Arca Batu</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="airlangga_09" height="176" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image031.jpg" width="264" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Sebagai
Personifikasi dari nenek moyang yang dijadikan obyek pemujaan.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 90.0pt; mso-list: l0 level2 lfo2; tab-stops: list 45.0pt; text-indent: -63.0pt;">
<span lang="EN-US">5.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Zaman Logam</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l2 level1 lfo3; tab-stops: list 54.0pt; text-indent: -18.0pt;">
<span lang="EN-US">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Nekara</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="nekara perunggu" height="216" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image033.jpg" width="210" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Memiliki fungsi
sebagai alat upacara, bentuknya seperti gederang besar, berpinggang di
tengahnya, dan berbentuk seperti genderang.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l2 level1 lfo3; tab-stops: list 54.0pt; text-indent: -18.0pt;">
<span lang="EN-US">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Kapak Corong</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="Kapak corong" height="262" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image035.jpg" width="171" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Digunakan
sebagai alat upacara, atau sebgai tanda kebesaran dari kepala suku dan pemimpin
masyarakat yang lain.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l2 level1 lfo3; tab-stops: list 54.0pt; text-indent: -18.0pt;">
<span lang="EN-US">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Candrasa</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<img alt="sej102_20" height="212" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image036.gif" width="132" /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="EN-US">Digunakan
sebagai alat upacara. Candrasa merupakan bukti bahwa kemampuan bangsa Indonesia
dalam membuat benda perunggu sangat tinggi.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<ol start="2" style="margin-top: 0cm;" type="A">
<li class="MsoNormal" style="mso-list: l1 level1 lfo1; tab-stops: list 36.0pt;"><span lang="EN-US">Pengruh Kebudayaan Dongson Dan Sahyun Dalam Perkembangan awal
Masyarakat Indonesia.</span></li>
</ol>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l1 level2 lfo1; tab-stops: list 45.0pt; text-indent: -45.0pt;">
<span lang="EN-US">1.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Pengaruh Kebudayaan Dongson.</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<img alt="pejeng" height="195" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image038.jpg" width="264" /> </div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt;">
<img alt="nekara perunggu" height="217" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image039.jpg" width="211" /></div>
<div class="MsoNormal" style="margin-left: 72.0pt; mso-list: l1 level2 lfo1; tab-stops: list 45.0pt; text-indent: -45.0pt;">
<span lang="EN-US">2.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Pengaruh Kebudayaan Sahuynh
kalanay.</span></div>
<div class="MsoNormal" style="margin-left: 54.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 54.0pt;">
<img alt="sss" height="243" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image041.jpg" width="324" /></div>
<div class="MsoNormal" style="margin-left: 99.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 99.0pt;">
<br /></div>
</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-68667480198073677982012-05-14T19:33:00.001-07:002012-05-14T19:42:55.580-07:00Makalah Tentang lompat jauh, Lempar lembing, Tolak peluru (Penjaskes)<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h3 style="margin-left: 14.2pt; mso-list: l1 level1 lfo1; text-indent: -14.2pt;">
<span lang="EN-US">1.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="EN-US">Lempar Lembing </span></h3>
<div class="MsoNormal" style="margin-left: 7.1pt;">
<span lang="EN-US">
Lempar lembing termasuk salah satu nomor lempar dalam cabang olahraga atletik,
prestasi yang diukur adalah hasil lemparan sejauh mungkin. Ada beberapa teknik dasar yang harus dikuasai
oleh atlet lempar lembing yaitu : cara <br />
<a href="http://www.blogger.com/blogger.g?blogID=2030648972093341908" name="more"></a>memegang lembing, cara membawa lembing, lempar lembing tanpa
awalan, dan lempar lembing dengan awalan. Lembing yang digunakan terbuat dari
logam untuk Putra beratnya 800 gram dengan panjang 2,70 m, sedangkan Putri
beratnya 600 gram dengan panjang 2,30 m. <br />
Teknik dalam lempar lembing. yang pertama, yaitu: </span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; text-indent: 21.25pt;">
<span lang="EN-US"><br />
<b>Cara Memegang</b></span><b>;</b><span lang="EN-US"> <br />
<u>1. Cara Finlandia</u></span><u></u></div>
<div class="MsoNormal" style="margin-left: 7.1pt; text-indent: 1.0cm;">
<span lang="EN-US">Pertama lembing diletakkan pada telapak tangan dengan ujung atau
mata lembing serong hamper menuju arah badan. Kemudian jari tengah memegang
tepian atau pangkal ujung dari tali bagian belakang (dilingkarkan, dibantu
dengan ibu jari ndiletakkan pada tepi belakang dari pegangan dan pada badan
lembing. Jari telunjuk harus lemas ke belakang membantu menahan badan lembing.
Sedangkan jari-jari yang lainnya turut memegang lilitan pegangan di atasnya
dalam keadaan lemas. Dengan cara Finlandia ini, jari tengah dan ibu jari yang
memegang peranan penting untuk mendorong tali pegangan pada saat melempar (Syarifuddin,
1992). </span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; text-indent: 1.0cm;">
<br /></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt;">
<u>2.<span lang="EN-US">Cara Amerika</span></u><span lang="EN-US"><br />
</span> <span lang="EN-US">Pertama
lembing diletakkan pada telapak tangan, dengan ujung atau mata lembing serong
hamper menuju kea rah badan. Kemudian jari telunjuk memegang tepian atau
pangkal dari ujung tali bagian belakang lembing, dibantu dengan ibu jari
diletakkan pada tepi belakang dari pegangan dan pada badan lembing serta dalam
keadaan lurus. Sedangkan ketiga jari lainya berimpit dan renggang dengan jari
telunjuk turut membantu dan menutupi lilitan tali lembing. Jadi dengan pegangan
cara Amerika ini jari telunjuk dan ibu jari memegang peranan mendorong tali
pegangan lembing pada saat melempar (Syarifuddin, 1992).</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt;">
<u><span lang="EN-US">3. </span></u><u>C<span lang="EN-US">ara </span></u><u>M<span lang="EN-US">enjepit</span></u><span lang="EN-US"><br />
</span> <span lang="EN-US">caranya
hanya menjepitkan lembing diantara dua jari tengah dan jari telunjuk, sedangkan
jari jari lainnya memegang biasa. </span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt;">
<span lang="EN-US"><br />
<b style="mso-bidi-font-weight: normal;">Peraturan lomba lempar lembing</b> </span>;<span lang="EN-US"><br />
</span>a. <span lang="EN-US">Lembing
terdiri atas 3 bagian yaitu mata lembing, badan lembing dan tali pegangan
lembing <br />
Panjang lembing putra : 2,6 m – 2,7 m sedangkan untuk putri : 2,2 m – 2,3 m.
berat lembing putra : 800 gram sedangkan untuk putrid : 600 gram <br />
b. Lembing harus dipegang pada tempat pegangan <br />
c. Lemparan sah bila lembing menancap atau menggores ke tanah <br />
d. Lemparan tidak sah bila sewaktu melempar menyentuh tanah di depan lengkung
lemparan</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US"><br />
Cara membawa lembing</span></b><span lang="EN-US"> </span>;<span lang="EN-US"><br />
Cara mengambil
awalan pada lempar lembing sangat erat kaitannya dengan cara membawa lembing.
Oleh karena itu perlu juga diketahui oleh para atlet lempar lembing</span>;</div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt;">
<span lang="EN-US"><br />
<u>1. Membawa lembing diatas pundak</u> <br />
</span> <span lang="EN-US">Lembing dipegang di
atas pundak di samping kepala dengan mata lembing serong ke atas, siku tangan
dilipat atau ditekuk menuju depan. Cara ini digunakan oleh para pelempar yang
menggunakan awalan gaya jangkit (hop-step) pada waktu akan melempar. <br />
<u>2. Membawa lembing Di bawah <br />
</u></span> <span lang="EN-US">Membawa
lembing di bawah adalah dengan lengan kanan lurus ke bawah, mata lembing menuju
serong ke atas dan ekornya menuju serong ke bawah hamper dekat dengan tanah. <br />
<u>3. Membawa lembing di depan dada</u> <br />
</span> <span lang="EN-US">Mata
lembing menuju serong ke bawah sedangkan ekornya menuju serong ke atas melewati
pundak sebelah kanan.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt;">
<br />
<a name='more'></a><span lang="EN-US"><br />
<b>Awalan </b><b><br />
</b>Dalam lempar lembing ada dua macam awalan yang sering digunakan, yaitu :
awalan silang (cross-step) dan awalan jangkit (hop-step). Lempar lembing yang mempergunakan
awalan silang (sross-step) lebih dikenal dengan lempar lembing gaya silang,
sedangkan lempar lembing yang mempergunakan awalan jingkat (hop-step) lebih
dikenal dengan lempar lembing gaya jingkat (Adisasmita, 1986).</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt;">
<span lang="EN-US"><br />
<b>Gerakan Melempar </b><b><br />
</b>Saat kaki kiri mendarat, kaki kanan ditekuk hingga badan benar-benar jauh
condong ke belakang dan badan sebagian besar pada kaki kanan. Pada saat ini
lengan yang membawa lembing sudah dalam sikap lurus serong ke bawah, mata
lembing dan pandangan terarah kesudut lemparan dan tangan kiri tetap rileks.
Saat inilah terjadi sikap melempar yang sebenarnya. Setelah lembing ditarik
melaui pundak/bahu mendekat telinga, seluruh badan ditinggikan dan dengan
secepat-cepatnya melecutkan lembing. Bersamaan dengan itu lepasnya lembing
dengan hentakan pergelangan tangan sebagai sumber kekeuatan terakhir
(Adisasmita, 1986)</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt;">
<span lang="EN-US"><br />
<b>Sikap Badan Setelah Melempar </b><b><br />
</b>Dengan lepasnya lembing dari pergelangan tangan secara otomatis
keseimbangan atau yang lebih dikenal dengan titik berat badan akan menjadi
labil dan hilang. Hal ini disebabkan kekuatan yang yang dikeluarkan untuk
melempar dimulai dari kaki sampai kepergelangan tangan yang diawali kecepatan
lari . sehingga secara ototomatis kaki yang menjadi tumpuan untuk titik berat
badan tidak bias menahan badan yang terdorong ke depan untuk itu, agar
keseimbangan dapat terjaga dan dikembalikan secara baik, maka pada saat tubuh
condong kedepan, tangan yang melempar lembing turun dari hasil pecutan yang
dilakukan.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt; text-indent: 7.1pt;">
<span lang="EN-US"><br />
<b>Persyaratan Suatu Lemparan Yang Syah</b></span><b>;</b></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt; text-indent: 7.1pt;">
<span lang="EN-US"><br />
- Lembing harus di pegang pada bagian pegangannya<b>,</b> dan harus
di lempar lewa<b>t </b>atas bahu atau bagian teratas dari lengan si
pelempar dan harus tidak dilempar secara membandul.Gaya non orthodox tidaklah
di izinkan untuk dipakai.<br />
- Lemparan itu tidak syah apabila mata lembing tidak menggores tanah sebelum
bagian lembing lainnya.<br />
- Pelempar pada waktu membuat awalan lempar tidak boleh memotong salah satu
garis atau jalur paralel.<br />
- Lemparan tidak syah bila si pelempar menyentuh dengan bagian tubuhnya atau anggota
badan garis lempar, atau garis perpanjangan (garis lempar) yang siku-siku
terhadap garis paralel, atau menyentuh tanah didepan garis lempar dan
garis-garis itu semua.<br />
- Sesudah membuat gerakan awalan lempar sampai lembingnya dilepaskan dan
mengudara, tidak sekali-kali pelempar memutar tubuhnya penuh sehingga
punggungnya membelakangi sektor lemparan.<br />
- Pelempar tidak boleh meninggalkan jalur lari awalan sebelum lembing yang
dilemparkan jatuh ke tanah. Dari sikap berdiri meninggalkan jalur lari awalan dari
belakang lengkung garis lempar dan garis perpanjangan. </span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt; text-indent: 7.1pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt;">
<b><span lang="EN-US">Peralatan lembing</span></b><b>;<span lang="EN-US"></span></b><span lang="EN-US"><br />
- Konstruksi : Lembing terdiri dari 3 bagian : (1) mata lembing (2) badan
lembing dan (3) tali pegangan<br />
- Badan lembing di buat dari metal dan pada ujung depan terpasang kokoh sebuah
mata lembing yang runcing<br />
- Tali pegangan (melilit pada badan lembing) berada dititik pusat gravitasi dan
tidak melibihi garis tengah badan lembing dari 8 mm. Lilitan tali pegangan
lembing harus sama tebal dan bergerigi, tanpa sabuk atau benjolan.<br />
- Panjang lembing untuk putra adalah 2,6 – 2,7 m dan putri adalah 2,2 – 2,3 m.
Berat untuk putra 800 gr dan putri 600 gr.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt;">
<span lang="EN-US"><br />
<b>Jalur Lari Awalan</b></span><b>;</b><span lang="EN-US"><br />
- Panjang jalur awalan lempar harus tidak lebih dari 36,5 m dan tak kurang dari
30 m dan harus di batasi dengan dua garis paralel selebar 5 cm yang saling
terpisah sejauh 4 m.<br />
- Kemiringan kesamping dari jalur lari awalan max 1 : 1.000.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt;">
<span lang="EN-US"><br />
<b>Garis Lengkung Lemparan</b></span><b>;</b><span lang="EN-US"><br />
- Lemparan harus dilakukan dari </span><a href="http://grandmall10.files.wordpress.com/2010/01/5.jpg"><img align="left" border="0" height="203" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" width="323" /></a><span lang="EN-US">belakang
garis lengkung lempar atau sebuah busur dengan jari-jari 8 cm. Garis lempar ini
terdiri dari garis batas lempar dicat putih selebar 7 cm, atau terbuat dari
kayu atau metal dan dipasang rata dengan tanah. Garis lempar ini di perpanjang
ke arah kanan dan kiri 75 cm di buat siku-siku atau tegak lurus dengan garis
paralel 4 m. Garis perpanjangan inipun dicat putih, lebar 7 cm dan panjangnya
0,75 m.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; tab-stops: 35.45pt 42.55pt;">
<span lang="EN-US"><br />
<b>sektor Lemparan</b></span><b>;</b><span lang="EN-US"><br />
- Semua
lemparan (lembing) yang di anggap syah harus jatuh di dalam sektor lemparan,
suatu daerah yang dibatasi oleh garis 5 cm di sebelah kanan dan kiri garis
lempar. Garis 5 cm ini di buat di tanah dari titik A yaitu titik dari busur
atau garis lempar, garis itu ditarik melalui titik Bdan C pada titik mana busur
atau garis lempar itu berpotongan dengan garis 5cm untuk membentuk sektor
lemparan. Sektor lemparan ini boleh atau dapat di beri tanda jarak : 30 cm, 50
cm, 70 cm, dst. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<h3>
2.T<span lang="EN-US">olak </span>P<span lang="EN-US">eluru </span></h3>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; text-indent: 1.0cm;">
<span class="apple-style-span"><b><span lang="EN-US">Tolak peluru</span></b><span lang="EN-US"> adalah salah satu cabang olahraga <a href="http://id.wikipedia.org/wiki/Atletik" title="Atletik"><span style="color: black; text-decoration: none;">atletik</span></a>.
Atlet tolak peluru melemparkan bola besi yang berat sejauh mungkin. Berat
peluru:</span></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 18.0pt; margin-bottom: 1.2pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto;"><span class="apple-style-span"><span lang="EN-US">Untuk senior putra = 7.257 kg</span></span></li>
<li class="MsoNormal" style="line-height: 14.25pt; margin-bottom: 1.2pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto;"><span lang="EN-US">Untuk senior
putri = 4 kg</span></li>
<li class="MsoNormal" style="line-height: 14.25pt; margin-bottom: 1.2pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto;"><span lang="EN-US">Untuk yunior
putra = 5 kg</span></li>
<li class="MsoNormal" style="line-height: 14.25pt; margin-bottom: 1.2pt; mso-list: l0 level1 lfo2; mso-margin-top-alt: auto;"><span lang="EN-US">Untuk yunior
putri = 3 kg</span></li>
</ul>
<div class="MsoNormal" style="line-height: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Tolak Peluru (Shot Put)</span></b></span><span lang="EN-US"><br />
<span class="apple-style-span">Teknik-teknik yang perlu dipelajari dalam tolak
peluru antara lain:</span><br />
<span class="apple-style-span"><u>A. Teknik Memegang Peluru</u></span><br />
<span class="apple-style-span">Cara memegang peluru, yaitu:</span><br />
<span class="apple-style-span">1. Peluru diletakkan pada telapak tangan bagian
atas</span><br />
<span class="apple-style-span">2. Jari-jari tangan direnggangkan atau dibuka,
jari manis, jari tengah, dan jari telunjuk dipergunakan untuk menekan dan
memegang peluru bagian belakang. Sedangkan jari kelingking dan ibu jari
dipergunakan untuk memegang atau menahan peluru bagian samping agar tidak jatuh
atau tergelincir.</span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><span lang="EN-US">3. Setelah peluru
tersebut dipegang dengan baik, kemudian letakkan pada bahu dan menmpel
(melekat) di leher. Siku diangkat ke samping, sedikit serong ke depan.</span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><span lang="EN-US">4. Pada waktu memegang
dan meletakkan peluru pada bahu, usahakan agar seluruh badan dan tangan dalam
keadaan lemas (rileks). Tangan dari lengan yang lain membantu menjaga
keseimbangan.</span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">B. Teknik Sikap Badan pada Waktu akan Menolak</span></b></span><span lang="EN-US"><br />
<span class="apple-style-span">Terdapat 2 teknik sikap badan pada waktu akan
menolak, yaitu:</span><br />
<span class="apple-style-span">a. <u>Gaya ortodok (menyamping)</u></span><br />
<span class="apple-style-span">Berdiri tegak menyamping kea rah tolakan, kedua
kaki dibuka lebar (kangkang), kaki kiri lurus ke depan, kaki kanan dibengkokkan
ke depan, sedikit serong ke samping kanan, berat badan berada pada kaki kanan,
dan badan agak condong ke samping kanan. Tangan kanan memegang peluru pada bahu
(pundak), tangan kiri dibengkokkan, berada di depan sedikit agak serong ke atas
lemas. Tangan kiri berfungsi untuk membantu dan menjaga keseimbangan. Pandangan
diarahkan kea rah sasaran (tolakan).</span><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><span lang="EN-US">b. <u>Gaya O’Brien
(membelakangi)</u></span></span><span lang="EN-US"><br />
<span class="apple-style-span">Hal yang membedakan antara gaya ortodoks dan gaya
O’Brien adalah sikap awal. Pada gaya ortodoks sikap badan menyamping, sedangkan
pada gaya O’Brien membelakangi arah tolakan.</span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span lang="EN-US"><br />
<span class="apple-style-span"><b style="mso-bidi-font-weight: normal;">C. Cara
Mengambil Awalan (Ancang-Ancang)</b></span><br />
<span class="apple-style-span">a. <u>Cara menyamping (ortodoks)</u></span><br />
<span class="apple-style-span">Bila menggunakan gaya ortodoks, sikap badan
menyamping arah tolakan mulai dari sikap permulaan sampai dengan bergerak ke
depan untuk menolakkan peluru.</span><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><span lang="EN-US">b. <u>Cara membelakangi
lawan (O’Brien)</u></span></span><span lang="EN-US"><br />
<span class="apple-style-span">Bila menggunakan gaya O’Brien, sikap badan
membelakangi arah tolakan mulai dari sikap permulaan sampai dengan bergerak ke
depan untuk menolakkan peluru.</span><br />
<span class="apple-style-span">Gaya tolak peluru denagn membelakangi itu disebut
juga gaya O’Brien, karena orang yang pertama kali mempergunakan dan sekaligus
memperkenalkan gaya tersebut bernama Parry O’Brien. Gaya tersebut dipergunakan
pada saat penyelenggaraan Olimpiade Helsinky pada tahun 1952.</span><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">D. Teknik Setelah Gerakan Akhir Menolak</span></b></span><span lang="EN-US"><br />
<span class="apple-style-span">Teknik setelah gerakan akhir menolak, yaitu:</span><br />
<span class="apple-style-span">a. Setelah peluru lepas dari tangan, secepatnya
kaki belakang diturunkan atau mendarat menempati tempat kaki depan/kaki tumpu
dengan lutut agak dibengkokkan.</span><br />
<span class="apple-style-span">b. Selanjutnya kaki tumpu diangkat ke belakang
lururs dan lemas untuk membantu menjaga keseimbangan.</span><br />
<span class="apple-style-span">c. Badan condong ke samping kiri depan, dagu
diangkat, pandangan ke arah jatuhnya peluru.</span><br />
<span class="apple-style-span">d. Tangan kanan dibengkokkan berada di depan
sedikit agak ke bawah badan, tangan atau lengan kiri lemas lurus ke belakang
untuk membantu menjaga keseimbangan.</span><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">E. Hal-Hal yang Harus Dihindari dalam Tolak Peluru Awalan Membelakangi</span></b></span><span lang="EN-US"><br />
<span class="apple-style-span">Hal-hal yang harus dihindari sebagai berikut:</span><br />
<span class="apple-style-span">a. Sikap posisi awal tidak seimbang, kaki kanan
melakukan gerakan lompatan.</span><br />
<span class="apple-style-span">b. Tidak menarik kaki kanan cukup jauh ke bawah
badan.</span><br />
<span class="apple-style-span">c. Mendarat dengan kaki kanan menghadap ke
belakang.</span><br />
<span class="apple-style-span">d. Gerakan kaki terlalu ke samping kiri.</span><br />
<span class="apple-style-span">e. Terlalu cepat menggerakkan badan.</span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">F. Hal-Hal yang Harus Diperhatikan dalam Tolak Peluru Awalan
Membelakangi</span></b></span><span lang="EN-US"><br />
<span class="apple-style-span">Hal-hal yang harus diperhatikan sebagai berikut:</span><br />
<span class="apple-style-span">a. Pelihara kaki selalu rendah dan bertahan
kuat-kuat.</span><br />
<span class="apple-style-span">b. Lakukan gerakan kaki kiri mendorong ke belakang</span><br />
<span class="apple-style-span">c. Usahakan pinggang kiri dan bahu menghadap ke
belakang jauh.</span><br />
<span class="apple-style-span">d. Putarlah kaki kanan ke dalam selama meluncur.</span><br />
<span class="apple-style-span">e. Usahakan lengan kiri dalam posisi tertutup.</span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; vertical-align: baseline;">
<span class="apple-style-span"><b style="mso-bidi-font-weight: normal;">G<span lang="EN-US">. Hal Yang Perlu
Diperhatikan Dalam Teknik Tolak Peluru</span></b></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; text-indent: 35.45pt;">
<span class="apple-style-span"><span lang="EN-US">Ketentuan
diskualifikasi/kegagalan peserta tolak peluru : - Menyentuh balok batas
sebelah atas - Menyentuh tanah di luar lingkaran - Keluar masuk lingkaran dari
muka garis tengah - Dipangil selama 3 menit belum menolak - Peluru di taruh di
belakang kepala - Peluru jatuh di luar sektor lingkaran - Menginjak garis
lingkar lapangan - Keluar lewat depan garis lingkar - Keluar lingkaran tidak
dengan berjalan tenang - Peserta gagal melempar sudah 3 kali lemparan</span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; text-indent: 35.45pt;">
<span lang="EN-US"><br />
</span><span class="apple-style-span"> <span lang="EN-US">Beberapa
hal yang disarankan : Bawalah tungkai kiri merendah Dapatkan keseimbangan
gerak dari kedia tungkai, dengan tungkai kiri memimpin di belekang Menjaga agar
bagian atas badan tetap rileks ketika bagian bawah bergerak Hasilkan rangkaian
gerak yang cepat dan jauh peda tungkai kanan Putar kaki kanan ke arah dalam
sewaktu melakukan luncuran Pertahankan pinggul kiri dan bahu menghadap ke
belakang selama mungkin Bawalah tangan kiri dalam sebuah posisi mendekati badan
Tahanlah sekuat-kuatnya dengan tungkai kiri</span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt; text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><u><span lang="EN-US">Beberapa hal yang harus dihindari</span></u><span lang="EN-US"> : Tidak memiliki keseimbanagn dalam sikap permulaan Melakukan
lompatan ketika meluncur dengan kaki kanan Mengangkat badan tinggi ketika
melakukan luncuran Tidak cukup jauh menarik kaki kanan di bawah badan Mendarat
dengan kaki kanan menghadap ke belakang Menggerakkan tungkai kiri terlalu
banyak ke samping Terlalu awal membuka badan Mendarat dengan badan menghadap ke
samping atau ke depan</span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt;">
<span class="apple-style-span"><span lang="EN-US"> </span><span lang="EN-US"> <b style="mso-bidi-font-weight: normal;">Peralatan</b></span></span><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;">;</b></span><b style="mso-bidi-font-weight: normal;"></b></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><span lang="EN-US">Alat yang di gunakan : - Rol Meter
- Bendera Kecil - Kapur / Tali Rafia - Peluru </span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><span lang="EN-US">a. Untuk senior putra = 7.257 kg </span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><span lang="EN-US">b. Untuk senior putri = 4 kg </span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><span lang="EN-US">c. Untuk yunior putra = 5 kg </span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><span lang="EN-US">d. Untuk yunior putri = 3 kg </span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><span lang="EN-US">- Obrient : gaya membelakangi arah
tolakan </span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><span lang="EN-US">- Ortodox : gaya menyamping</span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"> <b style="mso-bidi-font-weight: normal;"><span lang="EN-US">Lapangan Tolak Peluru</span></b></span><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;">;</b></span><b style="mso-bidi-font-weight: normal;"></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span class="apple-style-span"><span lang="EN-US"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJRV5WL74UnfAYEGjNLE7gzXa8t27aMzSXjdq3YxwuAB3u1OO2-d5ULPnpvStL_eGHHD6J0m_Z2C6MHsISbL09G1_ci_T7dXKI7Xgw321GMuXagZ3c1KUZSaoxbzMAHJcQJqK-tMf-UEE/s1600/tol.jpg"><span style="color: black; text-decoration: none;"><img border="0" height="153" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image003.jpg" width="200" /></span></a></span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 7.1pt;">
<span class="apple-style-span"><u><span lang="EN-US">Konstruksi :</span></u><span lang="EN-US"> </span></span><span class="apple-style-span"></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 35.45pt; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">
<span class="apple-style-span"><span lang="EN-US" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span class="apple-style-span"><span lang="EN-US">Lingkaran tolak peluru harus dibuat dari besi, baja ata bahan lain
yang cocok yang dilengkungkan, bagian atasnya harus rata dengan permukaan tanah
luarnya. Bagian dalam lingkaran tolak dibuat dari emen , aspal atau bahan lain
yang padat tetapi tidak licin. Permukaan dalam lingkaran tolak harus datar
anatara 20 mm sampai 6 mm lebih rendah dari bibir atas lingkaran besi. </span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 35.45pt; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">
<span class="apple-style-span"><span lang="EN-US" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span></span><span class="apple-style-span"><span lang="EN-US">Garis lebar 5 cm harus dibuat di atas lingkaran besi menjulur
sepanjang 0.75 m pada kanan kiri lingkaran garis ini dibuat dari cat atau kayu.
o Diameter bagian dalam lingkaran tolak adalah 2,135 m. Tebal besi lingkaran
tolak minimum 6 mm dan harus di cat putih. </span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 35.45pt; mso-list: l2 level1 lfo3; text-indent: -14.15pt;">
<span class="apple-style-span"><span lang="EN-US" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span></span><span class="apple-style-span"><span lang="EN-US">Balok penahan dibuat dari kayu atau
bahan lain yang sesuai dalam sebuah busur/lengkungan sehingga tepi dalam
berhimpit dengan tepi dalam lingkaran tolak, sehingga lebih kokoh. </span></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-left: 35.45pt; mso-list: l2 level1 lfo3; text-indent: -18.0pt;">
<span lang="EN-US" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span class="apple-style-span"><span lang="EN-US">Lebar
balok 11,2-30 cm, panjangnya 1,21-1,23 m di dalam, tebal 9,8-10,2 cm.</span></span></div>
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<h3>
3.L<span lang="EN-US">ompat </span>J<span lang="EN-US">auh </span></h3>
<div class="MsoNormal" style="margin-left: 7.1pt; text-indent: 1.0cm;">
<span lang="EN-US">Suatu
akivitas gerakan yg dilakukan di dalam lompatan untuk mencapai lompatan yg
sejauh-sejauhnya. Ukuran Lapangan lompat jauh untuk jarak <br />
awalan lari sampai balok tumpuan 45m, balok tumpuan tebal 10cm, panjang 1,72m,
lebar 30cm, bak lompatan panjang 9m, lebar 2.75m, kedalaman bak lompat ± 1
meter. Gerak lompat jauh merupakan gerakan dari perpaduan antara Kecepatan (<i>speed</i>),
Kekuatan (<i>stenght</i>), Kelenturan (<i>flexibility</i>), Daya tahan (<i>endurance</i>),
Ketepatan (<i>acuration</i>). <br />
Para peneliti membuktikan bahwa suatu prestasi
lompat jauh tergantung pada kecepatan daripada awalan atau ancang-ancang. oleh
karenanya di samping memiliki kemampuan <i>sprint</i> yang baik harus didukung
juga dengan kemampuan dari tolakan kaki atau tumpuan.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; text-indent: 1.0cm;">
<span lang="EN-US"><br />
</span> <span lang="EN-US">Lompat jauh
merupakan salah satu nomor lompat selain lompat jangkit, lompat tinggi, dan
lompat tinggi galah. Tujuan lompat jauh adalah lompat melompat sejauh-jauhnya
dengan memindahkan seluruh tubuh dari titik-titik tertentu ke titik lainnya,
dengan cara berlari secepat-cepatnya kemudian menolak, melayang di udara dan
mendarat.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; text-indent: 1.0cm;">
<u><span lang="EN-US"><br />
Ada tiga cara sikap melayang di udara (gaya) dalam lompat jauh, diantaranya</span></u><span lang="EN-US">:<br />
a) .Gaya jongkok (waktu melayang bersikap jongkok)<br />
b) .Gaya lenting (waktu di udara badan dilentingkan) atau sering disebut gaya
menggantung.<br />
c) .Gaya berjalan diudara (waktu di udara kaki bergerak seolah-olah berjalan).</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt; text-indent: 1.0cm;">
<span lang="EN-US"><br />
<b>Teknik lompat jauh</b></span><b>;</b><span lang="EN-US"><br />
<b>1. </b>.<b>Teknik Dasar Lompat Jauh</b><br />
Teknik atau kelangsungan dari gerakan lompat jauh dapat dibagi sebagai berikut:<br />
<u>a) .Awalan atau ancang-ancang</u><br />
Tujuan ancang-ancang adalah untuk mendapatkan kecepatan yang setinggi-tingginya
agar dorongan massa
ke depan lebih besar. Jarak ancang-ancang tergantung kematangan dan kemampuan
berekselerasi atas kecepatanya, dan untuk meningkatkan kemampuan kecepatan
ancang-ancang diperlukan program latihan yang baik, dan juga ketepatan menumpu.
Sebagai pelatihan pemberian jarak ancang-ancang yang pendek dengan dimulai dari
5 langkah, 7 langkah, 9 langkah dan seterusnya sambil memperhatikan kaki saat
menumpu. <br />
Panjang awalan untuk melaksanakan awalan lompat jauh tidak kurang dari 45
meter.<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt;">
<span lang="EN-US">Cara melakukan
awalan atau ancang-ancang lompat jauh sebagai berikut:<br />
1) .Lari ancang-ancang tergantung pada kemampuan masing-masing.<br />
2) .Tambah kecepatan lari ancang-ancang sedikit demi sedikit sebelum bertumpu
atau bertolak pada balok tumpu.<br />
3) .Pinggang diturunkan sedikitpada satu langkah akhir ancang-ancang.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt;">
<span lang="EN-US"><br />
<u>b) .Tumpuan atau tolakan</u><br />
Merupakan suatu gerakan yang penting untuk menentukan hasil lompatan yang
sempurrna. Badan sewaktu menumpu jangan terlalu condong seperti halnya
melakukan lari/ ancang-ancang. Tumpuan harus kuat, cepat dan aktif keseimbangan
badan dijaga agar tidak oleng/ goyang. Berat badan sedikit di depan titik
tumpu, gerakan kaki menelapak dari tumit ke ujung kaki, dengan tempo yang
cepat. Gerakan ayunan lengan sangat membantu menambah ketinggian dan juga
menjaga keseimbangan badan. <br />
Tumpuan atau tolakan kaki harus kuat agar tercapai tinggi lompatan yang cukup
tanpa kehilangan kecepatan maju. Kaki ayun digerakkan secara aktif agar
membantu menaikkan badan dan menjaga keseimbangan berat badan sedikit di depan
titik tumpuan.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt;">
<span lang="EN-US"><br />
Cara melakukan tumpuan atau tolakan sebagai berikut:<br />
1) .Ayunkan paha dan kaki keposisi horizontal dan dipertahankan.<br />
2) .Luruskan sendi mata kaki,lutut, dan pinggang pada waktumelakukan tolakan.<br />
3) .Bertolaklah ke depan dan ke atas.<br />
4) .Sudut tolakan45 derajat.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt;">
<span lang="EN-US"><br />
<u>c) .Melayang diudara</u><br />
Gerakan melayang pada saat setelah meninggalkan balok tumpuan dan diupayakan
keseimbangan tetap terjaga dengan bantuan ayunan kedua tangan sehingga bergerak
di udara. Untuk melakukan gerak ini terdapat beberapa teknik. Yang Pertama,
Melayang dengan sikap jongkok dengan cara waktu menumpu kaki ayun mengangkat
lutut setinggi-tingginya dan disusul oleh kaki tumpu dan kemudian sebelum
mendarat kedua kaki di bawa ke arah depan. Yang Kedua, Melayang dengan sikap
bergantung cara melakukanya yaitu waktu menumpu kaki ayun dibiarkan tergantung
lurus, badan tegak kemudian disusul oleh kaki tumpu dengan sikap lutut ditekuk
sambil pinggul didorong ke depan yang kemudian ke-dua lengan direntangkan ke
atas. Keseimbangan badan perlu diperhatikan agar tetap tepelihara hingga
mendarat.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt;">
<span lang="EN-US"><br />
<u>d) .Mendarat</u><br />
Gerakan-gerakan waktu pendaratan harus dua kaki. Yang perlu diperhatikan saat
mendarat adalah kedua kaki mendarat secara bersamaan diikuti dengan dorongan
pinggul ke depan sehingga badan tidak cenderung jatuh ke belakang yang
berakibat merugikan si pelompat itu sendiri. Untuk menghindarkan pendaratan
pada pantat, kepala ditundukkan dan lengan diayunkan ke depan sewaktu kaki
menyentuh pasir. Titik berat badan akan melampui titik pendaratan kaki di
pasir. Kaki tidak kaku dan tegang, melainkan lemas danlentur. Maka sendi lutut
harus siap menekuk pada saat yang tepat. Gerakan ini memerlukan waktu (timing)
yang tepat.</span></div>
<div class="MsoNormal" style="margin-left: 7.1pt;">
<span lang="EN-US"><br />
<b>2. </b>.<b>Peraturan Lompat Jauh</b><br />
a) .Lintasan awalan lompat jauh lebar minimal 1,22 meter dan panjang 30 - 50
meter.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US"><a href="http://t1.gstatic.com/images?q=tbn:ANd9GcSCTlZieCPreYXXCMfyiHxg4ZCl-2BhGFaOUkWqxHWUx2RJvrxw_CqBqX1k"><span style="color: blue; text-decoration: none;"><img border="0" height="115" src="file:///C:/Users/user/AppData/Local/Temp/msohtmlclip1/01/clip_image005.jpg" width="320" /></span></a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: 7.1pt;">
<span lang="EN-US">b) .Panjang papan
tolakan 1,22 meter, lebar 20 cm, dan tebal 10 cm.<br />
c) .Pada sisi dekat dengan tempat mendaratharus diletakkan papan plastisin
untuk mencatat bekas kaki pelompat bila ia berbuat salah tolak
sekurang-kurangya 1 meter dari tepidepan bak pasir pendaratan.<br />
d) .Lebar tempat pendaratan minimal 2,75 meter jarak antara garis tolakan
sampai akhir tempat lompatan minimal 10 meter.<br />
e) .Permukaan pasir di dalam tempat pendaratan harus sama tinggi/datar denagn
sisi atas papan tolakan </span></div>
<div class="MsoNormal">
<br /></div>
</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com2tag:blogger.com,1999:blog-2030648972093341908.post-52658573089146618242012-05-11T06:18:00.000-07:002012-05-11T06:18:18.072-07:00Cara Membuat Highlight pada postingan.<div dir="ltr" style="text-align: left;" trbidi="on">
<span class="fullpost"><br />Cara yang harus ditempuh yaitu :<br />1. Masuk ke akun blogger anda dan buatlah entri baru untuk menulis postingan.<br />2. Klik edit html, ada disudut kanan.<br />3. Tuliskan kode ini disana<br /></span><br />
<div style="-moz-background-clip: -moz-initial; -moz-background-inline-policy: -moz-initial; -moz-background-origin: -moz-initial; background: rgb(0, 245, 245) none repeat scroll 0% 50%; border: 1px dashed rgb(61, 61, 255); padding: 5px;">
<br /><span style="color: red;"><div style="background:#00F5F5; border:1px dashed #3D3DFF; padding:5px;"></span><br /><span style="color: red;">TUliskan Textnya Disini...</span><br /><br /><span style="color: red;">Silahkan Menulis</span><br /><br /><span style="color: red;"></div></span><br /></div>
<br /><br /><span class="fullpost">Untuk kode warna bisa dilihat di <a href="http://www.colorschemer.com/online.html">Code Warna</a>. Simpel kan semoga bermanfaat untuk anda yang membacanya.</span></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-9392980654976739772012-04-21T23:45:00.000-07:002012-05-17T07:26:03.099-07:00Download Software Total Video Converter [Mediafire]<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_2bBTBrxMeVQG5Da5EojiFdhlun5IZzD3Q24rr05XdlW8hhDVjMNBn5YGmga2NDqDvSR9Xk_rogpyZRTPB0gfGU08nvliJkJ_GrojA4xJHrd-BYs83YedYu85Bob4Gbqe-b8EEXuRA/s1600/Total-Video-Converter_+%28Vikri-web.blogspot.com%29.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_2bBTBrxMeVQG5Da5EojiFdhlun5IZzD3Q24rr05XdlW8hhDVjMNBn5YGmga2NDqDvSR9Xk_rogpyZRTPB0gfGU08nvliJkJ_GrojA4xJHrd-BYs83YedYu85Bob4Gbqe-b8EEXuRA/s320/Total-Video-Converter_+%28Vikri-web.blogspot.com%29.png" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<i><u>Total Video Converter</u></i> Adalah Software yang digunakan untuk mengkonversi file audio seperti AVI, FLV, MPEG, WMV, dan masih banyak lagi.<br />
Software ini merupakan software yang ringan dan mudah digunakan.<br />
<br />
<a name='more'></a><br />
<br />
<div dir="ltr" id="result_box" style="text-align: left;">
<b>Total Video Converter menghasilkan mendukung format file berikut ini:</b></div>
<div dir="ltr" id="result_box" style="text-align: left;">
<b>Output Video Formats:</b><br />
<ul>
<li>MPEG4(.mp4)</li>
<li>3gp(.3gp, 3g2)</li>
<li>Game Psp(.psp)</li>
<li>MPEG1(.mpg, mpeg)</li>
<li>NTSC, PAL DVD mpeg</li>
<li>NTSC, PAL SVCD mpeg</li>
<li>NTSC, PAL VCD mpeg</li>
<li>Ms Mpeg4 AVI(.avi)</li>
<li>Divx AVI(.avi)</li>
<li>Xvid AVI(.avi)</li>
<li>H264 AVI(.avi)</li>
<li>Mjpeg AVI(.avi)</li>
<li>HuffYUV AVI(.avi)</li>
<li>Swf Video(.swf)</li>
<li>Flv Video (.flv)</li>
<li>Gif Animation(.gif)</li>
<li>Mpeg4 Mov(.mov)</li>
<li>Apple Quicktime(.mov)</li>
<li>FLIC format(.fli, .flc)</li>
<li>Gif Animation(.gif)</li>
<li>DV (.dv)</li>
</ul>
</div>
<div dir="ltr" id="result_box" style="text-align: left;">
<b> <br />
</b></div>
<b>Output Audio Formats:</b><br />
<ul>
<li>MPEG audio(.mp3, mp2)</li>
<li>Ms WAV(.wav)</li>
<li>Ms WMA(.wma)</li>
<li>OGG(.ogg)</li>
<li>Amr audio(.amr)</li>
<li>Amr audio(.awb)</li>
<li>Mpeg4 audio(.m4a)</li>
</ul>
<br />
nah, bagi sobat yang pengen punya software terseebut, langsung aja deh. download Softwarenya..<br />
<a href="http://www.blogger.com/goog_1562236601"></a><br />
<ul style="text-align: left;">
<li><a href="http://www.mediafire.com/download.php?nohjy7i8uzwnun2">Download Software Total Video Converter</a></li>
</ul>
Password: <span style="color: red;">vikri-web.blogspot.com </span></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-34264769589569442012-04-19T01:50:00.000-07:002012-04-21T22:55:55.096-07:00Download Softwrae 7_zip [Mediafire]<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0isDE0YTkXnPeb1VgNzBnCRAXLz5_qMBALll2pLti8MZEycpQ_XgqrYZsIUmaDr6lokB_Mfc5MSIfkODUlrjhFvrxmsT8Zt5eJ7DBKjuI-mlQou7vYPoLEM4NaBiKGuBPtq2YRvhf8w/s1600/7_zip+%28Vikri-web.blogspot.com%29.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0isDE0YTkXnPeb1VgNzBnCRAXLz5_qMBALll2pLti8MZEycpQ_XgqrYZsIUmaDr6lokB_Mfc5MSIfkODUlrjhFvrxmsT8Zt5eJ7DBKjuI-mlQou7vYPoLEM4NaBiKGuBPtq2YRvhf8w/s320/7_zip+%28Vikri-web.blogspot.com%29.png" width="320" /></a></div>
<br />
<br />
<u><b>7_Zip</b></u> salah satu software compress yang cukup unggul dari software-software compress yang lainya.<br />
<br />
<a name='more'></a><br />
<br />
anda dapat mendownload software ini di;<br />
<ul style="text-align: left;">
<li><a href="http://www.mediafire.com/download.php?nisx7m8qx9fp9fn">7zip.exe</a></li>
<li><a href="http://www.mediafire.com/download.php?lpmhdciq7m8p88r">7_zip.exe</a></li>
<li><a href="http://www.mediafire.com/download.php?vtqccllj76vm5re">7_zip 4.63 final.rar</a></li>
<li><a href="http://www.mediafire.com/download.php?2a7f5kfpo3n2h44">7_zip v4.65.rar</a></li>
</ul>
Pass ; <span style="color: red;">vikri-web.blogspot.com </span><br />
<br /></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-92445295802715382012-04-19T00:45:00.002-07:002012-05-19T22:18:56.891-07:00Cara menambah Widget Recent post.<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiThhgGlJvGhsYxZAsG1nFU0eWHBqC8Oldsw7YnStNwLRSzyH42hF8C51gTxjDSd1lF5XandjCc9FuCSxuU1k2-aWRGFPTqZkUNbPiz_KVBj5cgPXhvnlLBW7RgKNpWTECRaw85ebB7tw/s1600/Recent+post+%28Vikri-web.blogspot.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiThhgGlJvGhsYxZAsG1nFU0eWHBqC8Oldsw7YnStNwLRSzyH42hF8C51gTxjDSd1lF5XandjCc9FuCSxuU1k2-aWRGFPTqZkUNbPiz_KVBj5cgPXhvnlLBW7RgKNpWTECRaw85ebB7tw/s320/Recent+post+%28Vikri-web.blogspot.jpg" width="247" /></a></div>
<br />
Widget Recent Post, Heem.. mungkin ada sebagian blogger menganggap tidak penting , tetapi ada juga yang ingin sekali menabahkan widget tersebut dalam bloggernya.<br />
<br />
Baik, sekarang bagi para blogger yang merasa tidak penting, kita abaikan saja, hehe. dan bagi sobat yang merasa penting, oke kita lanjutkan.<br />
<br />
<a name='more'></a><br />
<br />
<b><u>Langkah pertama;</u></b><br />
<ul style="text-align: left;">
<li>Anda Masuk pada akun Blogger anda</li>
<li>Lalu anda pilih <b>Desain</b></li>
<li>Klik <b>Tata letak > Tambah Gadget </b></li>
<li>Lalu anda Copas aja link di bawah ini.</li>
</ul>
<br />
<blockquote class="tr_bq">
<script src="http://ajax.googleapis.com/ajax/libs/jquery/1.3.2/jquery.min.js" type="text/javascript"></script><br />
<style type="text/css" media="screen"><br />
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<br />
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overflow:hidden;<br />
margin-top:5px;<br />
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}<br />
#spylist ul{<br />
width:285px;<br />
overflow:hidden;<br />
list-style-type: none;<br />
padding: 0px 0px;<br />
margin:0px 0px;<br />
}<br />
#spylist li {<br />
width:273px;<br />
padding: 5px 5px;<br />
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background:#fff url(http://i879.photobucket.com/albums/ab351/bloggerblogimage/blogger/post.jpg) repeat-x;<br />
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font-size:11px;<br />
height:18px;<br />
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margin:0px 0px;<br />
padding:0px 0px 2px 0px;<br />
}<br />
#spylist li img {<br />
float:left;<br />
margin-right:5px;<br />
background:#EFEFEF;<br />
border:0;<br />
}<br />
.spydate{<br />
overflow:hidden;<br />
font-size:10px;<br />
color:#0284C2;<br />
padding:2px 0px;<br />
margin:1px 0px 0px 0px;<br />
height:15px;<br />
font-family:Tahoma,Arial,verdana, sans-serif;<br />
}<br />
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<br />
.spycomment{<br />
overflow:hidden;<br />
font-family:Tahoma,Arial,verdana, sans-serif;<br />
font-size:10px;<br />
color:#262B2F;<br />
padding:0px 0px;<br />
margin:0px 0px;<br />
}<br />
<br />
<br />
--><br />
</style><br />
<br />
<br />
<script language='javascript'><br />
<br />
<br />
imgr = new Array();<br />
<br />
<br />
imgr[0] = "<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">http://signatures.mylivesignature.com/54490/144/67F7B2B4EE0847846ADDA90EEED4282D.png</span>";<br />
<br />
imgr[1] = "<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">http://signatures.mylivesignature.com/54490/144/67F7B2B4EE0847846ADDA90EEED4282D.png</span>";<br />
<br />
imgr[2] = "<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">http://signatures.mylivesignature.com/54490/144/67F7B2B4EE0847846ADDA90EEED4282D.png</span>";<br />
<br />
imgr[3] = "<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">http://signatures.mylivesignature.com/54490/144/67F7B2B4EE0847846ADDA90EEED4282D.png</span>";<br />
<br />
imgr[4] = "<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">http://signatures.mylivesignature.com/54490/144/67F7B2B4EE0847846ADDA90EEED4282D.png</span>";<br />
<br />
<br />
showRandomImg = true;<br />
<br />
<br />
boxwidth = 290;<br />
<br />
<br />
cellspacing = 6;<br />
<br />
<br />
borderColor = "#232c35";<br />
<br />
<br />
bgTD = "#000000";<br />
<br />
<br />
thumbwidth = 70;<br />
<br />
<br />
thumbheight = 70;<br />
<br />
<br />
fntsize = 12;<br />
<br />
<br />
acolor = "#666";<br />
<br />
<br />
aBold = true;<br />
<br />
<br />
icon = " ";<br />
<br />
<br />
text = "comments";<br />
<br />
<br />
showPostDate = true;<br />
<br />
<br />
summaryPost = 40;<br />
<br />
<br />
summaryFontsize = 10;<br />
<br />
<br />
summaryColor = "#666";<br />
<br />
<br />
icon2 = " ";<br />
<br />
<br />
numposts = 15;<br />
<br />
<br />
home_page = "<span style="color: red;">http://Vikri-web.blogspot.com/</span>";<br />
<br />
<br />
limitspy=4<br />
intervalspy=4000<br />
<br />
<br />
</script><br />
<br />
<br />
<div id="spylist"><br />
<script src='http://tutor26-project.googlecode.com/files/postberjalan.txt' type='text/javascript'></script><br />
</div> </blockquote>
<br />
<br />
Link yang berwarna <span style="color: red;">merah</span> anda ganti dengan alamat blogger anda.<br />
<br />
<ul style="text-align: left;">
<li>Klik simpan, Lalu lihat hasilnya. </li>
</ul>
</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com1tag:blogger.com,1999:blog-2030648972093341908.post-75762822028118067692012-04-19T00:41:00.001-07:002012-04-20T01:27:33.799-07:00Cara menambah widget tukeran link<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvxOXPs12oBuFK-BQz5OqyeB-mi1G-VVYYixE0B08yrnnkod4lZWWACk_K8bgCHNsFL2qv36o0kOeEE9BkDC5OsdD8QVCe4StmTW-MbFwnCkyh7pfuhi42z7dOpRFPtvI30zbovZ-dBA/s1600/Tukeran+link%28vikri-web.blogspot.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvxOXPs12oBuFK-BQz5OqyeB-mi1G-VVYYixE0B08yrnnkod4lZWWACk_K8bgCHNsFL2qv36o0kOeEE9BkDC5OsdD8QVCe4StmTW-MbFwnCkyh7pfuhi42z7dOpRFPtvI30zbovZ-dBA/s1600/Tukeran+link%28vikri-web.blogspot.jpg" /></a></div>
<br />
<blockquote class="tr_bq">
<blockquote class="tr_bq">
<blockquote class="tr_bq">
Widget Tukeran link, pasti anda juga ingin kan? bertukar link blogger anda dengan blogger teman anda,<br />
<br />
Nah, sekarang saya akan memberitahu anda bagaimana cara membuat widget tersebut di-blog anda.</blockquote>
</blockquote>
</blockquote>
<u><b></b></u><br />
<a name='more'></a><u><b><br /></b></u><br />
<u><b>langkah pertama </b></u>;<br />
<ul style="text-align: left;">
<li>Anda masuk <a href="http://cooltext.com/">Disini</a></li>
<li>Lalu anda buat dulu animasi anda.</li>
<li>Setelah itu Copas code'nya. </li>
</ul>
<br />
<u><b>Langkah Ke-dua;</b></u><br />
<ul style="text-align: left;">
<li>Anda asuk pada akun blogger anda</li>
<li>Lalu anda pilih <b>desain</b></li>
<li>Pilih Bagian <b>Tata Letak </b>> <b>Tambah Gadget.</b></li>
<li>Lalu Copas Code diBawah ini. </li>
</ul>
<p>jika ingin menapilkan blog ini Copy/paste code HTML
berikut ke blog anda</p><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<p><a href=”http://<span style="color: red;">vikri-web.blogspot.com</span>/”
target=”_blank”><img alt=”<span style="color: lime;">™vikri-web®</span>”
src=”http://i1202.photobucket.com/albums/bb368/vikrividi/vikri-webblogspotcom1.jpg
” border=”0″ /></a></p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<p><textarea rows=”3″ cols=”20″><a
href=”http://<span style="color: red;">vikri-web.blogspot.com</span>” target=”_blank”><img
border="”0″" alt="”<span style="color: lime;">™Vikri-web®</span>”"
src="<span style="color: yellow;">http://images.cooltext.com/2574876.png</span>" width="137"
height="39" alt="<span style="color: lime;">™Vikri-web®</span>"
/></a></textarea></p><br />
</div>
Untuk link yang berwarna <span style="color: red;">merah</span> anda ganti dengan alamat blogger anda.<br />
untuk link yang berwarna <span style="color: lime;">hijau</span> anda ganti dengan judul blog anda.<br />
dan link yang berwarna <span style="color: yellow;">kuning</span> anda ganti dengan alamat animasi yang anda buat tadi.<br />
<ul style="text-align: left;">
<li> Lalu simpan, Dan lihat hasilnya. </li>
</ul>
</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-13725756365372208042012-04-13T06:58:00.004-07:002012-04-20T00:30:11.045-07:00Sulap angka Joe Sandy<div dir="ltr" style="text-align: left;" trbidi="on">
inilah yang digunakan joe sandy saat final dengan menggunakan trik
Mathematics Extreme Prediction yang Diciptakan oleh Wiku Pulangasih "the
Online Magician"<br />
<br />
Effects : Anda bisa membuat prediksi 5 baris penjumlahan saat baris
pertama baru selesai ditulis. Baris angka-angka di baris ke-1, 2, dan 4
ditulis secara acak oleh orang lain, sedangkan anda menulis angka-angka
di baris ke-3 dan ke-5<br />
<br />
Prosedur :<br />
<br />
1. Minta seorang penonton untuk maju dan menentukan berapa digit angka
yang akan digunakan dalam permainan (mulai dari 2 digit hingga tak
terhingga). Misalkan, penonton memilih 5 digit angka. Katakan bahwa anda
dan sang sukarelawan akan bermain dengan 5 baris penjumlahan.<br />
<br />
2. Suruh sang sukarelawan menulis 5 digit angka secara acak. Setelah
selesai, katakan bahwa anda mampu memprediksi hasil penjumlahan,
walaupun belum semua baris ditulis.<br />
<br />
<a name='more'></a><br /><br />
*Cara membuat prediksi*<br />
-Jika angka terakhir pada baris pertama lebih besar dari 1, maka kurangi
digit terakhir dengan 2, dan tulis angka 2 di depan digit pertama.
Contoh, sukarelawan menulis <b>56743</b> maka prediksi yang anda buat adalah <b>256741</b><br />
-Jika angka terakhir pada baris pertama lebih kecil dari <b>2</b>, maka kurangi digit terakhir dengan <b>2</b>, kurangi digit kedua dari belakang dengan 1, dan tulis angka <b>2</b> di depan digit pertama. Contoh, sukarelawan menulis <b>56470</b>, maka prediksinya adalah <b>256468</b>. Jika sukarelawan menulis <b>56471</b>, maka prediksinya adalah <b>256469</b>.<br />
Tulis hasil prediksi dan masukkan ke selembar amplop.<br />
<br />
3. Minta orang lain menuliskan lagi 5 digit angka di bawah baris pertama. Misal orang tersebut menulis <b>87069</b>.<br />
<br />
4. Sekarang, anda akan menulis angka di baris ketiga. Yang harus anda
cermati adalah angka di baris kedua. Anda harus menuliskan angka-angka
di baris ketiga yang apabila per digitnya dijumlahkan dengan angka-angka
di baris kedua hasilnya <b>9</b>. Contoh, baris kedua angkanya <b>87069</b>. Maka di baris ketiga anda menulis <b>12930</b>.<br />
<br />
5. Minta lagi orang lain untuk menulis lima digit angka di baris keempat. Misal, orang itu menulis <b>97438</b>.<br />
<br />
6. Katakan bahwa anda akan menulis 5 digit angka di baris kelima
(terakhir). Prinsipnya sama, yang harus anda cermati adalah angka di
baris keempat. Anda harus menuliskan angka-angka di baris kelima yang
apabila per digitnya dijumlahkan dengan angka-angka di baris keempat
hasilnya <b>9</b>. Contoh, baris kedua angkanya <b>97438</b>, maka di baris kelima anda menulis <b>02561</b>.<br />
<br />
7. Minta penonton lain menghitung kelima baris penjumlahan. Suruh ia
menuliskan hasilnya, dan bukalah prediksi anda di dalam amplop. Hasilnya
pasti sama!<br />
<br />
8. Di akhir permainan anda bisa berkata, "Ada 3 kemungkinan yang membuat
saya bisa menciptakan prediksi ini. Kemungkinan pertama, saya bisa
berhitung dengan sangat cepat, sedangkan kemungkinan kedua adalah saya
bisa meramalkan masa depan. Kemungkinan ketiga, saya bisa menghitung
dengan sangat cepat dan meramalkan masa depan!"</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-71720453604042644372012-04-13T06:57:00.002-07:002012-04-20T00:30:47.784-07:00trik sulap dadu Joe Sandy<div dir="ltr" style="text-align: left;" trbidi="on">
sulap dadu ala Joe Sandy saat pembukaan "the master season 3"<br />
Ditranslasikan dan dikembangkan dari Magic Symbols oleh Wiku Pulangasih the Online Magician.<br />
<br />
Effects : Dengan mata tetutup dan perhitungan matematis, anda bisa menebak angka 3 dadu yang dilemparkan oleh seseorang.<br />
<br />
Prosedur :<br />
<br />
1. Di awal show, katakan apabila anda menebak angka satu buah dadu yang
dilemparkan, dan tebakan anda benar, itu adalah sebuah kebetulan. Jika
anda menebak angka dua buah dadu yang dilemparkan, dan tebakan anda
benar, itu memang sedikit mengesankan, tapi orang masih akan
menganggapnya kebetulan. Oleh karena itu, katakanlah bahwa anda akan
menebak angka 3 buah dadu dengan mata tertutup dan perhitungan
matematis.<br />
<br />
2. Panggil seorang sukarelawan dan suruh ia melemparkan 3 buah dadu . Misal dadu pertama 6, dadu kedua 5, dan dadu ketiga 1.<br />
<br />
<a name='more'></a><br /><br />
3. Suruh ia mengalikan dua angka pada dadu pertama <b>(6 x 2 = 12)</b><br />
<br />
4. Tambah angka taersebut dengan <b>5 (12+5=17)<br />
</b><br />
5. Kalikan 5 angka tersebut <b>(17 x 5 = 85)</b><br />
<br />
6. Suruh ia menambahkannya dengan angka pada dadu kedua <b>(85 + 5= 90)</b><br />
<br />
7. Kalikan 10 <b>(90x10 = 900)<br />
</b><br />
8. Tambahkan dengan angka pada dadu ketiga <b>(900+1=901)</b><br />
<br />
9. Minta sang sukarelawan menyebutkan angka total yang ia peroleh. Yang harus anda lakukan, kurangilah angka tersebut dengan <b>250</b> untuk mengetahui angka dadu yang dilemparkan sang sukarelawan. Dalam kasus ini, <b>901-250 = 651</b>. Berarti dadu pertama bernilai <b>6</b>, dadu kedua bernilai <b>5</b>, dan dadu ketiga bernilai <b>1</b>. </div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-9115034819807472442012-04-13T06:46:00.004-07:002012-04-20T00:31:37.494-07:00Tahu Total Jumlah Angka Ajaib (1089)<div dir="ltr" style="text-align: left;" trbidi="on">
<h3 class="post-title entry-title">
<span style="font-style: italic; font-weight: bold;">Cara Bermain Sulap Tebak Angka Ajaib</span> :</h3>
Sebelum
mulai, kamu sudah menulis 4 angka di sebuah kertas, dan menyimpannya di
dalam sebuah amplop. Keempat angkat tersebut, yaitu <span style="font-style: italic; font-weight: bold;">1089</span>
(satu, nol, delapan, dan sembilan). Lalu ajaklah salah satu penonton
untuk bermain bersama anda. Cukup hanya ditempat dimana dia duduk!
Berikan dia secarik kertas dan sebuah pena. Atau, jika ingin memudahkan
gunakan kalkulator, jadi tidak perlu pena dan kertas.<br />
<br />
<br />
Namun penggunaan pena dan kertas agar penonton yang bermain, tulisannya dapat dilihat oleh seluruh penonton.<br />
<br />
<span style="font-style: italic; font-weight: bold;">Cara bermain Sulap Angka Ajaib</span>:<br />
Persilahkan penonton yang bermain untuk memilih 3 angka !<br />
<ul>
<li>Angka pertama diambil antara 7 hingga 9.</li>
<li>Angka kedua diambil antara 4 hingga 6</li>
<li>Angka ketiga diambil antara 1 hingga 3</li>
</ul>
<br />
<a name='more'></a><br /><br />
Dan
disuruh menuliskan angka di secarik kertas , misal penonton menuliskan
“852” dengan rumusan: angka 8 dipilih penonton dari angka antara 7
hingga 9, angka 5 dipilih dari angka 4 hingga 6, dan angka 2 dipilih
dari angka 1 hingga 3. Kemudian ikuti langkah-langkah berikut ini!<br />
<br />
<ol>
<li>Mintalah
untuk membalikkan angka tersebut dan menguranginya ( contoh tadi “852”
berarti dibalikkan menjadi “258” dan menguranginya 852- 258 = 596)</li>
<li>Mintalah
kembali untuk membalikkan hasil dari pengurangan tersebut dan
menjumlahkannya. (masih menggunakan angka penonton, jadi hasil diatas
“596” maka dibalikkan menjadi “695” kemudian dijumlahkan 596 + 695=
1089)</li>
<li>Hasilnya akan ditulis penonton disecarik kertas.</li>
<li>Kemudian bukalah amplop kamu dan tunjukkan bahwa hasilmya sama.</li>
</ol>
<br />
Permainan
ini hanya mengunakan rumus diatas. berapapun angka yang dipilih
penonton asalkan mengikuti peraturan diatas pasti hasilnya akan <span style="font-style: italic; font-weight: bold;">1089</span>.<br />
<br />
<span style="font-style: italic; font-weight: bold;">Pengecualian</span>: Jika angka ketiga lebih besar dari angka pertama, maka tebakan anda akan gagal.
</div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-39415974477633960592012-04-13T06:28:00.002-07:002012-04-20T00:32:16.124-07:00Reaksi Reduksi Oksidasi (Redoks)<div dir="ltr" style="text-align: left;" trbidi="on">
<b>A. PENGERTIAN REDUKSI OKSIDASI </b><b> </b><br />
<span style="color: #ff6600;"><b>Pengikatan Oksigen :</b></span><br />
<div style="text-align: justify;">
Senyawa yang terbentuk dari hasil reaksi
dengan oksigen dinamakan oksida sehingga reaksi antara oksigen dan
suatu unsur dinamakan reaksi oksidasi. Karat besi adalah senyawa
yang terbentuk dari hasil reaksi antara besi dan oksigen (besi
oksida). Perkaratan besi merupakan salah satu contoh dari reaksi
oksidasi. Persamaan reaksi pembentukan oksida besi dapat ditulis
sebagai berikut.</div>
<div style="text-align: center;">
<img alt="" class="aligncenter" height="37" src="http://kimiavegas.files.wordpress.com/2010/04/redoks1.jpg?w=232&h=37" title="redoks1" width="232" /></div>
<div style="text-align: justify;">
Pada reaksi tersebut, besi mengalami
oksidasi dengan cara mengikat oksigen menjadi besi oksida. Kebalikan
dari reaksi oksidasi dinamakan reaksi reduksi. Pada reaksi reduksi
terjadi pelepasan oksigen. Besi oksida dapat direduksi dengan
cara direaksikan dengan gas hidrogen, persamaan reaksinya:</div>
<div style="text-align: center;">
<a href="http://kimiavegas.files.wordpress.com/2010/04/redoks2.jpg"><img alt="" class="aligncenter" height="36" src="http://kimiavegas.files.wordpress.com/2010/04/redoks2.jpg?w=287&h=36" title="redoks2" width="287" /></a></div>
<div style="text-align: center;">
<a href="http://kimiavegas.files.wordpress.com/2010/04/redoks3.jpg"><img alt="" class="aligncenter" height="128" src="http://kimiavegas.files.wordpress.com/2010/04/redoks3.jpg?w=449&h=128" title="redoks3" width="449" /></a></div>
<span style="color: #ff6600;"><b></b></span><br />
<a name='more'></a><span style="color: #ff6600;"><b>Pelepasan dan Penerimaan Elektron</b></span><br />
<div style="text-align: justify;">
Dalam konsep redoks, peristiwa pelepasan
elektron dinamakan oksidasi, sedangkan peristiwa penerimaan elektron
dinamakan reduksi. Reaksi redoks pada peristiwa perkaratan besi dapat
dijelaskan dengan reaksi berikut:</div>
<div style="text-align: justify;">
<a href="http://kimiavegas.files.wordpress.com/2010/04/redoks4.jpg"><img alt="" class="aligncenter size-full wp-image-876" src="http://kimiavegas.files.wordpress.com/2010/04/redoks4.jpg?w=510" title="redoks4" /></a>Pada
reaksi tersebut, enam elektron dilepaskan oleh dua atom besi
dan diterima oleh tiga atom oksigen membentuk senyawa Fe2O3, Oleh karena
itu, peristiwa oksidasi selalu disertai peristiwa reduksi. Pada setiap
persamaan reaksi, massa dan muatan harus setara antara ruas
kanan dan ruas kiri (ingat kembali penulisan persamaan reaksi).
Persamaan reaksi redoks tersebut memiliki muatan dan jumlah atom yang
sama antara ruas sebelah kiri dan sebelah kanan persamaan reaksi.
Oksidasi besi netral melepaskan elektron yang membuatnya
kehilangan muatan. Dengan menyamakan koefisiennya maka muatan
pada kedua ruas persamaan reaksi menjadi sama. Penyetaraan pada
reaksi reduksi oksigen juga menggunakan cara yang sama.</div>
<div style="text-align: center;">
<b>Contoh Reaksi Reduksi Oksidasi berdasarkan Transfer elektron</b></div>
<div style="text-align: left;">
<a href="http://kimiavegas.files.wordpress.com/2010/04/redoks5.jpg"><img alt="" class="aligncenter size-full wp-image-878" src="http://kimiavegas.files.wordpress.com/2010/04/redoks5.jpg?w=510" title="redoks5" /></a>Dari
persamaan tersebut, dapat diketahui bahwa Mg melepaskan elektron dan Cl
menerima elektron. Dengan demikian, Mg mengalami oksidasi dan Cl
mengalami reduksi.</div>
<div style="text-align: left;">
<span style="color: #ff6600;"><b>Reduktor dan Oksidator</b></span></div>
<div style="text-align: justify;">
Dalam reaksi redoks, pereaksi yang
dapat mengoksidasi pereaksi lain dinamakan zat pengoksidasi atau
oksidator. Sebaliknya, zat yang dapat mereduksi zat lain
dinamakan zat pereduksi atau reduktor. Pada Contoh diatas, Magnesium
melepaskan elektron yang menyebabkan klorin mengalami reduksi.
Dalam hal ini, magnesium disebut zat pereduksi atau <i>reduktor</i>. Sebaliknya, atom klorin berperan dalam mengoksidasi magnesium sehingga klorin disebut <i>oksidator.</i></div>
<div style="text-align: center;">
<b>Contoh Reduktor dan Oksidator</b><i></i></div>
<div style="text-align: left;">
<a href="http://kimiavegas.files.wordpress.com/2010/04/redoks6.jpg"><img alt="" class="aligncenter size-full wp-image-883" src="http://kimiavegas.files.wordpress.com/2010/04/redoks6.jpg?w=510" title="redoks6" /></a></div>
<div style="text-align: left;">
<span style="color: #ff6600;"><b>Reaksi Redoks Berdasarkan Perubahan Bilangan Oksidasi</b></span></div>
<div style="text-align: left;">
Bagaimana bilangan oksidasi dapat
menjelaskan reaksi redoks? Apa Anda cukup puas dengan konsep
transfer elektron? Tinjau antara reaksi SO2 dengan O2 membentuk SO3.
Reaksinya dapat dituliskan sebagai berikut :</div>
<div style="text-align: left;">
<a href="http://kimiavegas.files.wordpress.com/2010/04/redoks7.jpg"><img alt="" class="aligncenter size-full wp-image-886" src="http://kimiavegas.files.wordpress.com/2010/04/redoks7.jpg?w=510" title="redoks7" /></a></div>
<div style="text-align: justify;">
Jika dikaji berdasarkan konsep
pengikatan oksigen maka reaksi tersebut adalah reaksi oksidasi.
Jika dikaji berdasarkan transfer elektron maka Anda mungkin akan
bingung, mengapa? Pada reaksi tersebut tidak terjadi transfer
elektron, tetapi terjadi penggunaan bersama pasangan elektron
membentuk ikatan kovalen. Reaksi tersebut tidak dapat dijelaskan
dengan konsep transfer elektron.</div>
<div style="text-align: justify;">
Oleh karena banyak reaksi redoks yang
tidak dapat dijelaskan dengan konsep pengikatan oksigen maupun transfer
elektron maka para pakar kimia mengembangkan konsep alternatif, yaitu
perubahan bilangan oksidasi. Menurut konsep ini, jika dalam reaksi
bilangan oksidasi atom meningkat maka atom tersebut mengalami
oksidasi. Sebaliknya, jika bilangan oksidasinya turun maka atom
tersebut mengalami reduksi.</div>
<div style="text-align: justify;">
Untuk mengetahui suatu reaksi
tergolong reaksi redoks atau bukan menurut konsep perubahan bilangan
oksidasi maka perlu diketahui biloks dari setiap atom, baik dalam
pereaksi maupun hasil reaksi.</div>
<div style="text-align: justify;">
<a href="http://kimiavegas.files.wordpress.com/2010/04/redoks8.jpg"><img alt="" class="aligncenter size-full wp-image-889" src="http://kimiavegas.files.wordpress.com/2010/04/redoks8.jpg?w=510" title="redoks8" /></a></div>
<div style="text-align: center;">
<b>Berdasarkan diagram tersebut dapat disimpulkan bahwa:</b></div>
<div style="text-align: justify;">
Atom S mengalami kenaikan biloks
dari +4 menjadi +6, peristiwa ini disebut oksidasi; atom O
mengalami penurunan biloks dari 0 menjadi –2, peristiwa ini disebut
reduksi. Dengan demikian, reaksi tersebut adalah reaksi redoks.</div>
<div style="text-align: justify;">
Oleh karena molekul O2 menyebabkan
molekul SO2 teroksidasi maka molekul O2 adalah oksidator. Molekul
O2 sendiri mengalami reduksi akibat molekul SO2 sehingga SO2
disebut reduktor.</div>
<b>Contoh Reaksi Redoks Menurut Perubahan Bilangan Oksidasi</b><a href="http://kimiavegas.files.wordpress.com/2010/04/redoks9.jpg"><br />
</a><a href="http://kimiavegas.files.wordpress.com/2010/04/redoks91.jpg"><img alt="" class="aligncenter size-full wp-image-891" src="http://kimiavegas.files.wordpress.com/2010/04/redoks91.jpg?w=510" title="redoks9" /></a></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-3018135722538223752012-04-13T06:20:00.003-07:002012-04-20T00:32:46.439-07:00Trik Cincin dan Benang Menembus Leher<div dir="ltr" style="text-align: left;" trbidi="on">
WARNING !!! : Agar lebih aman, sebagai pengganti cincin anda bisa
menggunakan permen yang berlubang tengahnya, sehingga ketika dimasukkan
ke dalam mulut anda dapat benar-benar menelan permen tersebut.<br />
<br />
Effects : Anda mampu membuat cincin yang dimasukkan ke mulut keluar menembus benang yang seolah-olah masuk melalui leher<br />
<br />
Catatan : Saya membuat trik ini tanpa maksud mendiskreditkan magician
tertentu yang pernah memainkan trik serupa. Saya tidak mengetahui apakah
sang magician benar-benar menggunakan kekuatan magis atau menggunakan
trik ini dalam shownya.<br />
<br />
Persiapan :<br />
<br />
- Satu buah benang/ tali yang tidak terlalu besar<br />
<br />
- Dua cincin yang serupa<br />
<br />
- Lem transparan (bening) yang tidak terlalu cepat mengering<br />
<br />
- Beberapa saat sebelum show, lumurilah leher anda dengan lem. Jangan
lakukan hal ini terlalu dengan jangka waktu yang terlalu lama dari show,
karena lem mungkin akan mengering sebelum saatnya.<br />
<br />
<a name='more'></a><br /><br />
- Genggamlah benang dengan kedua tangan anda. Saat menggengam benang,
jari tangan kanan anda sebenarnya juga menyembunyikan satu cincin di
balik genggaman.<br />
<img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij_9kP5eTh-RCuwzoTovPRGddMNCyf33wKsgIJExQoJ_F3aEWU2dj3MgWxKaAbwjHIGh231LPyQcdvrjLkvmeT-cc8CrfGMO1kt39MGVFheVgoxpnlIbu6tjtn3GnIpKvYn15ZC6asMdU/s400/wikumagic2.JPG" /><br />
<br />
- Panggil seorang sukarelawan naik ke atas panggung, suruh ia memasukkan
cincin lain yang sudah anda persiapkan ke dalam mulut anda.<br />
<br />
<img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCB_8SMJgqyaNdZ71glhaHJUJDMdhGUIh1q7Kpt173n07n0SIV0ZF4UXjetqvZHGecHY9QD2oEN7OJQS4m1WXPs8qyGzeGDKcgp-OS1ZglhqDFUfiz2FaqVdBfjl4tdV1nRHlbpLd-Va8/s400/wikumagic3.JPG" /><br />
<br />
- Beraktinglah seolah-olah anda menelan cincin tersebut. Yang sebenarnya
anda lakukan adalah memasukkan cincin ke belakang gigi/ mulut anda
sehingga tidak terlihat. AWAS!!! Jangan sampai cincin tertelan.<br />
<br />
- Lekatkan benang yang anda pegang dengan kedua tangan ke leher anda.
Tarik dengan kencang sehingga benang akan lebih mudah merekat di leher
yang sudah dilumuri lem. Tunggu sebentar sampai daya lekat lem dan
benang menjadi kuat.<br />
<br />
- Tarik benang perlahan-lahan ke arah depan dengan kedua tangan anda,
sambil berakting seolah-olah anda kesakitan karena berusaha mengeluarkan
cincin dari kerongkongan.<br />
<br />
<img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKSrqvOaDYt_fbx83gnM4Xmn4irJ1U1WkWGUBWpuU-Mb4gAYDd_SZJjoTaaIJxOtYIF9RQR3ZF8ZKZKbEmczlo_1xZVJp31vx9Qy-mAgWSL02uidt55wAPuHwBtO6GvRWgyttBwfRWT-A/s400/Wikumagic.JPG" /><br />
<br />
- Sambil menggerakkan benang ke depan, lakukan gerakan menyentak dengan
cepat. Saat menyentak benang, lepaskanlah genggaman jari tangan kanan
yang memegang cincin, sehingga cincin akan berputar ke depan dan jatuh
ke tengah, seolah-olah baru dikeluarkan dari dalam kerongkongan anda.<br />
<br />
<img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheRQNhvlN3-2W5DR_Mok6SjTpxqSRw2X7pq7W9clHEQgO_ZtjXsls2x5uXCOfM6aQ31AAGg6e7PQwjg4exKJd9GwjR6NrxEiReZNYg2l8WQI0IM8nTx6buYdNB3vvBGdup5k4e9lR7joo/s400/wikumagic4.JPG" /></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0tag:blogger.com,1999:blog-2030648972093341908.post-50426555025084360962012-04-11T05:40:00.005-07:002012-09-04T06:56:15.738-07:00Cara Menambah Gadget Sms Gratis pada Blog<div dir="ltr" style="text-align: left;" trbidi="on"><div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK6lPz9RJFh0I78_wEzTDDrqZ2qKl12yi1BQgI0NqQ7TsqXIiSpWb4KcSCpoCLsTkpQrkfhzpEEBQ6FL3urvH_ximombxmucRLsLucEKgLDQMGqUzFMxShosPOJHwAMRlHofdCjHjt7g/s1600/Sms+gratis,+%28Vikri-web.blogspot.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK6lPz9RJFh0I78_wEzTDDrqZ2qKl12yi1BQgI0NqQ7TsqXIiSpWb4KcSCpoCLsTkpQrkfhzpEEBQ6FL3urvH_ximombxmucRLsLucEKgLDQMGqUzFMxShosPOJHwAMRlHofdCjHjt7g/s320/Sms+gratis,+%28Vikri-web.blogspot.jpg" width="241" /></a></div>Gadget Sms gratis, pasti anda juga tertarik jika mendengar kata-kata tersebut, sama halnya dengan saya saat pertama kali menemukan gadget ini.<br />
<br />
Baik, tanpa panjang lebar, saya akan beritahu pada anda bagaimana cara menambahkan gadget ini.<br />
<br />
<b><u>Langkah-Langkahnya; </u></b><br />
<ul style="text-align: left;"><li>Masuk pada akun Blogger anda</li>
<li>Pilih <b>Desain</b></li>
<li>pilih <b>Tata Letak</b></li>
<li>Klik <b>Tambah Gadet</b></li>
<li>copy/paste link berikut ini.</li>
</ul><br />
<br />
<form name="copy"><div align="center"><input onclick="javascript:this.form.txt.focus();this.form.txt.select();" type="button" value="Select All" /></div><div style="text-align: Center;"><textarea name="txt" style="height: 50px; padding: 3px; width: 300px;"><iframe height="350" name="I2" src="http://sms-online.web.id/widget" width="270"><p><p>not support<br />
</p></p></iframe></textarea></div><br />
<br />
</form></div><ul style="text-align: left;"><li>Klik save, dan Lihat hasilnya. </li>
</ul></div>Anonymoushttp://www.blogger.com/profile/18187552936749520861noreply@blogger.com0