tag:blogger.com,1999:blog-22998157747082096272024-03-13T20:31:27.514-07:00Belajar Trading Forex dan investasiUnknownnoreply@blogger.comBlogger25125tag:blogger.com,1999:blog-2299815774708209627.post-24271352220724502682012-02-28T09:17:00.000-08:002013-01-22T20:06:20.096-08:00SEKOLAH FOREX : Keuntungan Forex<div style="font-family: Verdana,sans-serif; text-align: justify;">
<span style="font-size: small;">Ada banyak manfaat dan keuntungan dari forex <a href="http://instaforex.com/id/open_live_account.php?x=YDF" target="_blank">trading</a>. Berikut adalah beberapa alasan mengapa begitu banyak orang yang memilih pasar ini:</span></div>
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<span style="font-size: small;"><b>Tidak ada komisi </b></span></div>
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<span style="font-size: small;">Tidak ada biaya kliring, tidak ada biaya penukaran, tidak ada biaya pemerintah, tidak ada biaya broker. broker ritel Kebanyakan kompensasi untuk jasa mereka melalui sesuatu yang disebut “bid-ask spread”. seperti broker <a href="http://instaforex.co.id/">instaforex</a>, tanpa komisi karena broker mendapatkan keuntungan dari perbedaan harga jual dan harga beli.</span></div>
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<span style="font-size: small;"><b>Tidak ada calo </b></span></div>
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<span style="font-size: small;">perdagangan mata uang Spot menghilangkan tengkulak dan memungkinkan Anda untuk berdagang langsung dengan pasar dan bertanggung jawab atas harga pada pasangan mata uang tertentu.</span></div>
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<span style="font-size: small;"><b>Tidak ada ukuran tetap</b></span></div>
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<span style="font-size: small;">Di pasar berjangka, <a href="http://instaforex.co.id/belajar-forex-gratis/1-18-lot-leverage-laba-dan-rugi/">Lot</a> atau ukuran kontrak ditentukan oleh bursa. Sebuah kontrak ukuran standar untuk future perak adalah 5.000 ons perak. Di forex spot, Anda menentukan banyaknya oleh Anda sendiri. Hal ini memungkinkan para pedagang untuk berpartisipasi dengan account kecil hanya $1 di broker forex <a href="http://instaforex.co.id/">instaforex</a>.</span></div>
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<span style="font-size: small;"><b>Biaya transaksi Rendah </b></span></div>
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<span style="font-size: small;">Biaya transaksi ritel (ask / ask spread) biasanya kurang dari 0,1% di bawah kondisi pasar normal. Di dealer yang lebih besar, spread bisa serendah 0,07%. Tentu saja hal ini tergantung pada <a href="http://instaforex.co.id/belajar-forex-gratis/1-18-lot-leverage-laba-dan-rugi/">leverage</a> Anda dan semua akan dijelaskan nanti.</span></div>
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<span style="font-size: small;"><b>Pasar 24-jam</b></span></div>
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<span style="font-size: small;">Tidak menunggu bel pembukaan. Dari pembukaan Senin pagi di Australia untuk penutupan sore di New York, pasar forex tidak pernah tidur. Ini mengagumkan bagi mereka yang ingin berdagang secara paruh waktu, karena Anda bisa memilih kapan Anda ingin <a href="http://instaforex.com/id/open_live_account.php?x=YDF" target="_blank">trading</a>: pagi, siang, malam, saat sarapan, atau dalam tidur Anda.</span></div>
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<span style="font-size: small;"><b>Tidak ada yang bisa menyudutkan pasar </b></span></div>
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<span style="font-size: small;">Pasar valuta asing sangat besar dan memiliki begitu banyak peserta yang tidak ada entitas tunggal (bahkan bank sentral atau Chuck Norris yang perkasa) tidak dapat mengontrol harga pasar untuk jangka waktu tertentu.</span></div>
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<span style="font-size: small;"><b>Leverge (daya ungkit)</b></span></div>
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<span style="font-size: small;">Dalam trading forex, deposit kecil dapat mengontrol nilai kontrak yang jauh lebih besar. <a href="http://instaforex.co.id/belajar-forex-gratis/1-18-lot-leverage-laba-dan-rugi/">Leverage</a> memberikan <a href="http://instaforex.com/id/open_live_account.php?x=YDF" target="_blank">trader</a> kemampuan untuk menghasilkan keuntungan yang besar, dan pada saat yang sama menjaga risiko modal minimum.</span></div>
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<span style="font-size: small;">Sebagai contoh, dengan leverage 1:50 , yang berarti bahwa deposit dolar margin $ 50 akan memungkinkan pedagang untuk membeli atau menjual mata uang senilai $ 2500. Demikian pula, dengan $ 500, orang bisa berdagang dengan $ 25.000 dolar dan seterusnya. Mari kita ingat bahwa leverage adalah pedang bermata dua. Tanpa manajemen risiko yang tepat, leverage yang tinggi dapat menyebabkan kerugian besar serta keuntungan yang besar pula.</span></div>
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<span style="font-size: small;"><b>Likuiditas tinggi. </b></span></div>
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<span style="font-size: small;">Karena pasar forex sangat besar, maka juga sangat likuid. Ini berarti bahwa dalam kondisi pasar normal, dengan klik mouse yang cepat Anda dapat membeli dan menjual karena akan selalu ada seseorang di pasar yang mau mengambil sisi lain dari usaha Anda. Anda tidak pernah “terjebak” dalam perdagangan. Anda bahkan dapat mengatur platform trading online Anda untuk secara otomatis menutup posisi Anda jika tingkat keuntungan yang diinginkan (take profit order) telah tercapai, dan / atau menutup perdagangan jika perdagangan akan melawan Anda (stop loss order).<br />
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Hambatan rendah untuk Entry </b></span> </div>
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<span style="font-size: small;">Anda akan berpikir bahwa memulai sebagai <a href="http://instaforex.com/id/open_live_account.php?x=YDF" target="_blank">trader</a> mata uang akan menelan biaya satu ton uang. Faktanya adalah, jika dibandingkan dengan perdagangan saham, opsi atau futures, jawabanya adalah tidak.</span></div>
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<span style="font-size: small;"><b>Peralatan gratis di mana-mana! </b></span></div>
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<span style="font-size: small;">Instaforex menawarkan “demo” account untuk berlatih trading dan membangun keterampilan Anda, bersama dengan berita forex real-time dan layanan charting.</span></div>
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<span style="font-size: small;"><b>Dan coba tebak? Mereka semua gratis! </b></span></div>
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<span style="font-size: small;">Ini adalah sumber daya yang sangat berharga bagi mereka yang “terhambat secara finansial ,” tapi pedagang yang cerdas akan mengasah kemampuan trading mereka dengan “uang mainan” sebelum membuka rekening live trading dan mempertaruhkan uang riil.</span></div>
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Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2299815774708209627.post-12220303624632696712012-02-28T09:14:00.000-08:002012-02-28T09:14:57.793-08:00SEKOLAH FOREX : Cara Bertransaksi<div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><img alt="" class="alignnone" src="http://instaforex.co.id/belajar-forex-gratis/wp-content/uploads/different-ways-to-trade-forex.png" title="instaforex" width="400" /></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Karena forex begitu mengagumkan, <a href="http://instaforex.com/id/open_live_account.php?x=YDF" target="_blank">trader</a> melakukan dengan cara yang berbeda untuk berinvestasi atau berspekulasi dalam mata uang. Di antaranya, yang paling populer adalah spot forex, futures, opsi, dan dana yang diperdagangkan di bursa (atau ETF).</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Pasar Spot</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Di pasar spot, mata uang yang diperdagangkan secara real time atau “harga pasar,” dengan menggunakan harga pasar saat ini. Apa yang mengagumkan tentang pasar ini adalah kesederhanaannya, likuiditas dan spread ketat. Sangat mudah untuk berpartisipasi dalam pasar ini karena rekening dapat dibuka di broker <a href="http://instaforex.co.id/">instaforex</a> dengan modal sedikitnya $ 1!</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Futures</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Futures adalah kontrak untuk membeli atau menjual suatu aset tertentu pada harga tertentu pada tanggal di masa mendatang (Itulah sebabnya mereka disebut futures !). Forex berjangka diciptakan oleh Chicago Mercantile Exchange (CME) pada tahun 1972. Karena kontrak berjangka dibakukan dan diperdagangkan melalui pertukaran yang terpusat, pasar sangat transparan dan diatur dengan baik. Ini berarti bahwa harga dan informasi transaksi sudah tersedia.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Opsi</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Opsi adalah sebuah instrumen keuangan yang memberikan pembeli hak atau pilihan, namun bukan kewajiban untuk membeli atau menjual suatu aset pada harga tertentu pada tanggal jatuh tempo opsi itu. Jika <a href="http://instaforex.com/id/open_live_account.php?x=YDF" target="_blank">trader</a> “menjual” sebuah Opsi, maka ia akan berkewajiban untuk membeli atau menjual suatu aset dengan harga tertentu pada tanggal kedaluwarsa.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Sama seperti futures, opsi juga diperdagangkan di pusat pertukaran, seperti Chicago Board Options Exchange, International Securities Exchange, atau Bursa Efek Philadelphia. Namun, kelemahan dalam pilihan forex <a href="http://instaforex.com/id/open_live_account.php?x=YDF" target="_blank">trading</a> adalah bahwa jam pasar terbatas dan likuiditas tidak hampir sama besar dengan Futures atau pasar spot.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Exchange-traded funds</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Exchange-traded funds atau ETF. ETF adalah anggota termuda di dunia forex.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Sebuah ETF bisa mengandung satu set saham dikombinasikan dengan beberapa mata uang, memungkinkan trader untuk diversifikasi dengan aset yang berbeda. Ini diciptakan oleh lembaga keuangan dan dapat diperdagangkan seperti saham melalui bursa. Seperti pilihan forex, pembatasan dalam perdagangan ETF adalah bahwa pasar tidak buka 24 jam.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2299815774708209627.post-24295820421222548162012-02-19T12:02:00.000-08:002012-02-19T12:02:29.480-08:00SEKOLAH FOREX : Pasar dan Likuiditas<div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><strong>Ukuran Pasar dan Likuiditas </strong></span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><img alt="" class="alignnone" src="http://instaforex.co.id/belajar-forex-gratis/wp-content/uploads/forex-market-size.png" title="instaforex" width="461" /></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Tidak seperti pasar keuangan lainnya seperti New York Stock Exchange, pasar spot forex tidak memiliki lokasi fisik atau pertukaran pusat.</span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Pasar forex adalah Over-the-Counter (OTC) atau “Interbank”,karena faktanya bahwa seluruh pasar dijalankan secara elektronik, dalam jaringan bank, secara terus menerus selama 24 jam.</span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Ini berarti bahwa pasar forex spot tersebut tersebar di seluruh dunia tanpa lokasi pusat. Mereka dapat mengambil tempat di mana saja, bahkan di puncak gunung. Fuji!</span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Pasar forex OTC adalah pasar keuangan terbesar dan paling populer di dunia, diperdagangkan secara global oleh sejumlah besar individu dan organisasi.</span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Gambar di bawah menunjukkan sepuluh besar mata uang yang aktif diperdagangkan.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Dolar adalah mata uang yang paling banyak diperdagangkan, mengambil 84,9% dari seluruh transaksi. Bagian euro adalah kedua di 39,1%, sedangkan yen adalah ketiga pada 19,0%. Seperti yang Anda lihat, sebagian besar mata uang utama yang memonopoli tempat teratas dalam daftar ini.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><img alt="" class="alignnone" src="http://instaforex.co.id/belajar-forex-gratis/wp-content/uploads/currency-distribution.png" title="instaforex" width="456" /></span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">* Karena dua mata uang yang terlibat dalam setiap transaksi, jumlah saham persentase masing-masing mata uang total 200% bukan 100%</span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Melihat tabel di atas menunjukkan betapa sering dolar AS diperdagangkan di pasar forex. Hal ini konyol pada satu sisi 84,9% dari seluruh transaksi yang dilaporkan!</span><br />
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</strong></span><span style="font-size: small;"><strong> Dolar adalah Raja </strong></span> </div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Anda mungkin pernah mendengar seberapa sering kita menyebutkan dolar AS (USD). Jika USD adalah setengah dari setiap pasangan mata uang utama, dan mata uang major terdiri dari 75% dari semua perdagangan, maka dari itu kita harus memperhatikan dolar AS. USD adalah raja!</span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><img alt="" class="alignnone" src="http://www.babypips.com/school/images/pre-school/reserves.png" title="instaforex" width="434" /></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Bahkan, menurut Dana Moneter Internasional (IMF), dolar AS terdiri dari hampir 62% dari cadangan resmi di dunia valuta asing! Karena hampir setiap investor, bisnis, dan bank sentral sendiri, mereka memperhatikan dolar AS.</span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><img alt="" class="alignnone" src="http://instaforex.co.id/belajar-forex-gratis/wp-content/uploads/man-chasing-money.png" title="instaforex" width="354" /></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Ada juga alasan penting lainnya mengapa dolar AS memainkan peran sentral dalam pasar forex:</span></div><ul style="font-family: Verdana,sans-serif;"><li><span style="font-size: small;">Ekonomi Amerika Serikat adalah ekonomi TERBESAR di dunia.</span></li>
<li><span style="font-size: small;">Dolar AS adalah mata uang cadangan dunia.</span></li>
<li><span style="font-size: small;">Amerika Serikat memiliki pasar keuangan terbesar dan paling likuid di dunia.</span></li>
<li><span style="font-size: small;">Amerika Serikat memiliki sistem politik super stabil.</span></li>
<li><span style="font-size: small;">Amerika Serikat adalah satu-satunya negara adidaya militer dunia.</span></li>
<li><span style="font-size: small;">Dolar AS adalah alat tukar untuk transaksi lintas banyak batas. Sebagai contoh, harga minyak dalam dolar AS. Jadi jika Meksiko ingin membeli minyak dari Arab Saudi, itu hanya bisa dibeli dengan dolar AS. Jika Meksiko tidak memiliki dolar, hal yang dilakukan pertama adalah menjual peso dan membeli dolar AS….</span></li>
</ul><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><strong>Spekulasi</strong></span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Satu hal yang penting untuk dicatat tentang pasar forex adalah bahwa sementara transaksi komersial dan keuangan adalah bagian dari volume perdagangan, perdagangan mata uang didasarkan pada spekulasi.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Dengan kata lain, volume perdagangan kebanyakan berasal dari pedagang yang membeli dan menjual berdasarkan pergerakan harga harian.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Volume perdagangan oleh spekulan diperkirakan lebih dari 90%!</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Skala pasar spekulatif forex berarti likuiditas – jumlah beli dan volume penjualan terjadi pada waktu tertentu – sangat tinggi.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Hal ini membuatnya sangat mudah bagi siapa saja untuk membeli dan menjual mata uang.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Dari perspektif investor, likuiditas sangat penting karena ini menentukan berapa mudah harga dapat berubah selama jangka waktu tertentu. likuiditas seperti forex memungkinkan volume perdagangan yang sangat besar terjadi dengan efek yang sangat sedikit pada harga.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Pasar forex umumnya sangat likuid, bisa berubah tergantung pada pasangan mata uang, waktu dan hari.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2299815774708209627.post-41219967836095211102012-02-19T11:19:00.000-08:002012-05-13T23:12:57.451-07:00SEKOLAH FOREX : Mata Uang Diperdagangkan Berpasangangan<div id="_mcePaste" style="font-family: Verdana,sans-serif; text-align: justify;">
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<span style="font-size: small;">Forex <a href="http://www.masterforex.org/?aid=336370" target="_blank">trading</a> adalah membeli satu mata uang dan menjual yang lain secara bersamaan . Mata uang yang diperdagangkan melalui broker atau dealer, dan diperdagangkan berpasangan, misalnya euro dan US dollar (EUR / USD) atau British pound dan yen Jepang (GBP / JPY).</span></div>
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<span style="font-size: small;">Bila Anda berdagang di pasar forex, Anda membeli atau menjual sepasangan mata uang.</span></div>
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<span style="font-size: small;">Bayangkan masing-masing pasangan terus-menerus “tarik tambang” dengan mata uang disisi yang lain. Kurs berfluktuasi berdasarkan mata uang yang kuat pada saat ini.</span></div>
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<span style="font-size: small;"><b>Pasangan Mata Uang Mayor</b></span></div>
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</div>
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<span style="font-size: small;">Pasangan mata uang yang tercantum di bawah ini dianggap sebagai “mayor”. Pasangan ini semua berisi dolar AS (USD) di satu sisi dan yang paling sering diperdagangkan. pasangan mayor yang paling likuid dan banyak diperdagangkan di dunia.</span></div>
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<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica; line-height: 18px;"></span><br />
<table border="0" style="border-collapse: collapse; border: 1px solid rgb(102, 102, 102); margin: 1em 0px; outline-style: none; padding: 0px; width: 525px;"><tbody style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;">
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><th align="center" scope="col" style="border: 1px solid #666666; cursor: text; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90"><span style="color: black;">Pasangan</span></th><th align="center" scope="col" style="border: 1px solid #666666; cursor: text; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;"><span style="color: black;">Negara</span></th><th align="center" scope="col" style="border: 1px solid #666666; cursor: text; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;"><span style="color: black;">Panggilan FX</span></th></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">EUR/USD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Euro zone / United States</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“euro dollar”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">USD/JPY</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United States / Japan</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“dollar yen”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">GBP/USD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United Kindom / United States</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“pound dollar”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">USD/CHF</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United States/ Switzerland</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“dollar swissy”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">USD/CAD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United States / Canada</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“dollar loonie”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">AUD/USD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Australia / United States</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“aussie dollar”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">NZD/USD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">New Zealand / United States</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“kiwi dollar”</td></tr>
</tbody></table>
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<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;"><b><span style="font-weight: normal;"></span></b></span></span><br />
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<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;"><b><span style="font-weight: normal;"><b>Pasangan Mata Uang Cross-Mayor atau Pasangan Mata Uang Minor</b></span></b></span></span></div>
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<div style="text-align: justify;">
<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;"><b><span style="font-weight: normal;"></span></b></span></span><br />
<div style="font-family: Verdana,sans-serif;">
<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;"><b><span style="font-weight: normal;">Pasangan mata uang yang tidak mengandung dolar AS (USD) dikenal sebagai pasangan lintas mata uang atau hanya sebagai “Cross” Mayor yang juga dikenal sebagai “Minor” Yang paling aktif diperdagangkan berasal dari tiga mata uang non-USD utama: EUR, JPY, dan GBP.</span></b></span></span></div>
<div style="font-family: Verdana,sans-serif;">
<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;"><b></b></span></span></div>
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<div style="text-align: justify;">
<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;"></span></span><br />
<h3 style="font: bold 1em Verdana,sans-serif; margin: 1em 0px 0.8em; outline-style: none; padding: 0px;">
<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;">Euro Crosses</span></span></h3>
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<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;"></span></span><br />
<table border="0" style="border-collapse: collapse; border: 1px solid rgb(102, 102, 102); margin: 1em 0px; outline-style: none; padding: 0px; width: 525px;"><tbody style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;">
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><th align="center" scope="col" style="border: 1px solid #666666; color: #cccccc; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90"><b><span style="color: black;">Pasangan</span></b></th><th align="center" scope="col" style="border: 1px solid #666666; color: white; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="263"><b><span style="color: black;">Negara</span></b></th><th align="center" scope="col" style="border: 1px solid #666666; color: white; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="158"><b><span style="color: black;">Panggilan FX</span></b></th></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">EUR/CHF</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Euro zone / Switzerland</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“euro swissy”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">EUR/GBP</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Euro zone / United Kingdom</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“euro pound”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">EUR/CAD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Euro zone / Canada</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“euro loonie”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">EUR/AUD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Euro zone / Australia</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“euro aussie”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">EUR/NZD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Euro zone / New Zealand</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“euro kiwi”</td></tr>
</tbody></table>
<br />
<h3 style="border: initial none initial; font-size: 1em; font-weight: bold; font: normal normal bold 1.4em/normal Arial, 'Lucida Grande', Verdana, Helvetica, sans-serif; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 1em; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;">
<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;">Yen Crosses</span></span></h3>
<table border="0" style="border-collapse: collapse; border: 1px solid rgb(102, 102, 102); margin: 1em 0px; outline-style: none; padding: 0px; width: 525px;"><tbody style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;">
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><th align="center" scope="col" style="border: 1px solid #666666; color: #cccccc; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90"><b><span style="color: black;">Pasangan</span></b></th><th align="center" scope="col" style="border: 1px solid #666666; color: white; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;"><b><span style="color: black;">Negara</span></b></th><th align="center" scope="col" style="border: 1px solid #666666; color: white; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;"><b><span style="color: black;">Panggilan FX</span></b></th></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">EUR/JPY</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Euro zone / Japan</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“euro yen” or “yuppy”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">GBP/JPY</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United Kingdom / Japan</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“pound yen” or “guppy”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">CHF/JPY</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Switzerland / Japan</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“swissy yen”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">CAD/JPY</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Canada / Japan</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“loonie yen”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">AUD/JPY</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Australia / Japan</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“aussie yen”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">NZD/JPY</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">New Zealand / Japan</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“kiwi yen”</td></tr>
</tbody></table>
<h3 style="border: initial none initial; font-size: 1em; font-weight: bold; font: normal normal bold 1.4em/normal Arial, 'Lucida Grande', Verdana, Helvetica, sans-serif; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 1em; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;">
<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;">Pound Crosses</span></span></h3>
<table border="0" style="border-collapse: collapse; border: 1px solid rgb(102, 102, 102); margin: 1em 0px; outline-style: none; padding: 0px; width: 525px;"><tbody style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;">
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><th align="center" scope="col" style="border: 1px solid #666666; color: #cccccc; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90"><b><span style="color: black;">Pasangan</span></b></th><th align="center" scope="col" style="border: 1px solid #666666; color: white; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;"><b><span style="color: black;">Negara</span></b></th><th align="center" scope="col" style="border: 1px solid #666666; color: white; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;"><b><span style="color: black;">Panggilan FX</span></b></th></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">GBP/CHF</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United Kingdom / Switzerland</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“pound swissy”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">GBP/AUD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United Kingdom / Australia</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“pound aussie”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">GBP/CAD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United Kingdom / Canada</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“pound loonie”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">GBP/NZD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">United Kingdom / New Zealand</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“pound kiwi”</td></tr>
</tbody></table>
<h3 style="border: initial none initial; font-size: 1em; font-weight: bold; font: normal normal bold 1.4em/normal Arial, 'Lucida Grande', Verdana, Helvetica, sans-serif; margin-bottom: 0.8em; margin-left: 0px; margin-right: 0px; margin-top: 1em; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;">
<span style="font-family: 'Lucida Grande',Verdana,Arial,Helvetica;"><span style="line-height: 18px;">Crosses Lainya</span></span></h3>
<table border="0" style="border-collapse: collapse; border: 1px solid rgb(102, 102, 102); margin: 1em 0px; outline-style: none; padding: 0px; width: 525px;"><tbody style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;">
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><th align="center" scope="col" style="border: 1px solid #666666; color: #cccccc; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90"><b><span style="color: black;">Pasangan</span></b></th><th align="center" scope="col" style="border: 1px solid #666666; color: white; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;"><b><span style="color: black;">Negara</span></b></th><th align="center" scope="col" style="border: 1px solid #666666; color: white; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;"><b><span style="color: black;">Panggilan FX</span></b></th></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">AUD/CHF</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Australia / Switzerland</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“aussie swissy”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">AUD/CAD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Australia / Canada</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“aussie loonie”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">AUD/NZD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Australia / New Zealand</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“aussie kiwi”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">CAD/CHF</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">Canada / Switzerland</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“loonie swissy”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">NZD/CHF</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">New Zealand / Switzerland</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“kiwi swissy”</td></tr>
<tr style="border: initial none initial; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding: 0px;"><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;" width="90">NZD/CAD</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">New Zealand / Canada</td><td align="center" style="border: 1px solid #666666; margin: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 4px; padding-left: 8px; padding-right: 8px; padding-top: 4px;">“kiwi loonie”</td></tr>
</tbody></table>
</div>
</div>Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2299815774708209627.post-24718653846898583582012-02-19T11:14:00.000-08:002012-02-19T11:14:51.643-08:00SEKOLAH FOREX : Apa yang di perdagangkan?<div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><img alt="" class="alignnone" src="http://instaforex.co.id/belajar-forex-gratis/wp-content/uploads/money.png" title="money" width="525" /></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Jawaban yang sederhana adalah UANG.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Karena Anda tidak membeli uang secara fisik, perdagangan semacam ini dapat membingungkan.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Pikirkan untuk membeli mata uang sebagai pembelian saham disuatu negara tertentu, seperti membeli saham perusahaan. Harga mata uang adalah refleksi langsung dari apa yang pasar pikirkan tentang ekonomi saat ini dan masa depan.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Ketika Anda membeli, katakanlah, yen Jepang, pada dasarnya Anda membeli ”saham” dalam ekonomi Jepang. Anda bertaruh bahwa ekonomi Jepang baik, dan bahkan akan menjadi lebih baik seiring waktu. Setelah Anda menjual “saham” kembali ke pasar, berharap anda untung.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Secara umum, nilai tukar mata uang terhadap mata uang lain merupakan cerminan dari kondisi perekonomian negara itu, dibandingkan dengan ekonomi negara-negara lain.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><strong>Mata Uang Utama</strong></span></div><table border="0" style="font-family: Verdana,sans-serif; margin-left: 0px; margin-right: 0px; text-align: left; width: 525px;"><tbody>
<tr><th align="center" scope="col"><span style="font-size: small;"><a href="http://instaforex.co.id/belajar-forex-gratis/daftar-instrumen-symbol-trading-instaforex/">Symbol</a></span></th><th align="center" scope="col"><span style="font-size: small;">Negara</span></th><th align="center" scope="col"><span style="font-size: small;">Mata uang</span></th><th align="center" scope="col"><span style="font-size: small;">Nama Panggilan</span></th></tr>
<tr><td align="center"><span style="font-size: small;">USD</span></td><td align="center"><span style="font-size: small;">United States</span></td><td align="center"><span style="font-size: small;">Dollar</span></td><td align="center"><span style="font-size: small;">Buck</span></td></tr>
<tr><td align="center"><span style="font-size: small;">EUR</span></td><td align="center"><span style="font-size: small;">Euro zone members</span></td><td align="center"><span style="font-size: small;">Euro</span></td><td align="center"><span style="font-size: small;">Fiber</span></td></tr>
<tr><td align="center"><span style="font-size: small;">JPY</span></td><td align="center"><span style="font-size: small;">Japan</span></td><td align="center"><span style="font-size: small;">Yen</span></td><td align="center"><span style="font-size: small;">Yen</span></td></tr>
<tr><td align="center"><span style="font-size: small;">GBP</span></td><td align="center"><span style="font-size: small;">Great Britain</span></td><td align="center"><span style="font-size: small;">Pound</span></td><td align="center"><span style="font-size: small;">Cable</span></td></tr>
<tr><td align="center"><span style="font-size: small;">CHF</span></td><td align="center"><span style="font-size: small;">Switzerland</span></td><td align="center"><span style="font-size: small;">Franc</span></td><td align="center"><span style="font-size: small;">Swissy</span></td></tr>
<tr><td align="center"><span style="font-size: small;">CAD</span></td><td align="center"><span style="font-size: small;">Canada</span></td><td align="center"><span style="font-size: small;">Dollar</span></td><td align="center"><span style="font-size: small;">Loonie</span></td></tr>
<tr><td align="center"><span style="font-size: small;">AUD</span></td><td align="center"><span style="font-size: small;">Australia</span></td><td align="center"><span style="font-size: small;">Dollar</span></td><td align="center"><span style="font-size: small;">Aussie</span></td></tr>
<tr><td align="center"><span style="font-size: small;">NZD</span></td><td align="center"><span style="font-size: small;">New Zealand</span></td><td align="center"><span style="font-size: small;">Dollar</span></td><td align="center"><span style="font-size: small;">Kiwi</span></td></tr>
</tbody></table><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><strong><br />
</strong></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Simbol mata uang selalu memiliki tiga huruf, di mana dua huruf pertama mengidentifikasi nama negara dan huruf ketiga mengidentifikasi nama mata uang negara itu.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Ambil NZD misalnya. NZ singkatan dari New Zealand (Selandia Baru), sementara D adalah singkatan dari dolar. Cukup mudah, bukan?</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: center;"><span style="font-size: small;">Mata uang yang termasuk dalam daftar </span><span style="font-size: small;">diatas disebut ”Major” karena mereka adalah yang paling banyak diperdagangkan. </span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Verdana,sans-serif; text-align: center;"><span style="font-size: small;">Kami juga ingin memberi tahu Anda bahwa ”buck” bukan hanya julukan untuk USD.</span></div><div style="font-family: Verdana,sans-serif; text-align: center;"><span style="font-size: small;">Ada juga: greenbacks, bones, benjis, benjamins, cheddar, paper, loot, scrilla, cheese, bread, moolah, dead presidents, dan uang tunai</span></div><div style="font-family: Verdana,sans-serif; text-align: center;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: center;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: center;"><br />
</div><div style="color: #666666; font-family: Verdana,sans-serif; text-align: justify;"><i><span style="font-size: x-small;">Tagged with: australia dollar, belajar forex, britain pound, broker forex indonesia, canada dollar, cheese bread, dead presidents, greenbacks, instaforex, instaforex indonesia, jawaban, jpy japan yen, ke pasar, mata uang negara, new zealand dollar, nilai tukar mata uang, selandia baru, yen yen, zone members.</span></i></div><div style="color: #666666; font-family: Verdana,sans-serif; text-align: justify;"><br />
</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2299815774708209627.post-34864606655900199782012-02-19T11:04:00.000-08:002012-02-19T11:04:00.094-08:00SEKOLAH FOREX : Apa itu Forex?<div style="font-family: Verdana,sans-serif; text-align: justify;"><b><span style="font-size: small;">Apa itu Forex?</span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Jika Anda pernah bepergian ke negara lain, biasanya Anda harus menemukan stan penukaran mata uang di bandara, dan kemudian menukar uang yang Anda miliki ke dalam mata uang negara yang Anda kunjungi.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Anda pergi ke counter dan melihat layar menampilkan nilai tukar yang berbeda untuk mata uang yang berbeda. Anda menemukan “yen Jepang” dan berpikir , “WOW satu dolar saya! Senilai ¥ 100?! Dan aku punya sepuluh dolar! Aku akan menjadi kaya!” (Kegembiraan ini cepat hilang ketika Anda berhenti di sebuah toko di bandara untuk membeli sekaleng soda dan tiba-tiba setengah uang anda hilang.)</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Ketika Anda melakukan ini, Anda pada dasarnya sudah berpartisipasi dalam pasar forex! Anda telah menukar satu mata uang ke mata uang yang lain. Atau dalam istilah forex <a href="http://instaforex.com/id/open_live_account.php?x=YDF" target="_blank">trading</a>, dengan asumsi Andaorang Amerika mengunjungi Jepang, Anda telah menjual dolar dan membeli yen.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Sebelum Anda terbang kembali ke rumah, Anda berhenti di stan pertukaran mata uang untuk menukar yen dan perhatikan nilai tukar telah berubah. Ini perubahan dalam tingkat pertukaran yang memungkinkan Anda untuk membuat uang di pasar valuta asing.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Pasar valuta asing, yang biasanya dikenal sebagai “forex” atau “FX,” adalah pasar keuangan terbesar di dunia. Dibandingkan dengan volume New York Stock Exchange 74000000000 $ / hari , pasar valuta asing terlihat benar-benar raksasa dengan 4 TRILIUN $ volume perdagangan per hari.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Pasar saham terbesar di dunia, New York Stock Exchange (NYSE), volume perdagangan sekitar $ 74000000000 setiap hari. Jika kita menggunakan rakasa untuk mewakili NYSE, akan terlihat seperti ini ……</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><img alt="" class="alignnone" src="http://instaforex.co.id/belajar-forex-gratis/wp-content/uploads/monster1.png" title="monster" width="418" /></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Tetapi jika Anda benar-benar membandingkannya dengan pasar valuta asing, akan terlihat seperti ini …</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;"><img alt="" class="alignnone" src="http://instaforex.co.id/belajar-forex-gratis/wp-content/uploads/monster2.png" title="monster2" width="525" /></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Oooh, NYSE tampak begitu kecil dibandingkan dengan forex! Pasar mata uang lebih dari 53 kali LEBIH BESAR!</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span class="tags"><span style="color: #cccccc; font-size: x-small;">Tagged with: </span><span style="color: #cccccc; font-size: x-small;">bandara, belajar forex, broker forex indonesia, forex trading, instaforex, instaforex indonesia, mata uang negara, <a href="" rel="tag">miliki</a>, new york stock, new york stock exchange, nyse volume, <a href="" rel="tag">oooh</a>, <a href="" rel="tag">pasar saham</a>, pasar valuta asing, perdagangan, rakasa, <a href="" rel="tag">rumah</a>, <a href="" rel="tag">yen</a>, <a href="" rel="tag">york stock exchange</a></span></span><span style="font-size: small;"> </span></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2299815774708209627.post-1522851611588566002012-02-19T10:56:00.000-08:002012-02-19T10:56:15.347-08:00SEKOLAH FOREX<ul style="font-family: Verdana,sans-serif;"><li class="cat-item cat-item-3"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">.Sekolah Forex</a></span><ul class="children"><li class="cat-item cat-item-4"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1. Pra TK</a></span><ul class="children"><li class="cat-item cat-item-5"><span style="font-size: small;">1..1. Apa itu Forex?</span></li>
<li class="cat-item cat-item-6"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1..2. Apa yang di perdagangkan?</a></span></li>
<li class="cat-item cat-item-7"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1..3. Mata Uang Berpasangan</a></span></li>
<li class="cat-item cat-item-8"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1..4. Pasar dan Likuiditas</a></span></li>
<li class="cat-item cat-item-9"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1..5. Cara Bertransaksi</a></span></li>
<li class="cat-item cat-item-10"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1..6. Keuntungan Forex</a></span></li>
<li class="cat-item cat-item-11"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1..7. Struktur Pasar</a></span></li>
<li class="cat-item cat-item-12"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1..8. Pemain Pasar</a></span></li>
<li class="cat-item cat-item-13"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1..9. Jam Pasar</a></span></li>
<li class="cat-item cat-item-14"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.10. Sesi Tokyo</a></span></li>
<li class="cat-item cat-item-15"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.11. Sesi London</a></span></li>
<li class="cat-item cat-item-16"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.12. Sesi New York</a></span></li>
<li class="cat-item cat-item-17"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.13. Sesi Overlap</a></span></li>
<li class="cat-item cat-item-18"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.14. Hari Terbaik Trading</a></span></li>
<li class="cat-item cat-item-19"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.15. Cara Menghasilkan Uang</a></span></li>
<li class="cat-item cat-item-20"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.16. Membuat Adonan</a></span></li>
<li class="cat-item cat-item-21"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.17. Pips dan Pippets</a></span></li>
<li class="cat-item cat-item-22"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.18. Lot, Leverage, Laba dan Rugi</a></span></li>
<li class="cat-item cat-item-23"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.19. Bahasa Forex</a></span></li>
<li class="cat-item cat-item-24"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.20. Tipe Order</a></span></li>
<li class="cat-item cat-item-25"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.21. Demo Akun</a></span></li>
<li class="cat-item cat-item-26"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">1.21. Lindungi Dirimu</a></span></li>
</ul></li>
<li class="cat-item cat-item-32"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">2. TK</a></span><ul class="children"><li class="cat-item cat-item-33"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">2.1. 3 Macam Analisa</a></span></li>
<li class="cat-item cat-item-34"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">2.2. Analisa Tehnikal</a></span></li>
<li class="cat-item cat-item-35"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">2.3. Analisa Fundamental</a></span></li>
<li class="cat-item cat-item-36"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">2.4. Analisa Sentimen</a></span></li>
<li class="cat-item cat-item-37"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">2.5. Analisa Terbaik</a></span></li>
<li class="cat-item cat-item-38"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">2.6. Tipe Chart</a></span></li>
</ul></li>
<li class="cat-item cat-item-39"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3. Sekolah Dasar</a></span><ul class="children"><li class="cat-item cat-item-40 current-cat-parent"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.1. Kelas 1</a></span><ul class="children"><li class="cat-item cat-item-42 current-cat"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.1.1. Support Resistance</a></span></li>
<li class="cat-item cat-item-43"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.1.2. Trend Line</a></span></li>
<li class="cat-item cat-item-44"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.1.3. Channel</a></span></li>
<li class="cat-item cat-item-45"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.1.4. Trading Dengan Garis</a></span></li>
<li class="cat-item cat-item-46"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.1.5. Ringkasan</a></span></li>
</ul></li>
<li class="cat-item cat-item-41"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.2. Kelas 2</a></span><ul class="children"><li class="cat-item cat-item-47"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.2.1. Candlestick Jepang</a></span></li>
<li class="cat-item cat-item-48"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.2.2. Badan Seksi Bayangan Aneh</a></span></li>
<li class="cat-item cat-item-50"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.2.3. Pola Dasar Candle</a></span></li>
<li class="cat-item cat-item-51"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.2.4. Pola candlestick Single</a></span></li>
<li class="cat-item cat-item-52"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.2.5. Pola Candlestick Double</a></span></li>
<li class="cat-item cat-item-53"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.2.6. Pola Candlestick Triple</a></span></li>
<li class="cat-item cat-item-54"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.2.7. Contekan Candlestick Jepang</a></span></li>
</ul></li>
<li class="cat-item cat-item-55"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3. Kelas 3</a></span><ul class="children"><li class="cat-item cat-item-56"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.1. Fibonaci Itu Siapa?</a></span></li>
<li class="cat-item cat-item-57"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.2. Fibonacci retracement</a></span></li>
<li class="cat-item cat-item-58"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.3. Ketika Fibonacci Level Gagal</a></span></li>
<li class="cat-item cat-item-60"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.4. Fibs Support Resistance</a></span></li>
<li class="cat-item cat-item-473"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.5. Fibs & Trend Line</a></span></li>
<li class="cat-item cat-item-482"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.6. Fibs & Candlestick</a></span></li>
<li class="cat-item cat-item-509"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.7. Ekstensi Fibonacci</a></span></li>
<li class="cat-item cat-item-520"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.8. Stop Loss dengan Fibs</a></span></li>
<li class="cat-item cat-item-539"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.3.9. Ringkasan Fibonacci</a></span></li>
</ul></li>
<li class="cat-item cat-item-540"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4. Kelas 4</a></span><ul class="children"><li class="cat-item cat-item-541"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4.1. Moving Average</a></span></li>
<li class="cat-item cat-item-552"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4.2. Simple Moving Average</a></span></li>
<li class="cat-item cat-item-566"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4.3. Exponential Moving Average</a></span></li>
<li class="cat-item cat-item-575"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4.4. SMA vs EMA</a></span></li>
<li class="cat-item cat-item-587"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4.5. Menggunakan MA</a></span></li>
<li class="cat-item cat-item-699"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4.6. Moving Average Crossover</a></span></li>
<li class="cat-item cat-item-711"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4.7. Support Resistance Dinamis</a></span></li>
<li class="cat-item cat-item-716"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.4.8. Ringkasan Moving Average</a></span></li>
</ul></li>
<li class="cat-item cat-item-722"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5. Kelas 5</a></span><ul class="children"><li class="cat-item cat-item-723"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.1. Bollinger Bands</a></span></li>
<li class="cat-item cat-item-736"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.2. MACD</a></span></li>
<li class="cat-item cat-item-745"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.3. Parabolic SAR</a></span></li>
<li class="cat-item cat-item-753"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.4. Stochastic</a></span></li>
<li class="cat-item cat-item-756"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.5. RSI</a></span></li>
<li class="cat-item cat-item-760"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.6. ADX</a></span></li>
<li class="cat-item cat-item-769"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.7. Ichimoku</a></span></li>
<li class="cat-item cat-item-786"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.8. Gabungan Indikator</a></span></li>
<li class="cat-item cat-item-791"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">3.5.9. Ringkasan Indikator</a></span></li>
</ul></li>
</ul></li>
<li class="cat-item cat-item-801"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4. Sekolah Menengah</a></span><ul class="children"><li class="cat-item cat-item-802"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.1. Kelas 6</a></span><ul class="children"><li class="cat-item cat-item-803"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.1.1. Lead & Lag Indicator</a></span></li>
<li class="cat-item cat-item-814"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.1.2. Leading Indicator</a></span></li>
<li class="cat-item cat-item-817"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.1.3. Lagging Indicator</a></span></li>
<li class="cat-item cat-item-819"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.1.4. Ringkasan</a></span></li>
</ul></li>
<li class="cat-item cat-item-821"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2. Kelas 7</a></span><ul class="children"><li class="cat-item cat-item-822"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.1. Chart Pattern</a></span></li>
<li class="cat-item cat-item-835"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.2. Doubles</a></span></li>
<li class="cat-item cat-item-843"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.3. Head and Shoulder</a></span></li>
<li class="cat-item cat-item-855"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.4. Wedge</a></span></li>
<li class="cat-item cat-item-903"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.5. Rectangles</a></span></li>
<li class="cat-item cat-item-909"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.6. Pennants</a></span></li>
<li class="cat-item cat-item-914"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.7. Triangles</a></span></li>
<li class="cat-item cat-item-919"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.8. Trading dengan Pattern</a></span></li>
<li class="cat-item cat-item-922"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.2.9. Contekan Chart Pattern</a></span></li>
</ul></li>
<li class="cat-item cat-item-926"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.3. Kelas 8</a></span><ul class="children"><li class="cat-item cat-item-927"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.3.1. Pivot Point</a></span></li>
<li class="cat-item cat-item-941"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.3.2. Cara Menghitung Pivot</a></span></li>
<li class="cat-item cat-item-953"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.3.3. Pvot Range Trading</a></span></li>
<li class="cat-item cat-item-959"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.3.4. Pivot Breakout</a></span></li>
<li class="cat-item cat-item-963"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.3.5. Pivot Sentimen</a></span></li>
<li class="cat-item cat-item-970"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.3.6. Metode Pivot Lainya</a></span></li>
<li class="cat-item cat-item-976"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">4.3.7. Ringkasan Pivot Point</a></span></li>
</ul></li>
</ul></li>
<li class="cat-item cat-item-989"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5. Sekolah Musim Panas</a></span><ul class="children"><li class="cat-item cat-item-990"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.1. Teori Elliot Wave</a></span><ul class="children"><li class="cat-item cat-item-991"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.1.1. Teori Elliott Wave</a></span></li>
<li class="cat-item cat-item-1004"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.1.2. Pola Wave 5-3</a></span></li>
<li class="cat-item cat-item-1009"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.1.3. Koreksi ABC</a></span></li>
<li class="cat-item cat-item-1019"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.1.4. Wave didalam Wave</a></span></li>
<li class="cat-item cat-item-1024"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.1.5. 3 Aturan Pokok EW</a></span></li>
<li class="cat-item cat-item-1028"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.1.6. Menaiki EW</a></span></li>
</ul></li>
<li class="cat-item cat-item-1040"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.2. Pola Harmonic</a></span><ul class="children"><li class="cat-item cat-item-1041"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.2.1. Pola Harmonic</a></span></li>
<li class="cat-item cat-item-1048"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.2.2. Pola ABCD & Three-Drive</a></span></li>
<li class="cat-item cat-item-1056"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.2.3. Pola Gartley & Binatang</a></span></li>
<li class="cat-item cat-item-1062"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.2.4. Trading dengan Harmonik</a></span></li>
<li class="cat-item cat-item-1068"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">5.2.5. Ringkasan Pola Harmonik</a></span></li>
</ul></li>
</ul></li>
<li class="cat-item cat-item-1071"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6. Sekolah Tinggi</a></span><ul class="children"><li class="cat-item cat-item-1072"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.1. Kelas 9</a></span><ul class="children"><li class="cat-item cat-item-1073"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.1.1. Divergence Trading</a></span></li>
<li class="cat-item cat-item-1082"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.1.2. Regular Divergence</a></span></li>
<li class="cat-item cat-item-1087"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.1.3. Hidden Divergence</a></span></li>
<li class="cat-item cat-item-1099"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.1.4. Cara Trading Divergence</a></span></li>
<li class="cat-item cat-item-1111"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.1.5. Trik Momentum</a></span></li>
<li class="cat-item cat-item-1122"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.1.6. Aturan Trading Divergence</a></span></li>
</ul></li>
<li class="cat-item cat-item-1150"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.2. Kelas 10</a></span><ul class="children"><li class="cat-item cat-item-1151"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.2.1. Trendspotting</a></span></li>
<li class="cat-item cat-item-1390"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.2.2. Trending Market</a></span></li>
<li class="cat-item cat-item-1395"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.3.3. Ranging Market</a></span></li>
<li class="cat-item cat-item-1399"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.3.4. Retrace-Reverse</a></span></li>
<li class="cat-item cat-item-1405"><span style="font-size: small;"><a href="http://www.blogger.com/goog_669264916">6.3.5. Identifikasi Pembalikan</a></span></li>
<li class="cat-item cat-item-1409"><span style="font-size: small;">6.3.6. Kesimpulan</span></li>
</ul></li>
</ul></li>
</ul></li>
</ul>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2299815774708209627.post-24192958885755220042012-02-18T07:14:00.000-08:002012-02-19T10:52:03.293-08:00GRATIS BONUS TANPA DEPOSIT $.100 & $.200 ON FAXFOREX<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0rXOLAFk64U8gzi4oWWHyO1A6UNFVqYcNki_b0yBX3wYcsrhzk61_WoTO0aU7-aONRCtNiDqFHi3TfY1tsGy3jkhtcNwh5x110v7KU6bWXyZFJV_dmUdzOhW_3ZDzi7vIZeIMQMHs3sc/s1600/faxforex-100.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0rXOLAFk64U8gzi4oWWHyO1A6UNFVqYcNki_b0yBX3wYcsrhzk61_WoTO0aU7-aONRCtNiDqFHi3TfY1tsGy3jkhtcNwh5x110v7KU6bWXyZFJV_dmUdzOhW_3ZDzi7vIZeIMQMHs3sc/s320/faxforex-100.png" width="320" /></a></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Bagi yang ingin belajar forex tapi masih takut rugi, ada solusinya yaitu hanya dengan mendaftar saja kita dikasi modal $200 atau $100 tanpa perlu deposit untuk belajar forex. Bonus yang dikasi merupakan uang sungguhan bukan uang virtual seperti broker2 forex lainnya. Kalau dalam satu bulan kita bisa mendapatkan keuntungan dari bonus itu maka keuntungan itu bisa kita withdraw / kirim ke account <a href="http://libertyreserve.com/log/en">liberty reserve</a> kita.</span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;">Bonus dari faxforex ini sangat menarik karena kita tidak perlu deposit sudah mendapatkan bonus yang lumayan besar yaitu $200 tanpa deposit atau tidak mengeluarkan uang sepeserpun sudah bisa trading. Tidak seperti program bonus sebelumnnya dari Pax forex yang mengharuskan mengirimkan data atau upload dokumen dulu baru bisa bonus itu dipakai trading. Bonus $200 tanpa deposit ini hanya perlu kita mendaftar <a href="http://www.paxforex.com/?refId=82124d26-819d-4e4d-9167-466de3fe0895" target="_blank">disini.</a> Setelah selesai anda akan mendapatkan email konfirmasi. Kemudian tinggal download mt4 bonus langsung masuk dah.</span><br />
<span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;">klik <span style="background-color: #0b5394; color: white;"><a href="http://www.paxforex.com/?refId=82124d26-819d-4e4d-9167-466de3fe0895" target="_blank"> <span style="color: white;">DAFTAR GRATIS</span> </a></span></span></span><span style="font-family: Verdana,sans-serif; font-size: small;"> </span><br />
<div style="text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;">Jangan lupa untuk REFERAL ID isi dengan</span></span></div><div style="text-align: justify;"><span style="font-size: large;">82124d26-819d-4e4d-9167-466de3fe0895</span></div></div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
<span style="font-family: Verdana,sans-serif; font-size: small;"> Sebenarnya ada 2 tipe Bonus tanpa deposit dari PaxForex yaitu :</span><span style="font-family: Verdana,sans-serif; font-size: small;"><span style="font-family: Verdana,sans-serif;"> </span><br />
</span><br />
<ul style="font-family: Verdana,sans-serif;"><li><span style="font-family: Verdana,sans-serif; font-size: small;">TANPA DEPOSIT</span><span style="font-size: small;"> </span></li>
<li><span style="font-size: small;">BE ONLINE FOREX BONUS</span> </li>
</ul><span style="font-size: small;"></span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpuNHrnB5GnfB1xBuBpx-XxUlbzNknJBL-grlbNcxpEcmlpxbJpgC9_qpjUfNBJABmrkN48r9s5ucK6aSb5GkBeteWZcm9Jt3ZRV_0dTjovEzO599ach_BNqa0DuGxJCv3u4O5rtduH7o/s1600/faxforexcom.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpuNHrnB5GnfB1xBuBpx-XxUlbzNknJBL-grlbNcxpEcmlpxbJpgC9_qpjUfNBJABmrkN48r9s5ucK6aSb5GkBeteWZcm9Jt3ZRV_0dTjovEzO599ach_BNqa0DuGxJCv3u4O5rtduH7o/s400/faxforexcom.PNG" width="400" /></a></div><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;">Tapi dari kedua bonus itu ada kelemahanya yaitu kita dibatasi Cuma bisa buka 2 posisi buy atau sell. Dan lot size maksimal Cuma 0.1 lots. Tapi bagi trader pemula itu sudah memang harus diterapkan agar melatih kedisiplinan diri akan strategi trading yang akan diterapkan. EEiiit . . tunggu apa lagi Daftar Sekarang sebelum masa promosi no deposit bonus ini ditutup, lumayan dapat $200 gratis siapa tau untung bisa dah keuntungannya di wd. Promosi ini sangat cocok untuk yang baru belajar forex atau untuk yang mencoba.</span></span></div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;"><br />
</span></span></div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;">klik <span style="background-color: #0b5394; color: white;"><a href="http://www.paxforex.com/?refId=82124d26-819d-4e4d-9167-466de3fe0895" target="_blank"> <span style="color: white;">DAFTAR GRATIS</span> </a></span></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="color: black; text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span"></span></span></div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;"></span></span></div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;"></span></span></div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;"></span></span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;">Jangan lupa untuk REFERAL ID isi dengan</span></span></div><div style="text-align: justify;"><span style="font-size: large;">82124d26-819d-4e4d-9167-466de3fe0895</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
<span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;">Salam sukses.<br />
Admin</span></span><br />
<br />
<br />
<span style="font-family: Verdana,sans-serif; font-size: small;"><span class="Apple-style-span" style="color: black;"><a href="http://www.blogger.com/share-post.g?blogID=2299815774708209627&postID=2419295888575522004&target=facebook" style="background-color: orange; color: white;" target="_blank"><span style="background-color: #20124d;">BERBAGI KE FACEBOOK</span></a><span style="background-color: #20124d;"> </span> </span></span></div>Unknownnoreply@blogger.com7tag:blogger.com,1999:blog-2299815774708209627.post-10545705334290438652012-02-14T19:53:00.000-08:002012-02-14T19:53:55.545-08:00MEMASANG ROBOT EXPERT ADVISOR DI METATRADER<div style="font-family: Verdana,sans-serif;">Sudahkah anda mendengar tentang robot exper advisor?.atau anda sudah mempunyai file robot ea?. Jika yang sudah tahu tentang robot exper advisor (EA). Dan tentunya sudah tahu cara buat memasang roBot ini untuk trading di metatrader4. tapi bagi teman teman yang belum mengetahui cara memasang robot ini ,berikut saya ternagkan cara memasang robot ea pada metatrader4 :</div><ol style="font-family: Verdana,sans-serif;"><li> download dan install metatrader4 di pada computer anda.jika anda belum punya bisa daftar di broker forex yang memakai aplikasi ini untuk trading .</li>
<li>download atau cari file robot expert advisor jika belum punya</li>
<li><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">copy file robot EA yang telah selasai di download</div><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"> </div><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">bukalah file dimana anda install aplikasi meta trader tadi misal : <span style="color: red;">C:\Program Files\InstaTrader</span> lalu carilah folder exper di dalam sub folder tadi misal : <span style="color: red;">C:\Program Files\InstaTrader\experts</span> lalu pastelah file robot EA tadi disini. Untuk jeas nya perhatikan gambar berikut :</div><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"><div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"> <br />
<a href="http://www.facebook.com/photo.php?op=1&view=all&subj=143536165672179&aid=-1&pid=234656&id=115140698520944&oid=143536165672179" id="myphotolink"><img height="187" id="myphoto" src="http://sphotos.ak.fbcdn.net/hphotos-ak-snc4/hs072.snc4/34960_137846246250389_115140698520944_234654_3460100_n.jpg" width="583" /></a><br />
<span id="goog_1252051985"></span><span id="goog_1252051986"></span><br />
<span id="goog_39126396"></span><span id="goog_39126397"></span><br />
<div class="clearfix" id="photoborder"><div class="photo_container" id="photo_container"><span class="tag_box" id="photo_tag_boxes"></span></div><div class="photo_container" id="photo_container"><a href="http://www.facebook.com/photo.php?op=1&view=all&subj=143536165672179&aid=-1&pid=234656&id=115140698520944&oid=143536165672179" id="myphotolink"><img id="myphoto" src="http://sphotos.ak.fbcdn.net/hphotos-ak-snc4/hs201.snc4/38393_137846339583713_115140698520944_234656_7046912_n.jpg" style="height: 164px; width: 587px;" /></a></div></div><a href="http://www.facebook.com/photo.php?op=1&view=all&subj=143536165672179&aid=-1&pid=234656&id=115140698520944&oid=143536165672179" id="myphotolink"><img id="myphoto" src="http://sphotos.ak.fbcdn.net/hphotos-ak-snc4/hs074.snc4/35042_137846279583719_115140698520944_234655_3949725_n.jpg" style="height: 534px; width: 585px;" /></a><br />
<ul><li> Selesai deh tugas kita buat install robot EXPERT ADVISOR Pada aplikasi matatrader4. opps hmm tapi tugas yang lain belum kelar nih bro karena setalah di install kita harus jalankan program metatrader itu dan setting robot EA tadi biar bias bekerja buat kita, tapi haus nih minum cendol dulu ya nanti di lanjutkan pada bagan 2.ok</li>
</ul><br />
<ul><li> Setelah EA terpsang di terminal trading metatrader4 cara unutk mengaktifkanya adalah klik EXPERT ADVISOR pada jendela NAVIGATOR nanti akan muncul list EA yang telah terpasang .lihat gambar berikut :</li>
</ul><br />
<br />
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<div style="text-align: center;"><img alt="" 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" /></div><br />
<ul><li> Setelah muncul klik 2x nama EA yang akan di jalankan .hingga muncul gambar seperti ini :</li>
</ul><br />
<div style="text-align: center;"> </div><div style="text-align: center;"><img alt="" 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" />s</div><div style="text-align: center;">setalah gambar diatas muncul perlu di centang kotak pada </div><div style="color: red; text-align: center;"><i><b> </b></i></div><div style="color: red; text-align: center;"><i><b>ENABLE ALERT ,ALLOW LIVE TRADING,ALLOW DLL FUNCTION CALLS,ALLOW IMPORT EXTERNAL EXPERTS.</b></i></div><div style="color: red; text-align: center;"><i><b> </b></i></div><ul><li>Setelah semua di centang anda juga bisa mengatur bagian extern yg ada dari EA itu misal ,target ,stop loss,trailing stop dll tergantung dari EA yang anda pakai .untuk mengatur hal ini bisa dilakukan dgn cara mengeklik tab input .lihat gambar :</li>
</ul><br />
<div style="text-align: center;"><img alt="" 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LN51lHN+2nyf3y2GfUs3nSRAqD3HHgEABNWF6Ce/FbzVTZw//wAGqm7l08DwMbzRES0DgDe+/K3Zv9ZgZpGPEjiSYQy1HIv8tMjH5kZ7qeQnx6NlpnsLbP23N9Zjt5e1+tnjQnuPXPRGIX1kRaPUbgPLWzW7RYaJi2TQ1quEnXLQGOVVTwSGxu7Ydh9rCy1mPlupmbECp3PKr33Sv3wFbofF+p2XaQA4HoG02mp/uPZ+g9n6z6cqf9oquKNgXcf52lQr4pFpwG2h5WN7yII9RaG+ghmDRfOH82t3AU+XwmGfcwf/GH54A/vtm/G2zovaAugr7LRl2no3b+HeS9b/fNyRJDGPdFS9FE66luGvPlojBj5yxtP0gLAseh7qM0V95mAJpKjttMA0HPIX8hXiEbqfr9Ig5Ho1GsXAMxZGDd/yUUA2Hq4EPUuRmO1WgNcu5SKvjqFJjJonAoNUc45oAcAADrmlhINkaFxajROhYYq/DdKARiJgmw8rBSNV6NRSp4Sku/noS+OojF0qRxu3yny7LNLT1BZOZJmAzPRYPW+mzTQhFf/PwEgeFUK6l7aaqHO0pYh1JpukxPRaH0jPxUAbN19b+nP1wDg3dY70XgdGqq8VwgSngh9sR9NpNEYlQnuX59FE2k0TmXyaJWagfjLaaaPMFLZbaUWALzH/436FKLxGjROhcao3pyiZv/Wozbp0HCl6bkjlWUKSEsqQF8cNX18bOy69mg19gto97HqlCKDxzTNwMW6ESt0I1fqhq3QeS3UXUiiVXpjl+X6rxfqP5uv/yBU/+4s/btTlK8NuPc4T4N6KRadAYiaWerTgR8yVDB7JG/aQLbnrjq5U3v1OACQabcF/d4QDnmPN/Dd+63d+VvCgnYA8ihCrbPRu9HDfFZy4P5BJupTjnwqkL8MTVA1nkyY4N7uqvssQJPIPhspALhwOcctSPO/pXSZHHJzRe19r5n67B2TskWgVhO9V8mQj05rgGsXU9E3Z9AUQGO1rRfr1SQkpspOXi4Dhpq4RY58dG4BWrcALRqhOf3YAKSuSccLKIhGY7Q8FSTfz0NfHUMToFQBaY/y0QdHN14DAMP8vdJvFxFChXXK4aOHRf+aWPHlTwQ7oLp2Xz6A4addpWiUutEknQ3c2+xEE0nkrblXBBKeCH15AE0BNEFLAlw49xj97xyaAuxbcgvQIj+thoX7N6fRFEBjtB2W6Y0Ajx4Wvz5ZjvxNb94tkGo0NPfVtxa1eHuJuw/PbRLhFqBFY7SlCrh7Mwt9fYy7zBfaflo0RovGYmNjO9Pu47XJRYavAtW9FmoHL9UNW64bvFzntVAbk0gXi41tIvXfRBD/Dde/F6Z/e5b+zcnKpn3vJuVpUD/lonMAm6aXDP8/3vQB5QHd9cl3AIAqSOf5tReMb80ISwBAd/4vgZc7v99b91sh3ubZQTsBeZRVgvtROfooG/UWoZFSFKBCEzSvsHA/fBe1v+4eCmga88FPzO0CI6HVNQmQDtpqAIBuA//60OcxACxZeg51TJl9BACMkQfkaJBKa2Thfg5NhlcCyQN3GADoP+rAPwalAcDjXO2/p6mvZBiP3jd8GEqWyyH9cVGTr/agyYDGkDwVJN/PRV+dsML9v8c7rwOl1nA1WdtrmQwAzsRmft56Y3auWK/RfjqZ33IBCQCzQmNQj2y+EqQy/Q9LtIF7GADYsssC911oogF5k/eKQMIToi8PoimAJpBmuJ9HUwAFkCb7kWoG4i+nom/OoimA/Mh/BZOxKQYAauo2eYdllJ40/vgLhUabHz+BfG0amSswjNlOT9tHA8DugynIKwkFcZaJjY3dwOw+iXxcaPjUX+0Vpu0XoR20RDdgib7vEl2PZbrOS3Xtl+q/iSQ+XUi8E0a8HqL/x0Rlo573knK1qL9mUSzA+qDigV+W+n6nPL4LAAw6DX9ab8GUboKJ34mndmLnuSvXTuZ3Qve+QrxNM4P+BPSdEHUuQh/GDPNeyZ5+wAz3AXw0RoIC1O4BuiZTSAA4dvge6nCtSRg0CWHQdEOvTUweTw9gNADsuyx9q/Opj+arTXDvkvKPWZCQzYCRaL9Ml289tgnaLKeMAJkZ/C/6nkF+ipgkADD0+Vkx+S9CqqQBoFAMn7bb6j4wy20Kg/xInhqS7+eib06gIDPcvzmOpsAvsRRJ0kV8LQCs+O3mq2PLjzwEAMP/ArNbhutNcO+e/clCpkKsBQDaAHl8asT4w79suAkA77bdhSYb0BjyXjFIyoXoq4MoGFCgGe7fnkfB4BZEskYTSQ0L91Zn0QxwCyKRP/ndSvJuphrAAAAphfq2kzPQWJXbZMotiESBZNNp5PGHjNFgAIBrD6QtPo9qPF6KpjCWZWJj15UDSRTAYL+Adp/EPC40vDdG/f0szY8LtH0itL0jdD/M00bfpKUa47cR+q8WEZ8sJN4OI16bQTT1V6If7z7K1aLBxKI4gF8Dinp9XOrTXvzLHCNFViyZxJvYhR/YWTixg9D7v/IV44w6tXR6J74nuvcZKt8QHLQH0Hci9IMAvXdmmPcKM9yjpeiDLDSgAo2Rowlq90CiUbCxsb/w1X/MbTbgfpNwaBJqbBpmaDofms3UNe92scUbPzVvf6TJFI3bXGg8IvvVV2c39i5ymw2NQqD5dzHNfzjTaKKyxX+Wt3h3ZYt3ljf/bHPjicoWn2xo2u+B+yxoNAuadY5r8dXORlPJJgHyFt/ua/F5VLNhWe4zwD3Y6D4D3CfrX30zomnnOLe54D6FePXNRU09z7uFgnsINB2U0vyb3c16J7b4ZEPjQE2jOdCsw4nmHn+7z4ZXBqW8+o85jcfy3WZD40mq5p0vtnh/TfM20c2GZTcKgWbf/Nn809/dZ4J7sNE92NjivVXN2h5hl9koQPHqP+c16XnTLdR0L/s2Gk1SvfqvBU26x1vzGdB4KtGs34MW/45s8fWupj4l1sezTwk2Nh2a1eKT9c1b7Wsyhmf6RNjYde3pRjTZgP0CutFUQ1Kh4S1v9bdTNR3naLrO03adp2s1Q3M7i1Hr4cv5+s/C9e+H6d+YRTSfqm80ToG8Eh/latEwatFFMP7sV9j17RKf9uV+ncsndC3378zz78Tz/04w3kPo+6Vo1MeiIf8R9XmN5/XK3U/NcO8kRp0E6MPTHLj/LUbvZqIBYjRG7h6gbRRINJpGNQqhm86mm84xNgk1Np1raDrPaHGTUGNj8/W9Gs0y2fWbODY2NvaL5FdCjEmFhn8MlX4eoPCYqmg/Q9k+RNk2RNV6tup/c1Qt56g/nKX59wzNa1M0TSao3bwlyDPhUZ4WeRsWXQF65Zjs7/9RMOR/haPaFvt2KPZuV+zTtsTn27JRX5UP+4Q38F1enzd43ZuXdHK/+SEqWTd98j5AnRWoEx99xG3LcODuFqB1D9A2mko2mk41mck0nW1oGmqwg3vTsKr5jl1fHYL3zdjYznfjELiWTn7kU/j28KJPx5R8Mb7kS7/iz/1KP/Mv/di/9P0JvLf9+f8az2s+mt9oJB/1K3iz79W0Qi3yMcw6BaJfZzxo0/xRtw8f9/n8cd8vH/dpmdz385Ten6b3/jCjxzuZ3d/M6PyPzO9fSW2D4j5BpbsXT/7LDPcPjw4btdQW7gPFaLQc+andJ+rcgwj3yWTj6WSTGXTTWYamcwxN5xqazjU0CTWytiO7+wzX/x2xsbGxXyijacYFR8iD58tf9brwzx8vvdn78lu9L77Z69Jbfa6+3vvaP3rHN++d0LTHjUbd4lGXBNQxbv/ZgrC/CTTG8MV8+vGj4pujOx36psXxtm8ebffvI23ePN7urRPt3jzV5p9nPFqc/bbZ6W9eOfuV24lP0c2A7jfuC98L0KGeyirhno4GVqAxcjRWgcYo3CcoGwWoGgVpG03TvxJMNQkmm8ygmoQwTUKYRjNoWzPuwdBoOt1oGoVdT+0+lXZ5dxIb+yV0kKHpFGr7ZQIckMEA68/omk3SoXEk8iV6LlOrtIaanwaQVkj9EKpEvRSot+QJcB9QgYaUIZ9yNJqPRlcgPwmaoHCfpDJdk3uaxmzKLZjj6TQKot2CXD/rCPsZTLl8XgH2s9nlmxB2be1Hogk0GkeiMXo0Ro18dWi0Ho3WIx8tGqFBozRomAaN0iBvDfLWoFEqNFiOhimQtwYN1aBBatRPgfrKza6yLfNeBvIqRf3ykddDt17J7r2T3fukoAHZaEC226A8t8H5bkMK0JBSNLQUDStFw0vRiBI0rNTkIWVoMDY2tos8qAz1Kcaurx5QjAaW2oe9C9GP+ah7Puqaj7rmI6881C0feeWj7vmoez7yykXd81GXHOSZgzplo0456Pts9H028ix+Mtz7F6CeSW49H7v1SjYhvpLZu9x6PjY9zPxg7Hpt1PMxdv21G3Z9tpM2gyTUpRC1zUMfnbTOltl7Qo56lr8RUFpWli2tyJaIsLGxsbHrk6UV2WXlua90TkOv77bOc8dwx8bGxq7XrgLuJIXhjo2NjV2/bQf3NWsw3LGxsbHrvzHcsbGxsV9CY7hjY2Njv4TGcMfGxsZ+CV1/4C7MUshLyh9sFUV9y1/7Lf+3OvPab4r3DREUXpfLSlz/qbGxsbFr5XoDd6mkqDz9uOSAJ3X5e7jXBe7Wme91IU578GLGCcseScX5Lv/g2NjY2LVw1XDfd0KOepa/XhnuwiylrCA7P/1Q3LWNh85uOnzuOXjjoXObDp87fTsp++wy3ZkOkNgZErvUoe92gVsdRX935qdfkEqLXL6GsLGxsWthM9xT0Wtbh/msrAHucnFOQVH6xTuPeBVSR05O5kRlF/Oj9v0tqpAAAMMY69QAcPXmnQeP4pXSPJevIWxsbOxa+OngrpLm3rifmJJXDADG5ygAoBjm0MnTfGEFhjs2NjZ2jX46uGvkeaeuXivksYRlGIZ+bgYwxsSe4wlEXLgDwPLlK3755VfnEh/DHRsbu767FnC/nl8mNBoYiiKfm0lSTxPa42fP8Gwr91rAHQDGj/c7dep0NU/BcMfGxq7vrg3c80r4DE0ShI4gdEYjk5mZjswSCHi0+S4nWq/TEFrlsdOnMNyxsbGxHfFTw/30tes5xWUUqdPp1DqdWqGQtm3bxmikdTq1SiVv06YNw5DsXU60VqPUqaVHT53kVwX3X39dazBAv379jhw5ihDKyMjKzc1ndzaNGzcGgHXrNkRGLgaAO3fuTpoUuGrVaoSQwQDHjh1HCN24kWAHegx3bGzs+u5aw12r06l0OpVCIWnbto3RSLG/1pG1GoVOLTl6KuZJcAcAhFBAwEQA8PLyOnHi5PDhIwBAoVD16tV769btXLjPnRt2/vyF9PTM/v37A4CnZ+eiohK7xWK4Y2Nj12vXDu6lJKHRapVarVIuF7dt28ZgINhftVolAISFhSKEPvjgAwAID5+PEPrqqy/Pnz+LEIqNPSORCNmyOjb2zEcffdS5sycAGAzkxx9/hBCaM2cWAHTu7BkXdw4hdPDgPgDQqOValbgauBsM8N1337OTJh2BO9uW2bz5j/nzF1Tuz2C4Y2Nj13dXDfe9x+WoR1nlI1RZuGcXlZCEWqNRaDQKmayiTZs2DKNnfwWAzZs3hoTMAIAHDxJ9fb3DwxccOLA3NzerWzcvAOjR48ejRw//+GN3AOjevVtWVtrff++fPz9s9Gifu3dvAcCcObN27tz+xRctO3RoDwB9+vS+ceMaSWo0ygqnwx0AJkwIOH48BrdlsLGxXzLXBu5ZhcWEXqVWy9VquVQqatOmNU3r2F8BjJs3/x4SEgwA9+/f8fHxDg+fv3//X7m5mVXCPTMz9eDBffPnh/n6+iQm3gKA2bNnbtsW1a2bl0xWYYE7QajVCtGRk88Kd4RQSMhM3JbBxsZ+6V07uBcReqVaLVOrZVKpsE2b1jStZX8FMNjCfZQZ7hlmuHc/evRQJbjP9fX1SUy8aQt3kRnuVwlCpVYIj5w8wReKHYH79evxlgFVpVINAMHBMxBCFy9eGjx4MAB06tRJpe0+YrcAACAASURBVNLgAVVsbOyX1bWCe0GRXqdQqaQqlVQiEbRp05qiNCqVVCYTeXl13bYtKiRkOgDcu3fbx2dUePi8ffv25OSkd+vWlYX7kSN/m+HulZGRcuDA3nnz5vr6et+5kwAAs2eHbN36R7duXlKpEAD69OkVH39Fr1eq5ILKcH/SRMbr128MGza81kc2YbhjY2PXd9cG7pkFRTqtQqmUKpVSvV6dnPzQMs+9uLgAAEJD51gGVCdNCti3b092drqXV1cA+PHH7tHRJrh36+aVnp5y4MDeCRP8AeCjjz5CCM2aFQIAbdq0lkhMcL9+/YpOp1TKMNyxsbGxHXXt4F6o08qVSslzs0JeoZTxHYT7sxvDHRsbu767NnDPyC/QamQKhfi5WS4TKqS86JjjGO7Y2NjYjrgWcI9Pz8vXqCUKRcVzs0wqkIlLMdyxsbGxHXRt4J6SlS2XCcRinkTMfw4Wi3lCQbGIl3/4xFG+CMMdGxsbu2Y/Ce4yO7jLxbmFBUnrt+3YtGu3q7xu6zaJVP584H7r3oNf/ohy4YfFxsbGdty/bdl25mKciJ8jFmTaw/2fNcE9M/PumYtXngNbsbGxsbEdNwAUl/EPRB8oLXxUReWO4Y6NjY1dH43hjo2Njf0SGsMdGxsb+yU0hjs2Njb2S2gMd2xsbOyX0Bju2NjY2C+hHYV7t67fx1wyVA93+gmvgfOXO3eiX7SPhnOc19/cmXDHxsbGxn5B7HS4G7iLjrubPX/L2aV/XsTGxsZ2osO3xUZfSa6qrDQ8AXYNLq+Tyt3ypSAmPi2zWAhYWFhYThVPrDxw4RFYGsK0kabtEWTKK6GpdnllgNY6p+na57TDOThtQJW2340AQMyNtMxikUpRIq7Iw8bGxnaKZdKC8gq5Be621Su+bbrtbLjT1hcAU+WO4Y6Nje1MV4K7kaGNHARxMGepbV/KnK4ud3rlbgt3XLljY2M721XA3ca1aFtXeVf9zp0Jd9p2H4Ird2wHXSHKSU25QVE6kTDb5W8G+0W2TFqUlnJdrZIIZZoDFx7aVO42PWgDzp1buRsYxsDQRpoxMLhyx3bYGO7YDtoW7ubK3YZxBpox0rShypxxXU4/U27k5AYHc6fB3fTX5LyhauBuYCSent/fu3tZJi0UV+RJJQUeHq0k4vxKK7IwKSm+Y8cODC22hGCU9erV7dLFGKWiRFyRp1GXt279bWlJmss3O+xa+0lwV8iLEm7EdvPyBKNUXJFH6AVRf6wNCvIDo8zyGJm00MOjVYUo1+WfAvs5uCa42yCoged1AHfzd4Rq2jIOwr1KY7i/fMZwx3bQVcOdMVoaBpb69wm50XW54Tnn1cG9iwOX2ePC3eZYWLrmtoyHRyuZtMBokHbp0vHO7YtyWZEjaxfD/eVzNW0ZkhBu3Lhm6tQAAOXtW3Fdu3YyGqTcB2C4NyhXAXdLQ9jucPyacrr+5JXqdIdy58LdwDAGcwlveFq4Ayh/WhiKEPr3W28CKCMj5yGEzpw+1LVrJwDjwAF9EEI//NAewDhkcD+EEEIoKMgfQN+69bcadfnatcsRQs2bNxfwsyRi12+F2I77aeGukBe/887bCKF5YSEASk/P73fs+N3ffzSA8tHD6x07duBuMAxV4fIPiO0sVzWgarAd7WMpZKwxp+sktxTRzsw5t58idybczTsQ064SAGJupD5t5S6TFj58cG3w4H4REXM3b/qlID/J0nPXaXn79m4NmTF5zOiRly7GAKjmhgZv2LC6f79ee/ZEjRgxGECRk32/ffvWJCF0+VaI7bhrV7mDURYU5Ldly299+/bgwn3gwD6LI+f99tsKAPW+vVt9fYcDyF3+GbGd4sqVu7lQNTDWzrCBc6Apd5jxxckNzyF3ItwZdtHsPo2ma4C7XFZ05/bF4cMHLZg/a8uW3wi9AIwytnJHCA0fNpALd0shhhCKjJxXGe6nT/2NzGrt0QrDvX65+tkyADJ//9E7tm/w9PxeJi0QV+RZKneE0NEjeyrDfdPGNZbtYdrUiRjuL42rgDvNHnlvaUewNwxPl9P1Jjc3cCxtnCfmzoQ7bfO2amjL2MEdQL1t6/qACWMAlHaVu10hVm3ljv8N10s/FdyNBkmXLh0TEy8BKKuv3ClS5PKPhu1cV1W5m/FHm9FGGyy3q80NT5czzsvpp8vZwtyU047mzoW7tQdk7rlX15ZhJz9MmjQejDK9TuAMuOO2TL10jfPc2elV9+9dlUkLq4W77vXX/9W/Xy/clnlZXdVsGWu3mjPGyO1iG1+83PAccue2ZbjjDDXPluHCXVyR53hbJnDSeDyg+jL5qeAurtSW6dz5B6NBuihiLkLozOm/7Ubg8YDqy+QnTIU0mHvuNghycm4/lPoC5HR1uVMrd9p0YBhNGxjaAAAn8OkHsB0wPkIV20FXNRXSyjgzggw0baw6Z5yTM9ycfnLOWHP6GXKmVrlz4c6dDVlzWwYbmzWGO7aDrrItw84PoU09a5ZxBkvOcHPGOTnz9DntrJx2NK/2CNW0pzpClTG9IcY0GoBPHIaNjV0XNp0V8qJ5QJW2gtg8rcNYc05zc0ONOcPNmWpyY53m7NgpY/5o1eTOhLuZ7PY99wpeemnhw9LCR9jY2NjPbl7J43KRjIU7Ox/GMsuFiyAn54zzcvpZcoODuVPhbp2XY+BW7kW59zJTb2SmJmBjY2M/u3MybpWJpNapkCbmGGnTsTzm6rWG3GDJaeflzAuTO7UtQxusMy7ZAdUbaZnFoozH8ffvxD1IvICNjY397E66f6lUKD1wIcl0bLyp1mbHNq0UqiGn6z5nXJk7D+4UY160wQJ3ti2Tmvw4MTHxLhYWFpYz9ODB/VKhzHyEKrcvYYOgGnK6/uRMbXInw92ydJsBVaVCjIVVraRSaUFBQXZ2tkwmc/V7wXrRJZNJyysUnCNUOXTjIMhmzPNFyulnyG06S9XmToU7O8Jr3nVY4K5RKcoFwjsFJZsfZCy/+XjpjaSIq/cXXEoMvXhnZuzNaWfjJ528eiYlWyqRuHqbwXKZMNyxHJcJ7hctR6iaiWaZ4sLtQXNzpv7ntA3Bq8mdCXfT0DCncmd77lqVopAvOJBZFCvW31AbLivoOCl5TkLEiHUxEnLl/ayZ525MP339dm6hXIr53kCF4Y7luLhwt05INzORsUvqImesCV33OcPNaUdzJ8PdNCHStudOqpV38or+zBXc1sIVJX1BQcdKyVNi/TGh9qiYWJKY8VNC8oIr9+fG3sgsLVdIpa7ecrBcIAx3LMdl05ahrTS0QxAXlM8np+s+ZxzOa7jMnuNHqFIUbe37MPZwv51buCuHl6Ax9vxj/20K/A+fX3Tj8UkpfVikj7iVuvxh/trkoiln4vffT9Er5Oz6A4B+/fohhDw9PRmGUalUHh4efD5fLBZLpdL09PTvvvsOAIYPH245uev27dtVKlXjxo3ZX5s1a8bj8SQSCUEQ7dq1y83NlUgkYrFYIBC0aNGCfcylS5cAYOfOnZaFDBkyBABcueU2SHHhTpLk/v37LWukT58+7BohCCI6OpoN09PT5XK5q981lmtkB3dz48LcerYUwtXn9NPlTC1ypuqcfpaccTR3Ktw5Xw3YRcfEp7Jwv5VbeKBEOnT3sdar/rhJgv/h8xHxj4+KyQMC3eLEjHHR5wNOXB4VHXfgQSoLdwCYNm3a77//DgB79uwZO3YsAFQJ9z59+sTFxSmVSgAYMGDA/v37PT09SZKUSCR5eXnt2rUjCIILd5Ik27dvn52dLZFIKIrq0KEDj8dbs2bNnDlzjEajqzfahis7uK9fvz44OJi7l5XL5bdv3+7atavRaJRKpR4eHhI8SNNQxYW7ma2MBc00B+iM+eBKa9OjypyuOWcczJmqc7oOcpquLq+Typ19DQA4cSM1s1hEalQ3cwqiMkqvqg0DdkQvuZE89XT8qANn3pu7ou+OI3sEug35kt/ypLPvZO9LTNIrbeBOkiS7Op9UudcIdwAYOnTo3r17O3XqpNfruXBnl0zT9OrVqzHcXSsMdyzHZTOgyh5hwzDcipthDNacqTmn62dOV5s7E+7W45gsbZl4E9wTsvM3pxVfUjL9d0RH3kgaf/hCjNy4NrWkx9ZDO8o1v+WK1+RJQm5n77v72K5yx3BvIHpSW+aDDz5QqVRiDHcsjiq3ZWiaYWiGRRBjKeEdzmln5daXcH3uXLib+0TmLwXsWSEpjSo+K299SmGcgum3IzoiPinw5PXh+06/P3dFr+3RW0rVa3JEK7Mrgm9lWeAudlLPXa/XR0ZGRkREAMCZM2cGDhwIAO3btxcKhdu3b0cIubu7y2Sy3bt3s0/59NNPtVqtS7fbBqonVe4JCQndunUDAAx3LIuqgDtjqixtOuYO57TzcuaFyZ0B90tXAIAiKfMIAGNZ9Akz3K9n5a1NLohTGrZklPXZeuisFnpuPbTycfHGAtmvOeJVmaKlWaJpNzO5cGel0+kc7LmLxWKJRJKTk9O+fXtLvc8wzKJFiyrDHffcXzRVOVtGoVBguGNVls1USFMpzVQGdxU504ByZ8Ld0vmyLJo9iKlKuPfefvj9uSt7bo/eVKKqU7hv3LjRUtr7+vpiuL+YwnDHclxVtWWsdOMm1oL9ZczpanPnVu7sy5h+VoZ7rJw+JtT+LdD8Va7aUaKIKpD9ni+psnKvxWwZcSW4q9XqmJiYwYMHs+NyDMMsWbJk9erVvXv3zs7OBoDAwECEkEwmw3B3uXBbBstxmeH+0HyycctUGS7paswZTs44LzfUQW6oRf5UcJfXAHfzPBm2qc+F+7XM3J+T8s/IqMN8zX6eanepYmuRfGO+dG2eeHWWaFmGIDJTOPlmxv4n99w1Gs0nn3xiqcHPnDnTuXPnWsA9PDycJEl2nvu2bdv69OnD4/EsPXc8z91VsqvcAWDmzJnsgCoA+Pv779ixAwDwPHcssS3cTZMgTdS2QZCzc850w2fNmVrntMN5DXD/51PD3Vy8MzZtmasZOSse5MRIqX3l6hW3k5cmPFhy7c6ixMxFN5MWXrkTkVIekSEMTLCBO1aDEj5CFctx2Z84zNSOYMwIYmyP8+TmhmfIDc+WM87POVivnDsR7iSLdcsservKPfT641Xxd5feSd1/9+HxpJSrmTmrL8f/lfjgfEpayNUHEZdv+sXd238vGcO9YQrDHctx2bZlDLZ047YmnJsbqs45jRGGNp+FxVy5Oz236TKZOzlV5s6FO2P+RmP6UsDCndaqrmcV+B+LvZObH5WQKKqosKwkiUQskUi23kwMufZo+skL++6nYrg3TGG4Yzku27YMB4i2CHI8p1/G3MlwN3V/zJX7ifjUGs/nLhGLSwXCDddvlQqEeICswQrDHctx2VXu1taEpVXNMK7JbVpDLs6dXrmbxpEZzhGq+GIdWDUKwx3LcVVVuTOWHoUFQc8pp5+cM67MnQl3xvZzWuCOL7OHhYXlRNleZs9KWDsEuSK3ucu1eR303M2vYYE7YGE5IKFQWFpa6up3gVU/xJcoOXA32NHNNqnrvDJhDba/uiaHOoC7adcBGO5YTyMMdyzHxZcoOfPcqzDOoY7gTtvCnaCZtAp51KOsZVVdQ3VizNWrBWUu3VSwXC8MdyzHZYF7laTDrgnu9pfZqz3cFQR5OKfsXIWu6muonr0x/Ux8mkjq0q0Fy8XCcMdyXFXBvXKT5Pnk1dhVb6nGtkzt4E6ZfgIH7uki6a4cXjXXUJ1/5d68uFsCldalGwyWK4XhjuW4rHCnONjhusacsg3rS047msOzw/3spSsAQJCE3V8QOHBPE0p2ZJVVfw3VoFPXj6XnWVZeaGjorl27XLPhYLlCdnBfsGABQujjjz+2e9j06dP379//fN8a1gsne7jTDFUlxJ2XV72TqFVOPZccnA132vIywIF7qlCyr0hc/TVURxyKPZGRb1l51cO9ffv2BEHU9QaE9TzFhfuOHTvCwsIAIDU1tVevXmxYXl7OnjXswoULLnuXWC+GbNsyNId0NId0zsxp+tluU9bb1HPJoQ4qd5p9GeDAPUUg3pxeUv01VGfeyjyakm1ZeRjuDU01wp0VrtyxwAbuXKKxmKMrkc6c07XPaYdy+ok5Zc2pZ8orVe5PyMHodLhTDE3RlG3lnsyv2JhSVP01VINvZR5LrQ7un332GUIoNDQUAN5//332+qg+Pj4IIYZhnuN2hVUnwnDHclwWuFtYTFEcmFL0E3LGdTntnJxyNHc23Dl7D+DAPYkn+u1xQfXXUJ2WkHEsNcey8uzg3rdv30ePHgHAwoULd+/e3bNnTwCIjIzcvHkzRVEdO3Z8vpsWlvOF4Y7luOzbMpZS3ablXW1OveQ5OGu2DEnozIs27XOAA/dHPNEvSfnVX0N1SkL6U8GdbcsMGjQoMTHxuW5WWHUjDHcsx8WFO6f1TJs7B/QTcqbqnHq6nK5NTjslpxzOn6pyr+4yeyShY/+iFM3QFENRNcC98jVUawd3AGjfvr1Wi+dQ1nthuGM5LmtbxtyRoEx9ajORX9KcdjivFu72R6jWAHd2v0HRdOXZMizcq7+G6tPCHXBb5uUShjuW4+JLlPttZ8uY+90c3j1FTj9dTj99TtVBTlWXw9OcfqCmyp229PVp2na2zMNy4aqHudVfQzXwhg3c16xZY7mu6bx588B2QJXP53t6egIeUH2JVM089ylTphw6dIjNMdyxwHa2DGWdLmIe0qRo5+f0i5dT1eXgdLhbfgIH7g/KBMvvZVV/DdVJ8WnHOXDHamjCR6hiOa4qpkJy4GMzFfK55nSd5+YRVIod3XxyDs8Od9NsGULL+cy0Xc/9Yblw9tVHq+LvLrmdcuRxWmxm7r1S3s9Xb/ydlBqfVxB85V7E5ZvjYxOPp+W6dIPBcqUw3LEcl23PnTHPErFMF6GtOf1S5exdNkx/Qu6EnrsV7hRtHo+mK/XcxeOiz6QLRDsSHzAGo9162nX34YyrD6eeOH8sPb/SSsRqKMJwx3JclXruLNpo20niLOjqImc4Of3knKmDnHYwdybcKcsexly5n3DsfO5ait50M1FL0nW9QWC9yMJwx3Jc3MqdpmjKymLaOoeEoq0TSEw5Uwc5bc3NHXBzzlSdU8+S0w7mToY7xfmzgsNwx8ICDHespxHnxGEWnDEsgihLFV8p5zY9aNMjnzWnbHJrdWvaH5hz6rnn4Myeu+m7ielzghnu+BqqWFhYTpT5Gqrs6QfMxau1LWNGbaWcrpOcfnLOOD+nrDlVbf5UlXu1px/Qa0w7EPO3FAvcVUqFq6+WjvWiSyqVFhQUZGdny2QyV78XrBddMpm0vEKxnzMV0toeocy0rTKnObm15jWTtF7klKO58+FOm3dlGO5YjgvDHctxsXC3tGXMXRHGHnaVcpqbU/UypxzOnQp3zg6TC3eNSlEuEN4pKNn8IGN5VddQnXTy6pmUbKlE4uptBstlwnDHclx2cLcwx9IhsSs0nZ7TnJxyLKeeIadrlTsT7qbXYP+jrAcxaVWKQr7gQGZRrFhf9TVUz92Yfvr67dxCuRTzvYEKwx3LcXHbMlYQWzBnRlAVOV23OVX3Oc3JqWpzAKMz4U5RFE1R7BcEC9xJtfJOXtGfuYJqrqG64Mr9ubE3MkvLFVKpq7ccLBcIwx3LcXErd7ZcpmkL2qwIqpzTT8ypepNTjuZgdBLc9Xq1tZ3Pfikwt2VItfJ2buGuHF7111CdciZ+//0UvUIuFosBIDIy0nJumRkzZgCATqfbt2+fr68vAGi12ri4OMsD2rZtS1GURCIpLS1t3LgxGyYkJADAxo0bLQ9jn9u6dWtLcunSJa1W6+ptFcse7gAwc+ZMhNAHH3ygUqkMBoOXlxdCqGfPnkajUaFQvPPOO5aTDrFLAIB+/fohhDw9PRmGcemnwapb2bdlKHNnwhZBNeRU7XOak1NPzisX+M8zd1pbRq9Xm78emL4XcOF+K7fwQIm0+muojoqOO/AglYU7K4VC4eHhIRQK2V/t4H7w4EFvb28A0Gg0hw8fHjFiBAC0adOmuLhYIpHo9fq2bdvK5fLIyMiIiAjuv3aVSnX+/Pl+/fpZuIDlcnHhTpLk+vXrg4ODASAhIWHkyJFz587dsWMHAERFRYWHhw8bNow9iX9QUNDmzZvZkz9PnTr1999/B4A9e/aMHTsWr9yXWJXbMlUxrqHnzoQ7RZn3GVa4p2QWi0iN6mZOQVRGafXXUJ19J3tfYpJeWTXcpVJpSkrKgAEDli5d+ssvvwBA9XBnl8AwzKJFizDcX3xV2ZZRKBQY7liVVRXcLbIr1R3MqZcvd1rP3Qp38wtw4Z6Qnb85rbj6a6iG3M7ed/fxkyp3DPeXWxjuWI7LpudOUaYeNcXtkFBPyOk6yKm6zmlTX/3pcqedfkCvV9Oc5dK0Fe6URhWflbc+pbD6a6gG38qqBu4qlcrDw4PP5wNAr169bt26dfXqVbueu06na9OmjUql2rBhA0KoWbNmer1+06ZN7GO+/vprgiDEGO4vpCrD3WAw/PDDD6+//jq3544QCg8PBwC2544QOnz4MIZ7Q5NNz90CRnNHmFPP2ud0XeQm7lWVm6tqJ+a2O4Lq8uoGVLs8Ddx1OhVlWTBFUZyeO6VRXc/KW5tcUP01VKfdzHwquB89ehT33F8aVVO5d+vWjV1TBEFERUUFBQWxv+LKvcHKri1jrippOwQ9p9zaDLEU+JxC1zm5XYHvUF5d5V47uNPmHQkAxJgr98pwr3wN1erhrtFoPvnkE0upnpaWhuH+MgnDHctx2cDdMp5oRSxtrmWryymbnKqLnK6TnHYwdy7cufsxujLcq7+GajVwB4AePXpcvXpVoVCIxWK1Wt2pU6c///zzSXAH8+X39Ho9hnu9EJ4tg+W4Kg2oWvsRXJhXldP1P7f5kNXkzmzL0BRFk9Zlc3vu1zJzf07Kr/4aqpNvZux/Zrhb5rn/9ddfPXr0kMvllp67ZZ47hvsLqGeZ5+7h4VFRUYHnuTcc2cLdpp1BkxRFWrD3kudUtTkYnNhz55DdDHdTz/1qRs6KBznVX0M1MMEe7lgNR/gIVSzHZQd3MwApOwRZwNgwc6cPqLJ/Ypoi7Sv30OuPV8XfXXondf/dh8eTUq5m5qy+HP9X4oPzKWkhVx9EXL7pF3dv/71kDPeGKQx3LMdlA3dr3UrZIaiKnHJ+TtndT9K2kcvyOpgtQ9IUSdOctgytVV3PKvA/FnsnNz8qIVFUUWFZSRKJWCKRbL2ZGHLt0fSTF/bdT8Vwb5jCcMdyXCa4x7GnH6hKJP3S5mRV91SV18lUSNOiHTufu0QsLhUIN1y/VSoQ4nNCNlhhuGM5Lvu2DEnZltKWYtapOeW8nHwe+VPNlqnuCFW2505zXsxSueOLdWDVKAx3LMdVVc/dRDfajnfPO7e9y1k5VZv8qSr3muBOmfYYJElxe+74GqpYWFhOlM01VO163xwE1V1OPX1OPvfcKXC/CgA6jdLm9ThwBywsByQUCktLS139LrDqh/gSpd2AqpVuJOen83L7G8+Qk88lf6qpkA7BnWT/Y+F+HcMdy1FhuGM5Lr5Euf/CAwAwFdecupUkKYoicW50MtzNSycpG7gTFJNWIo+Ky1p29PHS6KSIg/cX7EsM3XNn5s6b07bFT9x09WpKmWu3FSyXC8Mdy3HxJUp2toy1eiXN6OFUrxRJWZH0rDnlvJx0Tk5Wlzu1LWP7xwUO3BVa8vCdsnOZuhvFhsv5dFwOeS6TiEnXxaSTK09lzdxxY/q2+LQSqWs3FyzXCsMdy3HZtGVIc8vZFkEvZ045mjuzLcN+LyBJ836DA/f0EumuG7zbpXClgL6QR8dmkafS9cdStEdTiSXHM346lDx/3715e24JZFrXbjFYLhSGO5bjslTulLkdQZpbExYEOTunOLnVJPnknOLmJCcnn0PutLaMRqOkKJIkSUsDCDhwTyuW7Igvu1kKl/Lo8znk6QzieKou+rH2cLI+Ijp1+an8tbFFQVHXj93Ks6y80NDQXbt2WX7t27fvo0ePqlnZW7dutZxDZsqUKTVuHOvXr1+8eHFtNy0s58sO7gsWLEAIffzxx+yvvXr1Qgj179/fRe8O68WStS1DUhz0smC2/N/R3AIuh3PKVbntrqa63OistoyGbcuQ1t0YcOCeWizZeq3sRgnE5VBnM4mYNN2RZO2Bh+oDj3SLj2WM++18wMbLI9bEnriTb1l5Twt3Vh06dFCr1Y5sHBjuL5q4cN+xY0dYWBgApKamjh07NjIy8tChQwCwd+/ekJAQV75LrBdD1gFVytKaMFfR5srbFTlZ9znlYA4Gg1PhTpl3I6QN3FOKxJsvl1wrMp7LIk+l64+maA890uy9r9p5R7HlpmzDdclvV6UzD2YevZltWXlr1qxBCLHn7/3tt98QQgUFBTWucgz3+qsq2zIY7lhVitNzN/UhKMtPE32ryinn5BQ3J+s+p6y5petSYw5G58KdNP9ZbdsyyYUVGy8WXcqnvx2zfPHf99Fng1CbMUuOpiEPX/TF4KCohA03NcH7M485AHf2Enr//Oc/ASAyMnLz5s0URXXs2JF9FhfuLVu2/OqrrwAgKCgIIdSqVSs2b9++Pdu9iYqKAoDXXnsNIbRx40YAyM/PRwitW7fuuWyfWDbCcMdyXHyJcn/cAwCjGYkkaa1kTQhyPCcdyCnHcsqBnHymnHQwd9qAKttzt35o28o9KV+0I0HUZvzKFp6TTmZQp7Lha5+ly2Ny9z5muoRs815z7rfrqml7M47dzLGsvNDQ0L179w4ePDg6OnrhwoX+/v7ctgyfzx8yZMi6deuqgft3332nUCgsT0lISJg2bdqsWbMuXrwIAOvXr9+wYcOgQYMEAgEA+Pn5HTt2zMvLCwACAgJOnjxZxxsnlr0qw91gMLRr1w4ApkyZguGOxZUZ7mAqVE3dcRsEWetfZ+SUQznpT/VitwAAIABJREFUSE4+U05RthB/Um50WltGLSdtXw84cH+UL/rlXP65LOp/o5eF77+HPh+E/s9nw2Xh9O230fs/TtgUv+aqcsqedEfgzlbuCKFOnTqB+YpLDMOwz6oS7mzljhBasGCBHdz79+9vGYZ99OhRVlbWgAEDnuMmimVVZbh37dq1qKgIMNyxKskCd5K0so+0RaGlBn+Zcsrh3Oi0tgwLd+sXBBI4px94mCdcdTr3VCb5v9HLpv1xuUfozoPJzMbr0i139Z2Ctw5beXblZUXgn/Zw37Nnj1wu79q1KwD07ds3Jyfn3LlzEyZMAAA+n+/p6Qk1wR0A1qxZs2rVKqipcrcoKipqwYIFdbthYlUlO7gHBgYeOXKEvY3hjmUnK9y5tbSlpubUtE/Mbe53Wk5xc8qVufPaMia4W/c4wKncuXCfv/cu+nwQajNm3oFk5OGLvhgy/vfrtYC7I20ZcBjuuC3jclU5W4YVhjuWnezhbtOg4EC37nPSJrdQ1pk5VavcebNl1HLTK5lfAipV7meyqMNJmv0PVLvvKrbelG+8Ll17Rbz6gmjZOUHkWWFluFc5FdLSlhk8ePD69esd6blb2jLsjgEPqL6Y4sL91KlTlnbZoEGDAM9zx7IVty1DmVFrh6DKOfVy5WS1ufNmy6jlloWaFs2p3B/kCpbHZMVkUPvuq1ccT1565MGSw3cWHctcFJ208MCdiJPlEWeEk3anHb+VU/0axXqJhY9QxXJc3AFVC3a4qjKn6n9OOpw7c0CVIgmSJCxLB9u2zOy9j1Ydu7vkaMqRhLTYB7n3cng/H73xd3xqfGpB8J57EQdvjo9KPH4r17VbDJYLheGO5bjsBlQ5QCSsjGvYucF5BzFZe+5UJbg/yhePW3cmvVi0I+4BYzDaraddFx/O+Ovh1Kjzx27lV1qJWA1FGO5Yjsu2LWNf6lp+VpOTdZCTdZPbPcDB3HmVu0Zu987A4fO5awl605lErZ6u6w0C60UWhjuW47Kp3J8AygaeO/H0A3LzUgn2/wBGfLEOLMeF4Y7luMznljGSJEmRhC3jCHODwvGceJFzqla50cA4G+7si5GEBe74GqpYWFhOFHsN1f0XHgIYSduhPi6CSHtoWu9qCLkz2zKW3QjbzgdzW0alVLj6aulYL7qkUmlBQUF2drZMJnP1e8F60SWTScsrFOZzy5haBdxKljLB7nnnJElQdZ6TDuYGZ1XuarWc8wIExWnLYLhj1SgMdyzHxYU7RZIkYWpK2CHInJN1kJOuywkHc6dV7mq1nCLMXwoIS1smObNYpFEpy4XlCUW316SsD7u/aO7diJDbYVMTZk+KD/a7Onn0xYkjzo89lhEjk+B/1Q1XGO5YjouF+4EL3MqdIEmSRRB74wk56ZycfPqccH5OVps7E+7c3R1pqtyTM4tFOpW6gF+4M3/vCd25S4aEc9SVU+SF48S5Q9qYQ2TMgrQlfpeDxlyYeCP/pkIqd/Vmg+UaYbhjOS7btgw7kGhtsluZSBKWu5ydk67LCQdzJ1funL2WtedOqnUJBbc2l++4Bndi6SunqYsnyNho/en9mqP7iWNzHi8Mvh829fbswMsz0ssyFFLcw2mIwnDHclz2PXeCbTQTtoV2lTnZcHKnHcTEVu5cWyp3Uq2Lz7+5sXT7Fbh1lrocQ54/Qpw5oD22R3P4T/3hkEcL5mUvjsxb7X3Jb8ejP0kFIRaLASAyMtJydpEZM2YAgIeHB5/Pr2aVSySS0tLSxo0bs896/fXXo6OjAwMDAwMDY2JiNBrN89r2sJ5adnAHgHHjxu3evVun07EPkMvlt2/f7tq1q9FodOk7xXK9OHA3WJlDcLDOtbNy0nk58TxyZ02FNGjUUpLUc78gWOBOqfXx+QnrSqIuwY2TZNwx4uwhXcxG0c5tir07tAdmp/zU/+SIoedG9zg5cNfjv1i4s1IoFB4eHkKh0MFVLpFIcnJy2rdvT5KkJQSAoUOH7t27t1OnTnq93slbGZaTxIU7SZLr168PDg4GAMsDMNyxLOLC3TyQaP5pRqrzc9J5OfE8cme1ZQwatZQk9CSn+cWF+7W8+F8LN8UZrx0nz8UwcYtzf3515dt9zwz7Q/nnr9KoFeL1S8S/Tkifsf3+bgz3hikMdyzHZRpQtVTuBEERNnSjzIyrJifrPqdcmju1cif0ps9JkHZwv5J7fXXB+nOGyzFU7B/CXe9v+Lz13k4bpDvWy7avEv++RPRrRMXq8enTtj94ItxVKlWnTp1OnjzJtlyuXLmCEAoKCgKA4uJid3d3hND27dtFIpEF7mq1OiYmZtKkSUFBQdHR0QghHx8fAGjdujVCaNSoUQDQqlWr9957z/LdH8tVsoP7/v37EULnzp3Ly8tj1/jp06dTUlLYk/t7eXm1aNFCoVAYjUb2VMBdu3Y1GAyu/hBYz0kymbRczJ3nblt0mxH0nHKCmxPm9rdTc5vXcjQ3Mk5uy1i/jFjhrtFfzrm2PO/XM4ZL+1RHW+/p+MHvX6zm/75JuXuNZNNy0W8Rgp8XCFeMTZ28/cGf1cN99+7dvr6+LKD1ev3cuXM3bNjQrVs39rD1AQMGHDt27NVXX2VxcP/+/djYWBbubOUOAMOHDz927BgArFixYuXKlX369MnIyJBKpa7bULHE4poqd4PB4OXldfDgQW9v73nz5u3YsSM9PX3o0KHh4eGbN28GgJ07d/r7+3MrfayXWFX03E1Es0FQDTnxkudO77lbXwPAwMKd1hCXcq4szv35FHNxwJlRr636T3jO8m26feEFK5qv+PeklJmR4l/mChb7pgTWAu4bN27s0KGDZej1zJkznp6elSt3C9wDAgIsD962bRuG+wuiJ8E9OTnZsr5OnTrVvXt3AOjSpUtiYiIAhIeHW+6dM2cOhnsDkQ3cq2Qc+QT2NaTcWXA3alQydqdBmBdtqdxpDXEh69Lqkg2t/+yEwptMvjdru2bfevm28OIVKLwJimiBFjYNzJvtkzZpxzNU7uJKPfcq4c5W7uzMGYqiOnTogOH+IqhKuBsMBg8PD7lcbqncu3fvbjQapVKph4cHAAQFBW3evJkgiJpfAOslkn3lbtszIWx413BzZ51+gIW7niT1BKlnKQ9gOM6B+09ZK46Sp/eoD21X7tsk37VWumWV+Pclwl9+Eqyay1syixcxKiXgWeDOtmX2799ffeWO2zIvphyEO27LYIktcL9grtwJPUESJKFnq1frbTYnOTn5LDnx4uX6anKnwp3Um3YjhJ4kbdoydQf3NWvWyOXy6gdUAwMDY2NjL1++PHDgQLsBVVy5vyB6qrYMHlBt4LKBO0lYCkoTggg9i6AqcpKoMieeQ044K9c7mBucNKBq25Yh9CSh58I9LuvS/Iwlh8iT25T7FzyInHNn/pz4eTNTF4TcmxscP3tGycIQ/k8jkv3t4I7VcISPUMVyXJzZMgaWNiaomdBm5nsVOdFwcuf23HWc2ZA2cL+YfXnivRkLEn6amxSx+fYff97fcyI1Jvziwo23Nh16eMjvzuQZV2cPuum789EeDPeGKQx3LMfFqdyNpJXjZpsRVEVOvgR5pbuekDtttoxaJTX3vAiC1BMcuDMa4lLu1SExI89nxK26vjq7PFsqMbVBJGKJRCL9LWHd+MSg0afGb3+M4d5AheGO5bi4A6qWIp0grUUri6DKObeod1r+hC8NBGFhrlNz0poT1eZOm+euVklJkl00+2e1zpap/nzuErGkRFi67OryjLJMC/SxGpow3LEcF6ctw5hbwQRh6jWbKOT0nHReTjx1TnByvYO5kaGdWLnr2NYPQRAEQQAwjsAdC0uM4Y71NOL23C3tZjN89CQ7xlhVTj5DTr54OVFt7qwBVTPcza0fwjwVMgtfQxULC8upMl1DNe4BAGPPYtIGds8l1z85J1yYOxPuhOkTml7A0nOvg0ufY72EEgqF7PEKWFg1ii9Rmtsy5qYEa9LSGeaQ15yT9T8nHM4NzmzLkDbvDMMd66mE4Y7luLhwt7S2zQdRmin00udEdblT4c6+CfOuw3KEKgAQFJNWIo+Ky1p29PHS6KSIg/cX7EsM3fP/7Z15dBR1uvfL0WGW98zrGc9s550z3rnvPXfuvHovS1AgicgMIDqCogRQxxEUUcLIorIvwqDIDmGJhIBgVraEJKwRQiCQjSV7QshG9qWT3mv5/ap6e94/qrckTacTu0kneb7ne3I6X0jV79dd/amnnqruyll8ODM0IuODfenpxU39vbWg+lkId5TnssO9S5He+Rymu9wZiOLAySWPc++eUO20dOfKXSdIJ3KaLpSTG/XmtBpjaqV0oVxMKiNJZdJXKfcXR95YGJFR2qDu7w0G1Z9CuKM8l8u2TBcEDfq8+wPnX71ZuTt2krbK3Q73sgb1kRst2Y1w9YHx+2rjxftSShlNKBZOl4gbEu+tOV60Ivr28mNZbRqhv7cZVL8J4Y7yXM6Vu2hrRHRBkL2G9W0uPjyXvJ9LHuduK/dS5he9PaHqtA7ntkxpvSoyoymzEa5UGy9VSmfviYkl5GShcKKIrj1ZsimlZsfFuvnh1xOyqp1fv9dff51hmAkTJnj+kj/33HMcx8mPn3/+eZ1O573NCeVbdYH7ypUrGYZ5+umn+3FIKL9Vl8pdFKkoEpc17JDN3VbuvYY7EUUiiaQ73EvqVQevNd1ogNRKw/lyMamUnCoSYvO42HzyRcK9d3deen9v2oytF8/k1NhfvM8+++zIkSMAkJCQMG/ePAAICAgwGAwuX+lLly698847gHAfyHKGe2Rk5LJlywCgpKRk8uTJ/ToulD+qVaWPSb3TGe5WtEmOn77Kpf7LRY9z78K90wEFgMkO9+I65f60hmt1lgv3pZQyerpYOJ7PR91hD+fovsnU7Lmu2pmuXhxXfjqzwv7i2eFuF8J9cMtlWwbhjnKpzm0Z0qWAtVFoSOdehrtIqShSkRKRUgDjmeuFMtyLajv2Xq67UmP873c2fRF/h/m/05iR72w4XcoMf4v5z9fmh9/ck8n/M6Y8wS3cf/Ob34wZMwYAZs6cyTCM/P3ss2fP/vGPf5ybm8swTHJy8pQpU7rDff78+QzDPPvsswDw9ttvX758GQB27969Z8+eiRMn/v73v39E2yPKrRDuKM/lgDul9oaBDUFERpCL3PZgIOfEw9zblTt1HCYAmBJtcC+oaY+82T7yH1/9PGhe8j1DSgX8efbGTUlVUYWmFxZFzNp6Yed1NjTqXkJmpfPr16Xn3qVyP3fu3Oeff/7hhx8WFxenp6fLlfszzzxj//rvn/70pwCwdevWzZs3A8DNmzdDQ0OXLFniDPdp06a1tbU9ou0R5Vbd4W42mwMCAvprPCh/llNbxto/kaEmUWprIfQil7E4QHLqYe7tyt3R/SHObZn8mvZtF2ou3Dc88/a/VsXcZv5jGvM/s/ekKRYeymb+z1/n7svYmq7/+FhZF7jL6t5zlyt3hmE2b97cBe5d2jKAcB846g738ePH19XV9dNwUH4tO9xFkUiUiCKVf9ooRHuZk55z0XUuds3tS3D0zbvm1Fs5cZN7/YSq7ZhIJPYvDgOAvGrF5rNVKeXSM2//K/RA2sTPDscVmfZeV39ziwb+8+AbX53/Kk334dGe4Q4Aq1evDg8Ph4dU7gj3gasucP/www9PnTrVj+NB+bNscDfaruOgnThLiW9zsfc5fdS5V+FObccFlEgiATDa2zLOcF8RdYv5j2nMyHeWxxYxw99i/vP1f4Rd7w53l1fLgDfgfuPGjfr6eoZh4uLiEO7+I5dXy6BQLmWHu2RtNFv71JJMZEpc56JTTh9tTn9ALjpy0ePcbPT2pZCibQXdK/dz9w0nCviYu+y3t3QHM7V7r6t3XFV+/X37vy60rT+v6F65d+m5NzU1BQcHQ7e2TG5uLgBs3Ljx0KFDPZ5QBYBnn3125MiRhw8fxsrdr+QM95SUFPu5k2nTpvXvwFB+KEflbjvPJzqaJHbGeTUXvZfTR5GbTYaHwj24159QJdYDGUpF2umE6t2qtk1J95PuGaLvcF8mFm08dXfDiZx1CeXrThasjs1Zm9y89pxi3reliVku2jKoISL8hCrKczl67p0azfbOMPV+LrrOxU45cc6lh+X0h+TUw9xdW6bXcO90fEEAjInXHG2ZpVH5mxNubThdfOpm6cW7VbcrW7acvhGfUZJR8uCfx26vjcv8R3huYlZVf28zqH4Twh3luTrD3YbCzghykYu+zm3VtB/kXq3crXsbq53hnl+jfHfXubL69sjUuyazpcvrdORy3iff5S0Iv5SQVePqdUQNCSHcUZ7L+YSqZGuyE4HXqtpV7U3K9iZle5NK0aRUNKnam5SKZqWiSanwbd7SWC271fGzxh56N29tqlG1y2tvVne06rRKSnnJ0XmnIiVmo9fhbrPzCVX3EkTjvnO5AjU+gm0C5bdCuKM8l1PPndh6IJTXqVuaa+dtjvr5pNVM0DLmheWD3MHL/tfkNaHbYzmtgvCso01EiQ/gbj0uILRz5Y5C9SiEO8pz2eFObTiTJMpqlWsOJi4OS+nQ8v09wEekVhX7/tcnIhLTLWbJjl/5py/aMoKjcr9WiPdQRaFQ3pXtHqq2yt3alqFadcfExQfKahUAYBkaAoDzWWWz1h8DsNieCiuBvX21jLxo0QH38vp2Vq/r77ulo/xdarX6wYMHFRUVGo2mv8eC8ndpNOpmpc4OdyoSSokkUbWybeT7uwDAZDKZTMahYIvFVFXXHBR6AADk58FeXnv9Ukh50YLo9CEmhDuqRyHcUZ7LCe4GWxdCEEWqUbWPmLsLLCaDQRoSNkqSKJRV1shwl58Haruwxas9d0flLjhX7jyra25V5JQ17L94b5Ore6jO259+LqdCrVb19zaD6jch3FGeqxPcndoyMtzNJsnp8vNBbiqwxeWVwQttcKeOtrt3T6jKDRlBPjqww13gdLVNbbE36y6W04feQ/Xg9eySWq0G+T5EhXBHeS7ntgylhFIiUkGSqEalGDF3p9FACeF8YQBLQMCojo42z//EbDZkZKT/7W+vAIAvhiTw2qKyezLcqaMrLni/cqeO/YZgh7sk6HNK645mtrm5h+rKmDuff3uj/EGzTqPu7y0H1Q9CuKM8V+eeu0DlU4jWyn2n0UAIYX1hAHNAwKiOjlbP/8Rslpzg7v0hCbymqKzMBndBpNa2O6XE5NWrZQR5oZQKotgJ7tkltUdutLi/h+rH32TEpBVTTqtUKgFg/fr19m8X+eSTTwDA5cvM83xgYOCxY8dmzJgBADzPJyQkTJ8+/WH/H+Wf6g53s9kcGBiYn5+v0WjMZvOLL77IMMykSZMsFkv/DhXV79Jo1C1KXbT1Q0yCrRtsrdwNkiAIel8YwBQQMKq9vdXzPzGZxOvXr8pw98WQeE5dWFrq6LlTgdr47s3KnYoy3AWREioKAAY73LNKaiMyWtzfQ3XmttTYqyV2uIeGhoaFhUmS5P5lRrgPDjnDXZKkmJgYeb9eWVkJAHPmzImMjASA8PDw+fPn44s7xNWpLSMKcvEuSVStluHO87zOFwYwBgSMUiha5F/NZiknJ1PeUHNyMgEgMjKCYZgnnniio6MVAD766EP5X2fODAEAXwyJY1UFJaXBodbK3Y5fURRMRsmblTu17TqcP6EqCWxm8YPw9Eb391BdGl8RfbkA4T405aZyt8OdUtq/g0T5ibpcCim3mCVb5S6JLMdpfWGLxTBq1Ki2tmaO0/K8rqGhdvTo0QBmANPo0aObmupk4La1NU+a9Nd9+8LWrFkFAOnpV1555WUA8MWQWL0yv7jEVrkLtusVCaXE5N0TqtSpM+PUlmFvFtXsT6t3fw/VRXEV0ZcLHwZ3lmUDAwOTk5MZhjl69CgApKamynvFX//61/Hx8d3h3tTUNGzYMIZhwsLCtFrtyJEjKaWSJAUFBZ07d45hmG3btpnN5n7dSlFWIdxRnqvzCVVrW8Z2tcxOSdRznMYXtlikUaNGtrU1cZyG57UNDQ9Gjw4AMAEYR48O4Hnt4cMRMpQCA8ft3x+2Zs1KAEhPv2yDu/eHxOo78ouL7ZW7/RNMlHpcuT/2o2GP/eKNX75jcNeWoYJIBfkoyfmEqoGwGQXVR7KU7u+h+s+Y+85wt/fcg4KCTCYTz/O/+tWv5Pt1TJkyJTY2Njg42Gg0ypX72bNnGSfNmTMHAEaNGlVbWwsA06dPj4qKCgwMtMM9Jibm1Vdfxeref+Qe7p9++qn8ymLPHaXs1HM32HAmiCJVqxTD5+wQqY5l1b6w2SyOGjWytbWRZdUcp6mvrxk9OgDAAGAIDg46fjzm9denAUBra+PEiX/du3f36tWd4O6LIel17XlFRcFOPXd7B8VTuFN9RfixcmZym3u423YdAu0M9+sF1TsuPnB/D9XQqPLoK+4q9+HDh7e2trqEu8u2DMJ9AMmTyh177ihZzte5U8fVMkSGOyU6vV7tC5tMVrjr9WqWdcDdYjEEBwfFx7uG+9WrVrj7Ykg6bfvdwiKnyl1ujAu9qNx7A3ciErlyN9jhfi2/asv5Gvf3UP3ou3sxCPehKoQ7ynM54G4xiPaa0la5U6LV61W+sNks/ulPf7J3CIqL8/LybsmPs7IyACAiIlz+9c9//i8AmD9/nvxrSMibAOCLIem0iruFhV3aMja4u+m5lzKP7z54JEMyKnpXuVNr5e4a7g+7h+ojgDsAzJ07l2GYhIQEhLtfCeGO8lxdKnfRCndr5U54jU6nHCLWalrvFBR0hrsnlXsp89iOY/ElktHiEdxF4oC7y8rd/T1Uu8C9+3XudrhPnjw5KysrPT3d8xOqAJCZmckwzOHDh6dNm4aVu78Jr3NHea7OXz/ggLtGqRg+ZwfPqXW6Dq8bAGbPnul8bi8396Yosr5Yl+fWqJpvF+TZvn7Ahl/iAdx/F80MG/3Y48M8q9yJvMfgxW6Ve3pe5Zcple7vofrhMQfcUUNN+AlVlOdyPqFKbYWqKBK1UjH8ve06jUKpbFEpW1TK1sHtjo5mReuD7Nu37J9QtdoTuD++50DEZSrUetiW4e1HBN3bMp9FF25OuLUxoSQmLS/xZnF6fuXXpzK+u3z3Um7pou/uro3LfO+b2zFpRQj3oSmEO8pzPQzuWk37uI935xUVNteXN9Tea6wrH9yuf1BWV10Un3Jx6sojTnDn5RLe7SdUewl30Xo4wItEEAlvh7uRsNcLHswJu5hTWhN+Pre9o8P+IqlUSpVKdfBC7qKo/IUHv49OK0G4D00h3FGeywF3i0EkvEh5SgSJCgKrWbg97r0Nh7OzM6pKc8qLsge3K0qyM26kTV+2f1f8ZQCzSDhKBJEIIuVF4t3KnQiUyP0v3rlyd/997iqVsrFFsScpq7FFocIvhRyqQrijPFf3E6py0UoETqlqm78lZkjdQ3Xx7uMmIzEYROeeDPUy3ClPqUAJL1KBEgEsHsEdhVIi3FG9kbVyv3QHLAZKBEqs3QJKeVGkBoPULzdFMpvNZrPJ6Wf3B97Mbes1mUwmo9EgUmJ9Hqj8VAgmgzfbMrztEIkXibVyv1/fgfdQRaFQXtTdu3ca2zUxqXfAIsmtYLlWtXHNiiA5d+IdL/pHTn9ATj3OTUbRi20ZeTXyOhw99x5u341CoVC9VKuKtbVleNv13TbAEbkz7DIX7DntdS70Nhd9nvNu8h7aMk/0qnKX9x6El21vy/T3ZoBCoQabWlVs9KU7YJGotWgVrJ0ZJwS5z+lgz00G78HdscejMtylxGsFCHcUCuV1tarY6NQ7AJIDbVbyCNTWmekhJwMzp57m3oa73PyiPCUCAMIdhUL5RE5wFxxcs3UnnForTlDyn5w8itybbRmnp5inFNsyKBTKV3K0ZagN650oz3uQd692vZ4L/Zh7vS3jmCe2ZVAolI/UuefOd4KPC9QOxdxnlTvhsS2DQqF8pE5wp90w52iMPNqc+D6nnuZerdw7DwsrdxQK5SN1bcsQnpBuZPRq3tU/ICePJPcm3Al1WhnCHYVC+Uzd4M5RyssIIp1g5ybnBkpO+5QbPYS7JzfIdjpU4Sj23FEolM/k4lJIwguCXqNsUyoaOhQNHW1OVnR74IO8paGypbGypcHJjc4PKpzyir7n1sdV8qqVikZVe7NW004E1qmK53qo3F8o6VNbxoZ47LmjUCgfqVPlTnlKeJHynFbZ0vRg3uaoIfXFYaHbY1lNm8DpqShYi3e5LePmhGof4E4oT6yL5sAiItxRKJQv5HRClZMtUkGvaV9zMGFxWEqHlu/vAT4itarY978+EZGYZjES21PByyg2uvluGWe4n086uGhl8mOvqnuq3O1LR7ijUChfqVXFRl+67Qx3SgWNqm3i4gNltQoAsAwNAcD5rLJZ644BmOTngdg4bDJ4BnePeu6EI5SzdXw4sEgJCHcUCuUDda7ceUJ4URRUHc0j5u4CAPl7cIeCLRZTVV1zUOh+ALON7DylHKFcD5X7j3pzg2xCOOLYdcgnVPETqigUyvtyqtxtXWbKq5StI+buAovJYJCGhI2SJApllTVBoQcAwN41kVHsaeXuIdyple88wcodhUL5THa424EjUkGlbB0xd6fZJIkiGSKmAltcXhkcegDA0rm85oxehbt80SX23FEolG/lsueuUraNmLvTaKDEVr1615TySqXiiSeeYBjmyJFIAPDRijy3wGuLyu7JcHfuuRPCewp3T06o2sgur5UHM7ZlUCiUT2SDu0gITwWOEl50wJ0QwvrCAOaAgFEdHa0A8Prrr6WlfW+xGHy0Lg8t8JqisjK5LUMEzt6k6rkt8/MDnyzdf+Hstwxhqw98V+Fxz50jhAeLiG0ZFArlC3WCO+EI4URrz32nQRIEQe8LA5gCAka1t7f6aPl9MM+pC0tL7T13YjuOIT20ZUqZJ/bsP5RGSINHcLcuVOAJ4ajA4SdUUSiUj2Sgf5AOAAATI0lEQVS9WsYsUcHaiBAJr+6Q4c7zvM4XBjAGBIxSKFqcEggP388wzLBhwywWafPmL7/4Yh0ApKV9P3XqqwAwenQAwzAzZ4YAgC+GxLGqghIZ7hYi2DpUAtdTz733cLcV79aeO1buKBTKF3Luudsb4mpl64g5OySR4zitL8zzOoWiWe65R0YeBAB73tLSMHnypLCw3evXrwWAK1dSP/hg7iefLDxz5jQAbN++deXK5fb/70WzemV+cYnzCVXiu8rd/lzjCVUUCuUjObVlrDgTHXDXc5zGpwaA116bdvnyRQAID9/HMAzDMM8++wwAhIS8GR8fHRwcBADz589jbNq5cxsAeH0krL4jv7g4yAZ36mS3Pfdewp0QjhLWGe4J6Qh3FArlfXWBOxE4+Tr34XN2iFTHsmqfGgBee23qjRvpaWmpb745HQCam+sCAkYBwIwZb8bFRQcHBwLAzJkhiYmnTCbiu5Hode15RUV2uBOBI4SlhKOENRqoN+HufFCAlTsKhfKRnOFu/9YTGe6U6PR6tS9sMomjRo1sbW0EgNdem5qRkX7lSuobb0wHgKamuoCAUWazBGB87rnRtbXVYIM7AGzbtmXFimUA4PUh6bTtdwuLgp0qdyKwpFdtmbTLxxlm8i/fMbiDu8DZdx1E4MCMcEehUD6RFe5mSgTOeiKR8qoOGe5avV7lC7OsurW1Ue65R0SEA5gBzPv3h8mNl2ee+X8WiwRgeO650bW1VSyrBjDKJ1RDQt4EAF8MSadV3C0slL9+wHZClZVR7M2eOxE4KrCEsFTAyh2FQvlQNrg7eu6UWOFOBI1Opxwi1mpa7xQUdKrcCUsFjgpeb8sInLXzLmDPHYVC+Uq2tgyVL/tz7rnznFqn6/C6AWD27JmMk372s592dDTr9UpfrM5Da1TNtwvyg+UvDhOsBJZRbJQ8g7vAVod7UrkTjgjW/QaYxcRr+Qh3FArlddkrdyoDh7DWyv297TqNQqlsUSlbVMrWwe2OjmZF64Ps27eCQw8AmKnAUsISQT6h2lNb5vHdvYC7vN+g1nY+CxYxIR3hjkKhvC+ntgxrrSkpr1Upxn20O6+osLm+vKH2XmNd+eB2/YOyuuqi+JSLU1ccATATwspnU+VDGe/DnQisjHiwUGzLoFAoX8i5cie2U4i8TrVwe9x7Gw5nZ2dUleaUF2UPbleUZGfcSJu+bP+u+MsAJiLoib3C7rEt05fKnbCEcAThjkKhfCbHpZBWuLOUcITXK5Wt87dED6l7qC7efdxkECSJEkFP7Je0+ADurLUtI3Bgofj1AygUyhdytGXka69tZ/tEyhsk0Wg0mIwGk8lgMhlMRiebfJibzaZHadtIjCaT0WiQCOGdnwcisN6Eu9yQIdar6Fkw0wvZpSsOXth49DIajUZ70asiLh5PywMzJYSlAmuFj/NPlznxRc76PuccueBp7mW42/pftr6+bWWDPCeYD6K805uEpc65XLh4Nxe8n/vRW8Pfcv/c5HyT93Cde+/g7rT5OjZo60GTX+REPmDxSk58nbMPzznXuYC5H+f+8RYYKDnBt+oPzj2Fu6o1f09EEfOSooe2DJGfZdts7ZWFm5w473x8n5OBlzs2IN/lwuDKhaGRk4flnr318K06qN+qPX1CNWzX3vPq9hKmrurGlr23mClu4W5bjcOdV4/5wMgFzH2Qk0eYe32TwNw/c8Fd7g7uwSXMsL1fb09seJDLlBWkbtx+k3m5vQe4C93cfVhuctJ/efenCXP/z/3qneY/ueD7HN+qfp+7O6EaXML8ZN+GL+PvFV9ligtvbdiRx7zcU1vG5fowxxxzX+du7G9DxfyR5D1U7j/Zu/7L5JKSPEYyWKISNczEJs/grhdsKxA6jaBXud47ufDwnHgrZ/uckx+a60nXVfRnTnqfd3uKMHefe/Et5q0c36qe5I/6LWmUiDu4/2jnsfgSyWjxDO6udyB6zN3mXtyB6/0rFx6e+9dLgDnmnuQD7K3aQ1vGE7ifu3wVAEwmCxqNRqP9xADQ0Nx28syJ5rqCvsC99kHB7ojIfUe+RaPRaLRfOfy7qNSrl1qbinsNd3V7RUdb5b2yvML89KKC62g0Go32H5eV3HxQfVfRUuYO7hPGj0m6Yu4Cd1V7hVJxv6m+CI1Go9H+5uaGoraWMmVbuTu43719k2EmdrlBNhqNRqMHkJ3gvgPhjkaj0YPECHc0Go0ehEa4o9Fo9CA0wh2NRqMHoRHuaDQaPQjtAu4Txo9JdnUpJBqNfmRWtJQ11ebV19z2ruuqcmvu3agpv/lDfe9GbWV2/YM79TW3Gx7caarNa2su7TqFVv+eQnmnKTQ+4imU+3wKLuAuGSxRiVqEOxrdX1Yq7qtbSjJyM4MX7GZeWM4EL2de8FcHLXs65MvjFy9zqnKl4r5jFor76paSG7mZL4TuGRBTiL/wvcsp3LyVOX7hAJjCH2Zsij2f6jwFhDsa7XfWKStLynL+On/XrtPFlSwUtPmvyzUQfa1+7Lvb7pbc5jRVzlMoKs76+8Zj+xOzTWYL+Lcu5VaErPk2Jz+n2xSy3914bF9itsls7u8x9qDUWxUha77NycvhNNXy+BHuaLTfmdNUnUk99/ZXyXfq4GoZ8XPfqoXQvVe/PXNO4mqdp5By+VLIuiiBGgDA4scCAJPZ9PGOhMNnLnSZwtkrl2asi+KpNBCmYA7dlRiZeMFgm4LtNnslzGM7Ee5otF9Y0FbHJJ2Z8FncrTrQC0aL2Wgy+aPNJqMoGW/XQsim83viUkxCvX0KvLY66kzS3zedAACTydTvQ3VvAFgZfnZrVHKXKUQnJ7/zr+MDZQprDp7/+liSmVingHBHo/3OgrY6NjnpxaVx2TWg40WTUTIY/NFGg0SomPsAZmw8HxbfCe6Ctjo6yUrGfh9nTxYBDJ/vO7Mt+mwXuMekpLy1MX6gTGHFgaQtUSlm0iCPH+GORvudBW11bErS+CVxNystaj0xSEQU/dGSSDheyKwyv7HhbFj82a5wT05+e2M8APT7ON2bUgHMwqd7TneHe2xKylsb4gbKFJbvS9zqHu7Fhbc27Mjvcg9VNBr9yCzD/YXFsdfKzUotJ1KOkD4aAGJjoxmGYRjm3//9jwBmAAgKCqyouAcAH3zwfmxsNAD0beGUcHqWvX7f9PoXLuGe8taG2F4tHAAWLPhYHu2sWTP7PDAAWLhwQWRkhCdLEAQWTOzS3Sddwn32F72bgrz2sWPHMDZdvXoFwNLnV9ATy1P4POz01qizLuA+bO/6r5JLSvIYwqkORDUyk1sQ7mh0v1jQVselJActirlcYurQsCJlCemLzWYxMzPjlVdeBgCTSczJyZwy5SUZ7m1tTQcPhi9evAgA+rZwQlhKWB2rTysxTF2bsve4G7h7tDQA2LZty5o1q+TLP3bu3L5ixfK+Dc8G94Oe/Lkg6MGkX7r7xEPgHtPbMQDAuHFja2urRJEHgMDAcdXV90WR9/Bv//KXCYWFeQYD8XyN8hQ+DzvlGu6P795/KJtQPcIdje5ny3Af90nMhSJju0ZPiV4Q+mKjkd68eV2Gu9FIs7NvTpkyGQAmTHgxIeGkDPq+LVk2EfRavS61SPrbmmTXcN8YA2D2cGkAsHXr16tXr/yBo5IXFRq64NChg54siud1YNQt3XViW4wruG/oxRTsax87dsyDB5WUcjLcq6rKKeU8/NsJE14sKLgrSYLna5Sn8HnYSYQ7Gu3XFrTVcWeTxy6MTr4rtql0RNDxfF9sMJAbN6698soUADAYSFbWjZdemgwAzz///FNPPWU2S31brN0Cr9PotOcKxJdXPQTuG2IATB4uDQC2bt0sw90ecpz2ySefZBhmy5bNMvjOnDnNMMylS+cBICHhlNz6qKurBoDVq1cyDPO73/0WAEJDPz506BsAS4/r5TgtGLRLdp3Y7grus76I9nwK9omMHTumpqZCrsQDA8dVVpYDwNKlSxiGefrpP5hMIgAEBwc9+eSTRiMFgIkT/8owzOTJk+THP/vZz0SR93yN8hQ+24NwR6P924K2Ov5s8nOh0adzaatSKwhajuuLJUm4cSP95ZenAIAkCVlZGTa4P/fUU0+ZTGLfFms3z2vVWk3SLfLSijP7XMF99oYYAKOHSwOALVs2r1q1AgC6/9M//vH3EyfifvGLX0yd+qpM+VOnTsg05Djt+PEvHDkSuWDBxwBQUHB3xow3161bExHxDYCpx/WyrAYkzZKdx7fHnOsG97Ozvoj2fAr20Y4Z87y9537lSioA7N27Z+nSxQCQm5v11luzV6xYFhcXXV5eMmvWzFWrVnz77WEAOHz40Nq1q2fODMnPv00p5/ka5Sl8tufk1mi3cBd4Vfh3CHc0ut8sw330gqgTWUJLh0YQNBzXF0sS7wR33g73F18cf+rUcblF07cly+Z5jVqrPpUtTFx2Zt8Jl3CPBjB4uDQAy5YtX9ngbg1ZVv3kk/9bpuTFi2eDg4MMBsEG9+M2uGsAjElJp+08feutWevWrY6ICAcw9rhellWDpHYLd0+nYJ/I2LFjqqvLBUEn99/b2ppOnoy3D+/VV1+RK/fS0gIAWLlyuf2fdu/eMXPmjPz825Synq9RnsJne064gHtwCfPELivcg8aNij6jRbij0f1lGe6jPoqKzuCb21UCr2bZvlgUuYyMqy+//BIAiCKXmXn9pZcmyY2Cpqba8PB9ixYtBIC+LZxl1RynVqpV8Te5v3yeuN8l3L+IBpA8XBqAecuWr1atWm4fEoB57NgxlZVlAPDuu+9ERx8NDg6SJN4G9/jJkyfK/xnAcOjQNwsWfGT7FRYs+OjgwQMAhh7Xq9erLKJq8c5413BfH+X5FJyHXVV1j+e1AJZx48a2tjbu3x+2dOki52dbr1eNGDEcAObNe//IkUPyWgBgwoTxeXm3CNF7vka9XmWhqk939wT3tCvnGGYSfuUvGt1fFrTVx88lj5j/3dE0trFNxXNqvb4vppS7ft0Kd0q5mzevy6VuYOC4srIiAJg7d05U1FGzWerb8llW3aFSRV/Tv7g0wQ3cPVwagPnrr79auXI5AACYt23bsnnzpldffaWiwgr3qKijwcFB8iUoEya8ePJk/KRJEwFAr1ePH//C4cOHZLjn599+88031q5dLcO9x/XqdCozUS3a4RruM9dHeT4F+0TGjBlTWXmP46xwb2lp3LcvbMmSRQCQnX3zrbdmLV/+eWxsVFlZ8cyZIStXLj9y5BAAREZGrFmzKiRkxt27twRB7/ka5Sl8ugvhjkb7t2W4D//wu8jvdY1tSp5T6fV9NIAxKupb+ZD/j3/8N6NRADAHBo4tKyuU68qgoMDi4nye1/Zh4Syr6lApj17RvbDk9P6T51zBPQpA7M1o4aOPPpRHGxLyJgDodEp7W+bChZTg4EBR5ORh19fXJCZaT6jW1NwHgFWrljMM89vf/hYAFiyYf/DgAQCpx5XqdEoz6XAL915MQa9XAZjGjHm+svIex2kAzOPGjS0vLwGAJUsWMQzzhz/8QZJ4eQpPPvmkKHIAMHHiXxiGkfdVPK8dMWJ4r9YoT+HTXccR7mi0X1uG+//MO3bwkra+pYNjlTqdP1qvV7Yr2yO/1wYtdg33WeujAGi/j9O9tdp2k9C+aEeca7iv+26gTGEpwh2N9nPLcP/vD44euKCpb2nn2A6dzh+t13e0dygOpqoDF58+0A3uMVa4C/0+TvfWahRGvu2THbHbY86bhAb7FGS4h6z7bqBMYcmuuK3R5xDuaLT/Wob7sx8c3XdBU93QolW3qJSt/mhVS1NLY/gl9dhPToWf7ERGQVsdk3I2ZO0xMOqUyhaV0k+noFS2tisaBE39wq1RO2IumLvA/ezZGWuODpQpLNoevS36PMIdjfZf85rqpNTzgYviDlxSbz/T7Ofef1E1aXnSsbNXjM5k1FQnpl6atjyipaGyqf5eQ+29xrpyP3RDbXnDg9K6qoK/r4+ITE7vVLlrqpK+T526LKJ5IEyhvqrgvQ2HIpKu2qeAl0Ki0X5nvaqysCT3L/N3BS44sWCz8p9fahd+qfFPL9rMzfqs7Ll3N+fdLyf6OlX7ffsU8otyXl32zRfhx8sKsyqKc8qLsv3SWfeLsyLiEyctCrtdWkbYeucpFBTnTh0gUzgUnzhpUditkjJqm4ILuOOHmNDofjerrsjOv/VC6AC4h+q/hWxKupYNwGuU1XYyylPIKbg9IG5A+nTIpjPp8hRqukwht/D2i/8cCFOYsSnhapbzFBxwfxzhjkb7jdUdVXpto8CrKNGKRCdS71gSWYOBGgzkh1uSOJFqRaoTKStJHKtrecgUlP46Bdp1CnoXU9Bp/HkK3V4Fpykg3NFoNHoQGuGORqPRg9AIdzQajR6ERrij0Wj0ILQLuOM9VNFoNHqg2wH3YWHWe6hKBktUopaZ2IRwR6PR6AFqB9wf23EsvkQyWhDuaDQaPeDtGu7HjquYXxb9cnrzrxZ0/GRGw09eV/5keocb//SN9senapiXWeYVPRqNRqP7339jmQn1zLNXmMd3yXD///Q/h98oqWCbAAAAAElFTkSuQmCC" />setala</div><div style="text-align: left;"><br />
</div><div style="text-align: left;"><ul><li>langkah terakhir klik lah tobol expert advisor dgn logo seperti ini :<img alt="" src="data:image/png;base64,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" /> pada jendela atas metatrader anda .setelah anda klik maka tombol akan berubah menjadi <img alt="" src="data:image/png;base64,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" />. itu artinya <i><b>EXPERT ADVISOR ANDA SUDAH DI IZINKAN BEKERJA</b></i>.</li>
</ul></div><div style="text-align: left;"><br />
</div><div style="text-align: left;"><ul><li>Lihat pula pada gambar chart anda pastikan sudah muncul icon orang tersenyum lihat gambar :</li>
</ul><br />
<div style="text-align: center;"><img alt="" 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" /> </div></div><div style="text-align: left;"><br />
<div style="text-align: center;"><b>Selamat EA anda sudah mulai bekerja .semoga sukses </b></div></div></div></div> </li>
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</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2299815774708209627.post-27363580838397401722012-02-13T06:19:00.000-08:002013-01-22T20:03:07.164-08:00BUKA ACOUNT DI FBS, DAPAT BONUS $5<div class="separator" style="clear: both; text-align: center;">
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<a href="http://www.fbs-indonesia.com/images/bmfb_en.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.fbs-indonesia.com/images/bmfb_en.png" /></a></div>
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<span style="color: #6fa8dc; font-family: Verdana,sans-serif;"><b style="color: #b45f06;">FBS FOREX</b> </span><span style="font-family: Verdana,sans-serif;">adalah salah satu broker yang Baru dan bagus bagi pemula trading. Disaat Kita buka acount kita langsung diberikan gratis sebesar<b> $5</b>, itu cuma2, bagi anda yang pemula untuk mendalami dunia FOREX sangatlah menguntung kan buat anda disamping mencari duit kita bisa sambil belajar.<br />
</span><span id="fullpost" style="font-family: Verdana,sans-serif;"> </span><br />
<span id="fullpost" style="font-family: Verdana,sans-serif;">Dan Berikut Cara membuka acount : </span><span style="background-color: lime; color: white;"><a href="https://my.fbs.com/registration/real/ppw/5973?lang=en" target="_blank"> <b style="font-family: Georgia,"Times New Roman",serif;">KLIK DISINI</b> </a> </span></div>
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<i>Sebelum mendaftar, siapkan persyaratan berupa scan <span id="yui_3_2_0_1_1329127621995532">dokumen berwarna memiliki gambar jelas maksimal 1MB seperti KTP, atau kartu keluarga, Buku tabungan atau rekening listrik yang dapat membuktikan keabsahan dokumen anda serta sesuai dengan alamat anda pada saat regisatrasi.</span></i></div>
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<li><span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Isi data lengkap anda. </span></span></li>
<li><span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Pilih acount MICRO.</span></span></li>
<li><span id="fullpost" style="font-family: Verdana,sans-serif;">Pilih leverage 1:500</span><span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="font-family: Verdana,sans-serif;"> </span></span></span></li>
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<span style="font-size: 12pt; line-height: 115%;">Setelah Form Diisi Semua, Klik Register.</span></div>
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<ul style="font-family: Verdana,sans-serif; text-align: left;">
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -18pt;">Cek email dan klik link yang ada di E-mail untuk verifikasi</span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -18pt;">Masukan nomor Handphone tanpa angka nol</span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -18pt;">Masukan code yang di kirim lewat sms</span></li>
<li><b><span style="font-size: 12pt; line-height: 115%; text-indent: -18pt;">Catat pincode dan phone password, kemudian simpan baik-baik bisa dalam bentuk notepad, word, dll.</span></b><span style="font-size: 12pt; line-height: 115%; text-indent: -18pt;"> Pincode di perlukan untuk Withdrawal, jangan sampai hilang.</span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -18pt;">Untuk mengetahui login Personal area, nomor login metatrader 4, dan password cek email anda</span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -18pt;">UPLOAD SCAN KTP/SIM Anda untuk Memverifikasi akun, <a href="http://www.topbrokerforex.com/go/verifikasi-fbs.php" target="_blank">KLIK DISINI</a> untuk VERIFIKASI Account FBS.</span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -18pt;">Langkah selanjutnya untuk trading bila anda belon memiliki Metatrader adalah <a href="http://www.topbrokerforex.com/go/metatrader-fbs.php" target="_blank">Download Metatrader FBS</a> </span></li>
</ul>
<span id="fullpost" style="font-family: Verdana,sans-serif;">Untuk mendapatkan Bonus $5 </span><br />
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<span id="fullpost" style="font-family: Verdana,sans-serif;">Semoga berhasil.<br />
salam sukses,</span><br />
<span id="fullpost" style="font-family: Verdana,sans-serif;"> </span><br />
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Kami berterima kasih jika anda berkenan berbagi info ini ke sahabat anda di facebook. untuk sharing<br />
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<a href="http://www.blogger.com/share-post.g?blogID=2299815774708209627&postID=2736358083839740172&target=facebook" target="_blank"><span style="background-color: #3d85c6; color: white;">BAGIKAN DI FACEBOOK</span></a>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2299815774708209627.post-68277427367221889552012-02-02T08:48:00.000-08:002012-02-02T12:42:43.587-08:00Strategi Kipas<div class="content" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><div id="post_message_133048" style="-webkit-box-shadow: none !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><blockquote class="postcontent restore" style="-webkit-box-shadow: none !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; word-wrap: break-word;">Oke kita mulai....<br />
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Prinsip kerja adalah menggunakan MA 6 (merah), 12 (biru), 24 (putih) dan 48 (kuning).<br />
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Warna tidak punya nilai apa2 kecuali untuk mempermudahkan penulisan.....<br />
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Pair bebas, TF bebas<br />
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Cara membuat MA<br />
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<img alt="" border="0" src="http://i55.tinypic.com/2jetqtf.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br />
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Membuat MA 6<br />
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<img alt="" border="0" src="http://i51.tinypic.com/kbdhzm.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br />
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Membuat MA 12<br />
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<img alt="" border="0" src="http://i54.tinypic.com/k1496s.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br />
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Membuat MA 24<br />
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<img alt="" border="0" src="http://i56.tinypic.com/30hm14o.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br />
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Membuat MA 48<br />
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<img alt="" border="0" src="http://i55.tinypic.com/1zvpcwh.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /></blockquote><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Hasil kerjanya adalah sbb :</span><br />
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<img alt="" border="0" src="http://i54.tinypic.com/2cgzkoz.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Prinsip kipas :</span><br />
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<img alt="" border="0" src="http://i51.tinypic.com/w2fxh5.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
<br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Sumbu kipas memegang peranan yang penting karena sumbu kipas tempat perputaran semua tulang-tulang kipas untuk membentuk sebuah kipas.</span><br />
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<b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Analogi utama adalah Perpotongan ke 4 MA adalah sumbu kipas</b><br />
<br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Semakin berdekatan perpotongan ke 4 MA maka semakin besar tren yang akan terjadi, baik Up ataupun DOWN.</span><br />
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<b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Analogi kedua adalah garis kuning MA 48 adalah pinggir kipas</b><br />
<br />
<b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="color: blue;">Analogi utama adalah Perpotongan ke 4 MA adalah sumbu kipas</span></b><br />
<br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Semakin berdekatan perpotongan ke 4 MA maka semakin besar tren yang akan terjadi, baik Up ataupun DOWN.</span><br />
<br />
<img alt="" border="0" src="http://i54.tinypic.com/fa0953.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
<br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Mari kita biasakan melihat sumbu kipas.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">TIPS.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Strategi kipas dapat kita gunakan di TF (Time Frame) berapapun dan di pair apapun.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Untuk ukuran TF, ada aturan baku yaitu semakin kecil TF maka semakin kecil juga pip dan semakin besar TF maka semakin besar pip. Pip ini adalah pip take profit ataupun Stop Loss.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Secara logika, menunggu terbentuknya sumbu kipas membutuhkan waktu yang lama.... tidak mau menunggu?????</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Ikuti tips berikut.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">1. Bisa dengan single chart, lihat di beberapa TF maka kita akan melihat sumbu kipas.</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Konsekuensi : kita komit di chart tetapi tidak bisa komit di TF</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">atau</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">2. Multi chart, dan Anda bisa komit di TF<span class="Apple-converted-space"> </span></span><br />
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<img alt="" border="0" src="http://i52.tinypic.com/akgze8.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Gambar di atas adalah gambar separuh layar monitor saya.</span><br />
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<img alt="" border="0" src="http://i54.tinypic.com/537ads.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
<br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Atau pada saat multi chart bisa mainkan TF semua chart untuk melihat sumbu kipas.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Catatan : gambar2 di atas adalah contoh cara melihat multi chart</span><br />
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<b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="color: blue;"><span style="font-size: medium;">Analogi ke dua adalah garis kuning MA 48 adalah pinggir kipas</span></span></b><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Di sini tempat terbaik untuk OP (Open Position)</span><br />
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<b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="color: blue;">Aturan :<span class="Apple-converted-space"> </span><br style="-webkit-box-shadow: none !important;" />1. tunggu CS menembus garis kuning<br style="-webkit-box-shadow: none !important;" />2. lihat CS terakhir, apakah dia mengarah sesuai tren<br style="-webkit-box-shadow: none !important;" />a. CS menembus MA 48 dari bawah, maka CS terakhir harus mengarah ke atas<br style="-webkit-box-shadow: none !important;" />b. CS menembus MA 48 dari atas, maka CS terakhir harus mengarah ke bawah</span></b><b style="background-color: white; color: #333333; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </b><br />
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<b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="color: blue;"><span style="font-size: medium;">Analogi ke dua adalah garis kuning MA 48 adalah pinggir kipas</span></span></b><br />
<br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Di sini tempat terbaik untuk OP (Open Position)</span><br />
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<b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="color: blue;">Aturan :<span class="Apple-converted-space"> </span><br style="-webkit-box-shadow: none !important;" />1. tunggu CS menembus garis kuning<br style="-webkit-box-shadow: none !important;" />2. lihat CS terakhir, apakah dia mengarah sesuai tren<br style="-webkit-box-shadow: none !important;" />a. CS menembus MA 48 dari bawah, maka CS terakhir harus mengarah ke atas<br style="-webkit-box-shadow: none !important;" />b. CS menembus MA 48 dari atas, maka CS terakhir harus mengarah ke bawah</span></b><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Ingat selalu bahwa posisi terbaik adalah = SIDEWAY lalu sumbu kipas lalu CS menembus garis kuning.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Bila tidak menemukan sumbu kipas yang ideal, kita bisa memakai patokan dan strategi CS menembus garis kuning.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Perhatikan tips di bawah ini...........<span class="Apple-converted-space"> </span></span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Buat 2 OP.... dengan SL 10-15 pip di bawah garis kuning<span class="Apple-converted-space"> </span></span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">1. yang pertama pasang take profit 10-15 pip</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">2. yang kedua tanpa TP, Close saat CS berbalik arah dan menembus garis kuning</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Membuat 2 OP</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Aturan :</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">1. Membuat garis horizontal merah di GAris kuning yaitu 1.3894</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">2. SL adalah 1.3894 + 10 = 1.3904</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">3. TP adalah harga sekarang - 20 = 1.3878 - 20 1.3858</span><br />
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<img alt="" border="0" src="http://i52.tinypic.com/2qdmjbb.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">lalu sedangkan OP kedua cukup pake SL 1.3904 tanpa TP</span><br />
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<img alt="" border="0" src="http://i54.tinypic.com/el7kgg.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><b style="background-color: white; color: #333333; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </b><br />
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<b style="background-color: white; color: #333333; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </b><span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">OP dan CP</span><br />
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<img alt="" border="0" src="http://i51.tinypic.com/25qf0ug.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">OP : kotak biru pertama. buat 2 OP</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Kedua OP memiliki aturan SL yaitu : SL 10-15 pip di bawah garis kuning atau di bagian bawah CS yang menembus garis kuning. jadi SL kita sekitar 20-25 pip</span><br />
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<b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="color: blue;">OP pertama TP 15-20 pips.<br style="-webkit-box-shadow: none !important;" />OP kedua TP adalah CS yang menembus ke bawah garis kuning.</span></b><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Strategi ini sangat penting.......</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Pada contoh di atas adalah keadaan dimana OP kedua profit besar (sekitar 90 pip)</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">ini selanjutnya</span><br />
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<img alt="" border="0" src="http://i54.tinypic.com/30w0awz.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Pada kasus kedua adalah : kita untung 20 pip dari OP pertama dan untung hanya 8 pip dari OP kedua......</span><br />
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<h2 class="posttitle icon" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-color: rgb(200, 200, 200); border-bottom-style: solid; border-bottom-width: 1px; color: #333333; display: block; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; font: normal normal bold 14px/normal Tahoma, Calibri, Verdana, Geneva, sans-serif; letter-spacing: normal; line-height: normal; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 5px; padding-left: 10px; padding-right: 10px; padding-top: 10px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Kasus lain</h2><div class="content" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><div id="post_message_133195" style="-webkit-box-shadow: none !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><blockquote class="postcontent restore" style="-webkit-box-shadow: none !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; word-wrap: break-word;"><img alt="" border="0" src="http://i55.tinypic.com/29x6r1z.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br />
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Pada gambar di atas kondisinya adalah<br />
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OP pertama untung dan OP kedua rugi.<br />
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Op pertama untung dan OP kedua rugi.<br />
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Pelajaran utama di sini adalah dalam 2 OP keadaan bisa impas (untung = rugi)<br />
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Beberapa literatur menuliskan untuk CP di persimpangan merah-biru... itu terserah kita untuk mengambil prinsipnya.<br />
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Tetapi perhatikan keadaan ini....<br />
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<img alt="" border="0" src="http://i51.tinypic.com/2jessb5.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br />
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Ternyata untuk OP kedua garis merah biru berpotongan muter-muter dan naik lagi...<span class="Apple-converted-space"> </span><br />
Untuk strategi kipas, aturan CP adalah CS menembus garis kuning kembali</blockquote><br />
<img alt="Quote" src="http://www.forexindo.com/forum/images/styles/RoyalFlush/misc/quote_icon.png" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #f2f6f8; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Tahoma, Calibri, Verdana, Geneva, sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; max-width: 800px; orphans: 2; position: relative; text-align: -webkit-auto; text-indent: 0px; text-transform: none; top: 1px; white-space: normal; widows: 2; word-spacing: 0px;" title="Quote" /><span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"> </span></span><span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 14px; font-style: italic; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">bagimana dengan batas2 TP/ take profit dan SL nya? apa kita lepas saja? Lalu bagimana kalau ternyata harga sudah jauh meninggalkan garis kuning ? apa masih bisa ambil dikit profit dengan OP yang tertinggal beberapa candle? </span> <img alt="Quote" src="http://www.forexindo.com/forum/images/styles/RoyalFlush/misc/quote_icon.png" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #f2f6f8; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Tahoma, Calibri, Verdana, Geneva, sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; max-width: 800px; orphans: 2; position: relative; text-align: -webkit-auto; text-indent: 0px; text-transform: none; top: 1px; white-space: normal; widows: 2; word-spacing: 0px;" title="Quote" /><span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"> </span></span></div><div id="post_message_133195" style="margin: 0px; padding: 0px;"><br />
<span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"> </span></span><br />
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<span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 14px; font-style: italic; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"></span><span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 14px; font-style: italic; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"> </span></span></div><div id="post_message_133195" style="margin: 0px; padding: 0px;"><span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Take profit........</span><br />
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<img alt="" border="0" src="http://i55.tinypic.com/29x6r1z.jpg" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Take profit kedua memang dilepas..........</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Take profit pertama kalau chart menunjukkan tren yang kuat bisa kita naikkan secara manual atau dilepas juga ga apa...</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Tren yang kuat?..</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Perhatikan gambar di atas, seolah-oleh garis merah menahan CS untuk tetap berada di luar kipas. Sebuah keadaan yang baik sekali.</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Bagaimana kalau uda meninggalkan jauh garis kuning ?</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Yang pertama adalah kita bersyukur karena kita udah TP banyak pips.</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Yang kedua adalah biarkan saja</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Yang ketiga adalah CP</span><br />
<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Yang keempat adalah .... (nanti dibahas) ingatkan saya untuk bahas ini</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Saya jawab</span><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Main TF ke TF yang lebih besar</span><br />
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<img alt="" border="0" src="http://i55.tinypic.com/kewvvd.jpg" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">lalu</span><br />
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<img alt="" border="0" src="http://i56.tinypic.com/2im8fwk.jpg" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br />
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<span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">lalu</span><br />
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<img alt="" border="0" src="http://i55.tinypic.com/2jd181z.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /></div><div id="post_message_133195" style="margin: 0px; padding: 0px;"><br />
<span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 12px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"> </span></span><br />
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<h2 class="posttitle icon" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-color: rgb(200, 200, 200); border-bottom-style: solid; border-bottom-width: 1px; color: #333333; display: block; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; font: normal normal bold 14px/normal Tahoma, Calibri, Verdana, Geneva, sans-serif; letter-spacing: normal; line-height: normal; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 5px; padding-left: 10px; padding-right: 10px; padding-top: 10px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Contoh kasus</h2><div class="content" data-find="_1" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><div id="post_message_133208" style="-webkit-box-shadow: none !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><blockquote class="postcontent restore" style="-webkit-box-shadow: none !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; word-wrap: break-word;"><img alt="" border="0" src="http://i53.tinypic.com/24nnxhc.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Sekalipun sumbu kipas agak berjauhan tetapi gambaran kipas tampak dengan jelas<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Menjawab pertanyaan kalau sudah jauh dari garis kuning, gimana?<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Pada kasus ini :<span class="Apple-converted-space"> </span><br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />- bila TP 20 pip berarti sudah close, kecuali kita di depan komputer dan bisa menaikkan TP serta pasang Trailing Stop<br style="-webkit-box-shadow: none !important;" />- OP yang kedua masih jalan<br style="-webkit-box-shadow: none !important;" />- Pada gambar di atas akan mungkin atau cukup sering kita jumpai yaitu terjadi sideway sisi luar.<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Pada saat sideway sisi luar :<br style="-webkit-box-shadow: none !important;" />- saran saya pakai Pending Order (PO) sell stop<br style="-webkit-box-shadow: none !important;" />Alasan : bila tren UP terus kita masih mendapatkan pip dari OP yang kedua dan bila tren turun maka PO akan mengambil posisi untuk ambil untung sedangkan OP jedua tidak merugi hanya saja keuntungan akan berkurang,<br style="-webkit-box-shadow: none !important;" />- atau pakai EA untuk PO Buy Stop dan sell stop.... (EA dari mentor saya di bali) saya minta ijin dulu untuk up load<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />atau yang ini<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" /><img alt="" border="0" src="http://i54.tinypic.com/6oih52.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Kedua gambar di atas memperlihatkan pergerakan CS yang seolah2 ditahan oleh garis merah.<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Pada gambar kedua, tampak CS beberapa kali menembus garis merah, kadang menembus garis biru dan bahkan garis putih.</blockquote><br />
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">biasanya saya pake di TF M30. semakin besar TF maka harus semakin besar pula SL dan berarti butuh semakin besar pula dana / atau pake leverage yang besar.</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Tetapi yang paling prinsip adalah (kalau UP) batas bawah CS yang menembus garis kuning, jadi bukan harus 10-15 pip</span><br />
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Cara pertama : multi chart</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><img alt="" border="0" src="http://i53.tinypic.com/2daeic8.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><b style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="color: blue;">Perhatian<span class="Apple-converted-space"> </span></span></b><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">: Ketahuilah berapa pip spread untuk pair yang akan Anda pilih......</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Cara kedua : adalah untuk Anda yang ingin single chart yaitu dengan cara klik ajah TF M15 sampai D1 siapa tahu Anda akan menemukan sumbu kipas atau tanda OP.</span><br />
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Sumbu kipas adalah perpotongan ke 4 MA, bisa dekat atau agak berjauhan.</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">1. Pada perpotongan yang dekat maka biasanya tren akan muncul dengan kuat</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">2. Bisa saja perpotongan hanya merah-biru-putih, maka tetap saja kita berpatokan pada CS yang menembus garis kuning.</span><span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </span><span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </span><br />
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">pertanyaan : bagaimana kalau CS sudah menjauhi garis kuning dalam arti kita sudah dapat banyak pip.</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><img alt="" border="0" src="http://i52.tinypic.com/sm7yia.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Saya ambil PO (pending Order) sell stop untuk menjaga profit seandainya CS berbalik arah</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Cara buat PO</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><img alt="" border="0" src="http://i56.tinypic.com/2zxxbti.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Di type PO pilih sell stop artinya bila CS turun ke harga tertentu maka kita ingin kita Open Position di harga tertentu tersebut dengan tipe Open Position SELL</span><br />
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<h2 class="posttitle icon" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-color: rgb(200, 200, 200); border-bottom-style: solid; border-bottom-width: 1px; color: #333333; display: block; font-size: 15px; font-style: normal; font-variant: normal; font-weight: bold; font: normal normal bold 14px/normal Tahoma, Calibri, Verdana, Geneva, sans-serif; letter-spacing: normal; line-height: normal; margin-bottom: 5px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 5px; padding-left: 10px; padding-right: 10px; padding-top: 10px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">contoh kegiatan strategi kipas</h2><div class="content" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; orphans: 2; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><div id="post_message_133260" style="-webkit-box-shadow: none !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"><blockquote class="postcontent restore" style="-webkit-box-shadow: none !important; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; word-wrap: break-word;"><img alt="" border="0" src="http://i53.tinypic.com/zklp3p.gif" style="-webkit-box-shadow: none !important; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; max-width: 800px;" /><br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Kiri atas .<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Memasang PO sell stop<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Kanan atas.<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Spreadnya besar banget, udah gitu CS tidak naik.<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />2 tengah bawah<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Sell sesuai harapan.<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Menjawab pertanyaan kalau pertemuan 3 MA apakah bisa disebut sumbu kipas ??????<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Ini pertanyaan penting karena keadaan ini sering muncul.<br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Jawabannya adalah 2 kotak di kanan bawah.<span class="Apple-converted-space"> </span><br style="-webkit-box-shadow: none !important;" /><br style="-webkit-box-shadow: none !important;" />Kondisi :<br style="-webkit-box-shadow: none !important;" />1. Perpotongan 3 MA (merah-biru-putih)<br style="-webkit-box-shadow: none !important;" />2. Posisi DOWN tren yaitu CS di bawah garis kuning<br style="-webkit-box-shadow: none !important;" />3. ===Penting===<span class="Apple-converted-space"> </span><b style="-webkit-box-shadow: none !important;"><span style="color: blue;">Garis kuning DOWN</span></b><span class="Apple-converted-space"> </span>===Penting===</blockquote><br />
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: #f2f6f8; color: #333333; display: inline !important; float: none; font-family: Tahoma, Calibri, Verdana, Geneva, sans-serif; font-size: 14px; font-style: italic; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">buka 2 OP posisi gimana maksudnya ya?setelah CS menembus garis kuning,misal dari atas kebawah,,jadi kita ambil op sell..lalu yg 1 posisi lagi bagaimana?apa ikut sell juga atau buka op BUY saat berbalik arah?</span><br />
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Buka 2 OP adalah kita langsung buka 2 OP/trade secara berurutan/bersamaan. kalau BUY maka kedua nya adalah BUY, kalau SELL maka keduanya adalah SELL.</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Yang penting adalah TP-nya :</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">1. OP pertama dengan pasang TP 15-20 pip</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">2. OP kedua tanpa TP, kita close saat CS berbalik arah menembus garis kuning</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Contoh OP</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><img alt="" border="0" src="http://i53.tinypic.com/116q8he.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Pada saat kita di kotak merah kita lakukan OP 2 SELL</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Atau gambar di bawah</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><img alt="" border="0" src="http://i52.tinypic.com/racj1c.jpg" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">OP 2 BUY di 1.2795</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">1. Yang pertama bisa ambil 20 pip kalau kita mau tutup komputer. (kalau kita sering didepan komputer, bisa saja dibuka tanpa TP)</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">2. Yang kedua kita buka tanpa TP. kita close position di 1.3030</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Lumayan khan jumlah pip yang kita kumpulkan?</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">TIDAK OP........</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><img alt="" border="0" src="http://i53.tinypic.com/bhanvd.gif" style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; max-width: 800px; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Pada gambar atas di kanan bawah ada CS yang menembus garis kuning........</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Tetapi jangan OP, Kenapa?</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Karena<span class="Apple-converted-space"> </span></span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">1. bukan di dahului oleh sideway.....<span class="Apple-converted-space"> </span></span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">2. bisa dilihat dari garis kuning yang DOWN.....</span><br style="-webkit-box-shadow: none !important; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">3. masih akhir dari sebuah tren</span><br />
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</div></div><span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </span><span style="background-color: white; color: #333333; display: inline ! important; float: none; font-family: Verdana,Arial,Tahoma,Calibri,Geneva,sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </span> </div></div><span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 14px; font-style: italic; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"></span><span style="background-color: #f2f6f8; color: #333333; display: inline ! important; float: none; font-family: Tahoma,Calibri,Verdana,Geneva,sans-serif; font-size: 14px; font-style: italic; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="Apple-converted-space"> </span></span></div></div></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2299815774708209627.post-80296582681265644962012-01-31T06:58:00.000-08:002012-01-31T06:58:29.221-08:00Forex Tutorial 2<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="hi_lo"><strong> High,Low,Open,Close</strong></a></span> <ol type="square"><li>High : <strong>Rekor Harga tertinggi</strong> dari saat pembukaan (open) sampai akhir (closing) periode tertentu. (contoh : pada chart periode / timeframe 5 menit, maka harga tertinggi yang terjadi selama 5 menit itu merupakan harga high) <br />
</li>
<li>Low : <strong>Rekor Harga terendah</strong> dari saat pembukaan (open) sampai akhir (closing) periode tertentu. (contoh : pada chart periode / timeframe daily, maka harga terendah yang terjadi selama hari itu merupakan harga low) <br />
</li>
<li>Open : <strong>Harga pembukaan</strong> periode tertentu. (contoh : pada chart periode / timeframe 5 menit, harga diawali dengan harga 2.0000. Maka harga open pada range 5 menit itu adalah 2.0000) <br />
</li>
<li>Close: <strong>Harga penutupan</strong> periode tertentu. (contoh : pada chart periode / timeframe 5 menit pada contoh di atas di akhiri dengan harga 2.0050. Maka harga close pada range 5 menit adalah 2.0050) </li>
</ol><img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="market_id"><strong> Market Order</strong></a></span> <br />
Market order berarti trader akan melakukan transaksi pada harga yang berlaku saat itu. Untuk <strong>Buy</strong> berarti membeli harga <strong>"ask"</strong> yang berlaku pada saat itu juga, atau untuk <strong>Sell</strong> berarti menjual pada harga <strong>"bid"</strong> yang berlaku pada saat itu juga <br />
<br />
Misalnya anda akan membeli pair EUR/USD, pasar saat itu menunjukkan 1.2934/1.2938. Ini berarti broker anda mau membeli EUR/USD dari anda pada harga 1.2934 dan menjual ke anda seharga 1.2938. <br />
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<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="stop_limit"><strong> Stop Order dan Limit Order (Pending Order)</strong></a></span> <br />
Pending order adalah order otomatis untuk membuka posisi Long / Short hanya bila harga yang anda order / pesan tercapai. Bila harga yang anda order belum tercapai, maka pending order masih akan aktif dan akan menunggu hingga harga yang anda order tersentuh. Pending order dapat dibagi menjadi 2 yaitu <strong>Pending Order Stop</strong> dan <strong>Pending Order Limit</strong>. <br />
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Bila anda hanya ingin <strong>membeli di ATAS harga sekarang, gunakan Stop Order Buy</strong>. Dan bila anda hanya ingin <strong>menjual di BAWAH harga sekarang, gunakan Stop Order Sell</strong>. <br />
<br />
Bila anda hanya ingin <strong>membeli di BAWAH harga sekarang, gunakan Limit Order Buy</strong>. Dan bila anda hanya ingin <strong>menjual di ATAS harga sekarang, gunakan Limit Order Sell</strong>. <br />
<br />
Contoh : Harga ASK sekarang adalah 2.0000 dan anda hanya ingin membeli (LONG) jika harga bergerak ke 2.0050 maka anda dapat menggunakan Stop Order Buy. (Ingat open buy/Long harga yang digunakan adalah harga ASK! ) <br />
<br />
Contoh : Harga BID sekarang adalah 2.0000 dan anda hanya ingin menjual (SHORT) jika harga bergerak ke 1.9950 maka anda dapat menggunakan Stop Order Sell. (Ingat open sell/Short harga yang digunakan adalah harga BID! ) <br />
<br />
Contoh : Harga ASK sekarang adalah 2.0000 dan anda hanya ingin membeli (LONG) jika harga bergerak ke 1.9950 maka anda dapat menggunakan Limit Order Buy. (Ingat open buy/Long harga yang digunakan adalah harga ASK! ) <br />
<br />
Contoh : Harga BID sekarang adalah 2.0000 dan anda hanya ingin menjual (SHORT) jika harga bergerak ke 2.0050 maka anda dapat menggunakan Limit Order Sell. (Ingat open sell/Short harga yang digunakan adalah harga BID! ) <br />
<br />
<center> <table border="0" cellpadding="10" cellspacing="0"><tbody>
<tr> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Jenis Order</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Buy (Long)</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Sell (Short)</strong></span></td> </tr>
<tr> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Market</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Membeli pada harga Ask saat itu</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Menjual pada harga Bid saat itu</span></td> </tr>
<tr> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">Stop Pending Order</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">Membeli di atas harga saat itu (Ask)</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">Menjual di bawah harga saat itu (Bid)</span></td> </tr>
<tr> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Limit Pending Order</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Membeli di bawah harga saat itu (Ask)</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Menjual di atas harga saat itu (Bid)</span></td> </tr>
</tbody></table></center> <br />
<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="calculate_id"><strong>Masa aktif Pending Order</strong></a></span> <ol type="square"><li><strong>GTC (Good Till Cancelled)</strong><br />
Good Till Cancelled berarti pending order akan tetap aktif tanpa ada batas waktu, kecuali trader melakukan cancel secara manual. GTC merupakan default dari Pending Order <br />
</li>
<li><strong>GTD (Good Till Date)</strong><br />
Good Till Date berarti pending order akan tetap aktif hingga batas waktu yang diset <br />
</li>
<li><strong>OCO (Order Cancels Other)</strong><br />
Order Cancels Other berarti trader mengorder 2 pending order sekaligus. Jika salah satu pending order tersentuh, maka otomatis order lainnya akan dibatalkan </li>
</ol><img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="calculate_id"><strong> Menghitung Profit/Loss (Keuntungan/Kerugian)</strong></a></span> <br />
Pergerakan harga terkecil dihitung dalam satuan point/pip. Nilai dari setiap point ini bervariasi sesuai <strong>jenis pasangan mata uang (pair)</strong>, <strong>jumlah contract size yang digunakan</strong>. <br />
<br />
<strong>Contract size</strong> biasanya disebutkan dalam satuan lot, yaitu <strong>Standard lot (100.000)</strong>, <strong>Mini lot (10.000)</strong>, atau <strong>Micro lot (1000)</strong>. <br />
<br />
Ada 3 jenis Pasangan Mata Uang (Pair) : <ol type="square"><li><strong>Direct Rates</strong><br />
Adalah Pair dengan USD sebagai counter currency (USD terletak di belakang), contoh : GBP/USD, EUR/USD, AUD/USD, dan NZD/USD </li>
<li><strong>Indirect Rates</strong><br />
Adalah Pair dengan USD sebagai base currency (USD terletak di depan), contoh : USD/JPY, USD/CHF, dan USD/CAD </li>
<li><strong>Cross Rates</strong><br />
Adalah Pair yang tidak mengandung USD, contoh : GBP/JPY, EUR/JPY, AUD/JPY, EUR/GBP, dan GBP/CHF </li>
</ol><u>Untuk mata uang Direct Rates misalnya (GBP/USD, EUR/USD, AUD/USD, dan NZD/USD) cara perhitungan profit/loss adalah sebagai berikut :</u> <br />
<br />
<strong><i>(Harga Jual – Harga Beli) x contract size x lot = Perhitungan profit / loss</i></strong> <br />
<br />
Contoh : <ol type="1"><li>Buy 3 lot standard EUR/USD 1.2000 <br />
Sell (liquid) 3 lot EUR/USD 1.2010 <br />
<br />
Profit = (1.2010 - 1.2000) x 100.000 x 3 = $300 <br />
<br />
</li>
<li>Sell 1 lot standard GBP/USD 2.0001 <br />
Buy (liquid) 1 lot GBP/USD 2.0000 <br />
<br />
Profit = (1.2001 - 1.2000) x 100.000 x 1 = $10 </li>
</ol>Khusus mata uang yang berakhiran /USD, ada cara perhitungan mudah yaitu : <br />
Dari kesimpulan di atas, maka berarti keuntungan 1 point untuk standard lot (100K) mata uang berakhiran /usd profitnya adalah $10. Sedangkan nilai 1 point untuk 1 lot mini (10K) adalah $1 dan untuk micro lot (1K) per point bernilai $0.1 <br />
<br />
<u>Untuk mata uang Indirect Rates misalnya (USD/JPY, USD/CHF, dan USD/CAD) cara perhitungan profit/loss adalah sebagai berikut :</u> <br />
<br />
<strong><i>[ (Harga Jual – Harga Beli) / Harga Likuidasi ] x contract size x lot = Perhitungan profit / loss</i></strong> <br />
<br />
Contoh : <ol type="1"><li>Buy 1 lot standard USD/JPY 110.00 <br />
Sell (liquid) 1 lot USD/JPY 110.01 <br />
<br />
Profit = [ (110.01 - 110.00) / 110.01 ] x 100.000 x 1 = $9.09 <br />
<br />
</li>
</ol><u>Untuk mata uang Cross Rates misalnya (GBP/JPY, EUR/JPY, AUD/JPY, EUR/GBP,dan GBP/CHF) cara perhitungan profit/loss adalah sebagai berikut :</u> <br />
<br />
<strong><i>{[(Harga Jual – Harga Beli) x Rate Base Currency Saat Ini] / Rate Pair Saat Ini} x contract size x lot = Perhitungan profit / loss</i></strong> <br />
<br />
Contoh : <ol type="1"><li>Sell 1 lot EUR/GBP pada harga 0.6760 (EUR/USD merupakan base currency dari EUR/GBP, karena bagian depan <strong>EUR</strong>/GBP adalah Base Currency) <br />
Buy (Liquid) EUR/GBP pada harga 0.6750 <br />
Rate EUR/USD : 1.1840 <br />
<br />
Profit = {[(0.6760 – 0.6750) x 1.1840] / 0.6750} x 100.000 = $175,4 <br />
<br />
</li>
</ol><img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="leverage_id"><strong> Margin dan Leverage</strong></a></span> <br />
Istilah <strong>leverage (faktor pengungkit, biasanya dalam rasio 1:50, 1:100, 1:250, atau 1:500)</strong> dalam forex margin trading berarti jika anda ingin trading sebesar $10.000, anda tak perlu menyediakan $10.000 tapi cukup ,menyediakan margin $100 (leverage 1:100) sebagai dana jaminan kepada broker anda. <br />
<br />
Jadi <strong>margin</strong> dapat diartikan jaminan yang ditahan sementara oleh broker sewaktu anda melakukan trade. Margin akan segera dikembalikan ke account anda setelah anda menutup/liquid posisi yang anda buka. <br />
<br />
Misalnya anda memiliki cash $1000 di broker yang memiliki Leverage 1:100. Artinya anda dapat trading dengan jumlah hingga mendekati $100.000 (atau hampir 100X lipat modal anda). Hal ini juga berarti bahwa untuk menggunakan contract size $100.000 anda memerlukan 1% margin yaitu $1000. <br />
<br />
Contoh lain : Anda memiliki modal $500 dan broker anda memiliki leverage 1:100, maka bila anda ingin buy menggunakan 1 lot mini (10.000) maka margin yang ditahan adalah sebesar 1% dari jumlah contract sizenya (10.000) yaitu (1% x 10.000) atau menggunakan margin $100. <br />
<br />
Artinya modal anda yang akan <strong>ditahan sementara dan dijadikan jaminan / margin</strong> oleh broker adalah sebesar $100, sisanya $400 digunakan untuk menahan loss anda. <br />
Dan bila suatu saat anda telah melikuidasi posisi tersebut maka margin yang $100 tadi akan dikembalikan kepada anda. <br />
<br />
Keuntungan dari leverage adalah dengan <strong>modal lebih kecil</strong> anda dapat bertrading dengan <strong>jumlah contract size / lot yang sama</strong> dengan jika anda tak menggunakan Leverage. <br />
<br />
Atau dapat dikatakan, dengan modal yang sama besar, Anda dapat menggunakan contract size lebih besar daripada tak menggunakan Leverage. Maka dengan modal sama, anda memiliki peluang mendapatkan profit per pip yang lebih besar. <br />
<br />
<center> <span style="font-size: small;"><strong>Dengan Leverage atau Tanpa Leverage ?</strong></span> <br />
<br />
<table border="0" cellpadding="10" cellspacing="0"><tbody>
<tr> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Leverage</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Kebutuhan Margin</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Margin Yang Digunakan</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Contract Size</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Profit</strong></span></td> </tr>
<tr> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">1:1 (tanpa leverage)</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">100 %</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$1,000</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$1000</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$0.1/pip</span></td> </tr>
<tr> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">1:100</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">1 %</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">$10</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">$1000</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">$0.1/pip</span></td> </tr>
</tbody></table></center> <br />
<br />
<center> <span style="font-size: small;"><strong>Leverage Besar atau Kecil ?</strong></span> <br />
<br />
<table border="0" cellpadding="10" cellspacing="0"><tbody>
<tr> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Leverage</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Kebutuhan Margin</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Margin Yang Digunakan</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Contract Size</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Profit</strong></span></td> </tr>
<tr> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">1:100</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">1 %</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$1,000</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$100,000</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$10/pip</span></td> </tr>
<tr> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">1:200</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">0.5 %</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">$1,000</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">$200,000</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">$20/pip</span></td> </tr>
<tr> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">1:500</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">0.2 %</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$1,000</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$500,000</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">$50/pip</span></td> </tr>
</tbody></table></center> <br />
<br />
<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="hitungmargin"><strong> Cara Perhitungan Margin</strong></a></span> <br />
<br />
Ada 3 jenis Pasangan Mata Uang (Pair) : <ol type="square"><li><strong>Direct Rates</strong><br />
Adalah Pair dengan USD sebagai counter currency (USD terletak di belakang), contoh : GBP/USD, EUR/USD, AUD/USD, dan NZD/USD </li>
<li><strong>Indirect Rates</strong><br />
Adalah Pair dengan USD sebagai base currency (USD terletak di depan), contoh : USD/JPY, USD/CHF, dan USD/CAD </li>
<li><strong>Cross Rates</strong><br />
Adalah Pair yang tidak mengandung USD, contoh : GBP/JPY, EUR/JPY, AUD/JPY, EUR/GBP, dan GBP/CHF </li>
</ol><u>Cara Perhitungan Margin Direct Rates (GBP/USD, EUR/USD, AUD/USD, dan NZD/USD):</u> <br />
<br />
<strong><i>Persentase Margin x Contract Size x Lot x Harga Sekarang = Margin</i></strong> <br />
<br />
Contoh : <br />
<ol type="1"><li>Sell 3 mini lot GBP/USD pada harga Bid 2.0000 (Ingat open Sell menggunakan harga bid!)<br />
0.01 x 10.000 x 3 x 2.0000 = $600 (Leverage 1:100)<br />
0.002 x 10.000 x 3 x 2.0000 = $120 (Leverage 1:500) -> Kebutuhan margin lebih sedikit daripada 1:100! </li>
</ol><u>Cara Perhitungan Margin Indirect Rates (USD/JPY, USD/CHF, dan USD/CAD):</u> <br />
<br />
<strong><i>Persentase Margin x Contract Size x Lot = Margin</i></strong> <br />
<br />
Contoh : <br />
<ol type="1"><li>Buy 2 mini lot USD/JPY pada harga Ask 110.00 (Ingat open Buy menggunakan harga ask!) <br />
0.01 x 10.000 x 2 = $200 (Leverage 1:100)<br />
0.002 x 10.000 x 2 = $40 (Leverage 1:500) -> Kebutuhan margin lebih sedikit daripada 1:100! </li>
</ol><u>Cara Perhitungan Margin Cross Rates (GBP/JPY, EUR/JPY, AUD/JPY, EUR/GBP, dan GBP/CHF):</u> <br />
<br />
<strong><i>Persentase Margin x Contract Size x Lot x Harga Tengah(*) Sekarang = Margin</i></strong> <br />
<br />
<strong><i>Harga Tengah(*) = (Harga Bid + Harga Ask ) / 2</i></strong> <br />
<br />
(Jangan lupa Base Currency merupakan Currency dasar yang terletak di depan pair. Misalnya pair EUR/GBP -> EUR merupakan <strong>BASE Currency</strong>, GBP merupakan <strong>QUOTE Currency</strong>) <br />
<br />
Contoh : <br />
<ol type="1"><li>Buy 1 mini lot EUR/GBP pada harga Ask 0.8020 (Ingat open Buy menggunakan harga ask!)<br />
Harga Bid/Ask EUR/USD 1.5800/02 (karena Base Currency adalah EUR, maka harga yang dipakai adalah harga EUR/USD) <br />
<br />
Harga tengah EUR/USD = (1.5800 + 1.5802) / 2 = 1.5801 <br />
<br />
0.01 x 10.000 x 1 x 1.5801 = $158.01 (Leverage 1:100)<br />
0.002 x 10.000 x 1 x 1.5801 = $31.60 (Leverage 1:500) -> Kebutuhan margin lebih sedikit daripada 1:100! </li>
</ol>Dari contoh di atas tampak bahwa dengan menggunakan <strong>Leverage yang lebih besar, margin / modal yang dibutuhkan untuk jaminan adalah lebih sedikit</strong> <br />
<br />
<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="fungsileverage"><strong> Fungsi Leverage Terhadap Ketahanan Margin</strong></a></span> <br />
Sebagai contoh deposit modal awal anda sebesar <strong>$300</strong>. Jika anda membuka 1 posisi trading <strong>mini lot (10000)</strong> membutuhkan margin : <strong>10000 (mini lot) x 0.002 (leverage 1:500) = $20</strong>. Maka modal yang ditahan sementara sebagai jaminan (margin) untuk membuka 1 mini lot gbp/usd adalah <strong>$20</strong>. Jadi sisa margin anda untuk menahan loss adalah : <strong>$300 - $20 = $280</strong>. <br />
<br />
Profit dari <strong>mata uang gbp/usd</strong> untuk <strong>mini lot (10000)</strong> adalah <strong>$1 per point(pip)</strong>. Maka dengan contoh di atas <strong>(margin yang tersisa adalah $280)</strong> dapat dihitung kekuatan anda untuk menahan loss adalah <strong>$280 (margin yang tersisa)</strong> <strong>dibagi</strong> dengan <strong>profit per point(pip) = 1</strong> yaitu : <strong>280 / 1 = 280 point</strong>. Jadi kekuatan untuk menahan loss maksimal (sebelum terjadi margin call) adalah 280 point dengan asumsi mata uang yang anda gunakan adalah gbp/usd dengan profit $1/point. <br />
<br />
Bandingkan dengan leverage <strong>1:100</strong> yang berarti anda harus menyediakan modal margin sebesar <strong>10000 x 0.01</strong>, yaitu : <strong>$100</strong> untuk membuka 1 posisi mini lot (10000) mata uang gbp/usd. Margin yang tersisa untuk menahan loss adalah <strong>300 - 100 = 200</strong>. <strong>Profit per point gbp/usd mini lot adalah $1</strong>. Sehingga kekuatan anda untuk menahan loss adalah <strong>200 / 1 = 200</strong> point saja. <br />
<br />
Kesimpulannya : <strong>Leverage berfungsi melipatgandakan nilai profit anda dengan modal awal yang relatif kecil</strong>, sekaligus <strong>meningkatkan kekuatan anda menahan loss</strong>. <br />
<br />
<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="target_stop"><strong> Target Profit, Stop Loss, dan Trailing Stop</strong></a></span> <br />
<strong>Target profit</strong> adalah order untuk melikuidasi suatu posisi secara otomatis pada harga tertentu ketika trader telah memperoleh sejumlah profit. <ul type="circle"><li>Bila anda <strong>Open Buy/Long</strong> maka <strong>target terletak di ATAS harga anda membuka posisi Open Buy/Long</strong>. <br />
(Ingat ! Open Buy/Long menggunakan harga ASK sedangkan Target maupun Stop Loss berdasarkan harga BID) <br />
<br />
Contoh : Buy EUR/USD 1.2000, Target Profit 1.2050 (untuk target 50 point profit) <br />
<br />
</li>
<li>Bila anda <strong>Open Sell/Short</strong> maka <strong>target terletak di BAWAH harga anda membuka posisi Open Sell/Short</strong>. <br />
(Ingat ! Open Sell/Short menggunakan harga BID sedangkan Target maupun Stop Loss berdasarkan harga ASK) <br />
<br />
Contoh : Sell EUR/USD 1.2050, Target Profit 1.2000 (untuk target 50 point profit) </li>
</ul><strong>Stop Loss</strong> adalah order untuk melikuidasi suatu posisi secara otomatis pada harga tertentu untuk membatasi kerugian yang mungkin terjadi jika market bergerak berlawanan dengan posisi trader. <ul type="circle"><li>Bila anda <strong>Open Buy/Long</strong> maka <strong>stop loss terletak di BAWAH harga anda membuka posisi Open Buy/Long</strong>. <br />
(Ingat ! Open Buy/Long menggunakan harga ASK sedangkan Target maupun Stop Loss berdasarkan harga BID) <br />
<br />
Contoh : Buy EUR/USD 1.2050, Stop Loss 1.2000 (untuk stop loss 50 point loss) <br />
<br />
</li>
<li>Bila anda <strong>Open Sell/Short</strong> maka <strong>stop loss terletak di ATAS harga anda membuka posisi Open Sell/Short</strong>. <br />
(Ingat ! Open Sell/Short menggunakan harga BID sedangkan Target maupun Stop Loss berdasarkan harga ASK) <br />
<br />
Contoh : Sell EUR/USD 1.2000, Stop Loss 1.2050 (untuk stop loss 50 point loss) </li>
</ul><strong>Stop Loss</strong> dapat juga berfungsi untuk melindungi profit yang telah anda dapatkan (lock profit). Caranya yaitu dengan mengubah posisi stop loss ke atas (untuk Buy) atau ke bawah (untuk Sell). <br />
<br />
Contoh : <br />
Seorang trader melakukan Open Buy pada posisi 2.0000, TP (Take Profit) pada level 2.0050, SL (Stop Loss) pada level 1.9970. Setelah beberapa saat, harga telah bergerak ke arah yang diharapkan (naik) pada posisi 2.0040. Dalam hal ini trader tersebut berada pada posisi floating profit (posisi open dan dalam keadaan profit) sebesar 40 point. Untuk melindungi profit sebanyak 20 points, trader tersebut dapat memindah stop loss pada harga open + 20 point, yaitu 2.0020. Mengapa 20 point ? Syaratnya adalah profit yang ingin anda lock, harus lebih kecil dari floating profit saat ini (20 < 40 point). Bila kemudian floating profit bergerak menjadi 60 point, trader tersebut dapat menaikkan lagi stop loss ke posisi 2.0040 untuk lock profit sebesar 40 point, dan seterusnya. Hal inilah yang menjadi dasar dari trailing stop. <br />
<br />
<span style="color: red;"><i>Setelah menginput Take Profit dan Stop Loss, maka data tersebut akan tersimpan pada server Broker Forex. Jadi anda tak perlu khawatir dan bisa setiap saat mematikan komputer / memutus koneksi internet. Take Profit dan Stop Loss akan tetap berfungsi TANPA harus menyalakan komputer dan terhubung dengan broker forex via internet</i></span> <br />
<br />
<center> <table border="0" cellpadding="10" cellspacing="0"><tbody>
<tr> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Posisi</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Target Profit</strong></span></td> <td bgcolor="003366" valign="top"><span style="color: white; font-size: x-small;"><strong>Stop Loss</strong></span></td> </tr>
<tr> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Buy (Long)</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Lebih Tinggi dari Harga Open (berdasarkan harga bid)</span></td> <td bgcolor="#FFFFFF" valign="top"><span style="font-size: x-small;">Lebih Rendah dari Harga Open (berdasarkan harga bid)</span></td> </tr>
<tr> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">Sell (Short)</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">Lebih Rendah dari Harga Open (berdasarkan harga ask)</span></td> <td bgcolor="#E7E7E7" valign="top"><span style="font-size: x-small;">Lebih Tinggi dari Harga Open (berdasarkan harga ask)</span></td> </tr>
</tbody></table></center> <br />
<strong>Trailing Stop</strong> adalah fasilitas yang disediakan oleh broker forex yang dapat mengubah stop loss untuk mengunci profit secara otomatis dalam kelipatan jumlah tertentu. Trailing Stop merupakan pengembangan dari stop loss. <br />
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Trailing Stop umumnya hanya akan berfungsi bila posisi trader TELAH PROFIT LEBIH DARI NILAI MINIMUM TERTENTU yang telah ditentukan broker (misalnya minimum 15 point). <span style="color: red;"><i>(PENTING: Umumnya trailing stop berjalan secara lokal pada komputer anda, bukan pada server broker! Bila komputer anda mati, trailing stop juga menjadi tak aktif)</i></span> <br />
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Jadi bila anda belum profit lebih dari jumlah minimum trailing stop yang anda set, berarti posisi anda masih BERBAHAYA (kecuali anda telah menggunakan stop loss). Jadi sebaiknya anda set stop loss dahulu, kemudian bila perlu dapat ditambahkan fitur trailing stop sebagai pelengkap. Dengan menggunakan fitur ini anda akan terhindar dari loss jika profit anda telah melebihi batas minimum trailing stop. <br />
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Contoh : <br />
Buy EUR/USD 1.2050, Stop Loss 1.2000, Trailing Stop 15 point. <br />
Bila harga BID sekarang telah berada pada 1.2070 (telah profit 20 point) maka trailing stop akan mengubah stop loss ke harga 1.2055 (20 point profit dikurangi 15 point, yaitu profit +5 point). Artinya profit anda telah dilock 5 point (pada posisi stop loss baru yang berada pada 1.2055). <br />
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Point A : Dan bila harga ternyata bergerak turun ke 1.2055 maka otomatis akan terlikudasi pada profit 5 point. Artinya anda sudah tak mungkin loss lagi karena telah dilock. <br />
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Tetapi bila harga tidak turun (sesuai point A) melainkan harga terus naik dari 1.2050 ke 1.2095 (telah profit 45 point) maka trailing stop akan mengubah stop loss ke harga 1.2080 (45 point profit dikurangi 15 point, yaitu profit +30 point). Artinya profit anda telah dilock 30 point (pada posisi stop loss baru yang berada pada 1.2080). <br />
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<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="margincall_id"><strong> Margin Call</strong></a></span> <br />
<strong>Margin call</strong> berarti likuidasi secara "paksa" yang dilakukan oleh broker karena account anda tak memiliki dana yang cukup untuk mengcover/menutupi posisi anda yang merugi. <br />
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Dasar untuk menentukan Margin Call biasanya ada 2 (bergantung peraturan setiap broker): <ol type="1"><li><strong>Margin Level</strong><br />
Sistem margin level digunakan pada platform MetaTrader. (Silahkan melakukan order dengan demo account agar anda lebih memahami perhitungan margin pada platform MetaTrader) <br />
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Rumus perhitungan margin level adalah : <br />
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<strong><i>Margin Level = Equity / Margin yang digunakan</i></strong> <br />
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<strong><i>Equity = Margin + Free Margin + Profit - Loss</i></strong> <br />
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<strong><i>Balance = Modal aktual saat ini (belum dikurangi profit & loss)</i></strong> <br />
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Equity merupakan Balance anda setelah ditambah/dikurangi profit & loss <br />
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Pada saat semua posisi clear (tak ada open), maka Balance = Equity. Karena Margin yang digunakan=0, Profit/Loss=0, sehingga Free Margin menjadi sama dengan Balance. (Lihat rumus Equity di atas!). Free Margin merupakan dana yang bisa anda withdraw bila ada posisi open (sisakan dana free margin secukupnya untuk menahan loss dan mencegah Margin Call) <br />
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Misalnya broker menentukan Margin Call terjadi jika Margin Level 5% (contoh : <a href="http://www.fcmarket.com/" target="_blank"> FCMarket.com</a>), maka bila "Margin yang digunakan" x 5% = Equity, margin call akan terjadi. (satu per satu posisi open akan ditutup otomatis oleh broker hingga dana trader cukup untuk mengcover loss). <br />
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Pada platform MetaTrader, seorang trader tak perlu menghitung Margin Level secara manual, karena bila ada open posisi otomatis Margin Level akan nampak pada Tab “Trade” dalam satuan persen (%). Yang perlu trader lakukan adalah menjaga agar Margin Level tidak mendekati batas Margin Call broker. (misalnya 5%) <br />
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</li>
<li><strong>Modal awal – Margin – Loss = 0</strong><br />
Ada juga broker yang menentukan margin call bila Modal awal – Margin yang digunakan – Loss total = 0. (Hal ini juga dapat anda bayangkan bahwa broker tersebut menggunakan Margin Level 100% bila menggunakan cara perhitungan MetaTrader) <br />
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Deposit modal awal sebesar <strong>$300</strong>. Jika seorang trader membuka 1 posisi trading <strong>GBP/USD mini lot (10000)</strong> membutuhkan margin : <strong>10000 (mini lot) x 0.002 (leverage 1:500) x 2.0000 = $40.</strong> Maka modal yang ditahan sementara sebagai jaminan (margin) untuk membuka 1 mini lot gbp/usd adalah $40. Jadi sisa margin trader tersebut untuk menahan loss adalah : <strong>$300 - $40 = $260</strong> <br />
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Bila floating loss (rugi) anda mencapai $260 maka tak ada margin / dana tersisa untuk menahan loss, sehingga satu per satu posisi anda akan ditutup otomatis oleh broker. Kemudian margin $40 yang dilock sementara sebagai jaminan untuk open 1 posisi GBP/USD tersebut, akan kembali masuk ke account anda setelah posisi tersebut clear / close sehingga margin anda tersisa $40 saja). </li>
</ol><img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="swap"><strong> Perhitungan Interest / Swap / Rollover / Bunga Menginap</strong></a></span> <br />
<strong>Interest / Swap / Rollover / Bunga Menginap</strong> merupakan bunga yang didapat atau harus dibayar trader jika ada posisi open melebihi 1 hari trading. Batas 1 hari trading adalah jika posisi tersebut tidak ditutup hingga waktu penutupan Pasar Forex dunia, yaitu pada saat closing Pasar New York pada pukul 17.00 (waktu New York). <br />
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Untuk mengkonversi waktu New York ke waktu local anda, silahkan masuk ke : http://www.timeanddate.com/worldclock/timezone.html?n=179 <br />
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Ketika melakukan trading forex, hari aktual yang digunakan adalah 2 hari ke depan. Contoh : Trading pada hari Kamis maka hari aktualnya adalah Senin (bunga dihitung 1 hari). Trading pada hari Jumat maka hari aktualnya adalah Selasa (bunga dihitung 1 hari), dan seterusnya. Sedangkan khusus untuk hari Rabu, hari aktualnya adalah 3 hari, yaitu Jumat, Sabtu, dan Minggu. (bunga dihitung 3 hari). Meskipun hari Sabtu dan Minggu pasar forex tutup, bunga dihitung 3 hari sebagai kompensasi libur trading. <br />
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Pada perhitungan bunga : <strong>Trader akan mendapatkan bunga positif jika mata uang yang dibeli memiliki suku bunga lebih besar daripada yang dipinjam</strong> <br />
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Contoh : <br />
<strong>Pair USD/JPY. Suku Bunga USD = 5.25% , Suku Bunga JPY = 0.5%</strong> <br />
Buy USD/JPY artinya trader membeli USD dengan cara meminjam JPY. Karena suku bunga mata uang yang dibeli (USD) lebih besar dari yang dipinjam (JPY), maka trader akan mendapatkan bunga sebesar : 5.25% - 0.5% = 4.75% Bila trader melakukan Sell USD/JPY (berarti meminjam USD dan membeli JPY), maka akan dikenakan charge sebesar : -5.25% + 0.5% = -4.75% <br />
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Contoh 2 : <br />
<strong>Pair EUR/USD. Suku Bunga EUR= 3.75%, Suku Bunga USD = 5.25%</strong> <br />
Buy EUR/USD artinya trader membeli EUR dengan cara meminjam USD. Karena suku bunga mata uang yang dibeli (EUR) lebih kecil dari yang dipinjam (USD), maka trader akan dikenakan charge sebesar : 3.75% - 5.25% = -1.5% Bila trader melakukan Sell EUR/USD (berarti membeli USD dan meminjam EUR), maka akan mendapatkan bunga sebesar : -3.75% + 5.25% = 1.5% <br />
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Setiap Broker forex umumnya menyediakan list suku bunga (per hari) untuk setiap pair yang digunakan. List tersebut biasanya mencantumkan bunga yang dikenakan untuk posis Buy dan Sell. (bisa dalam $ atau dalam point). Jika dalam point maka trader harus mengconvert dulu menjadi dollar dengan cara menghitung nilai per point pair yang bersangkutan. <br />
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<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="hedging"><strong> Teknik Hedging</strong></a></span> <br />
<strong>Hedging</strong> adalah suatu keadaan dimana kita membuka 2 posisi berlawanan dengan mata uang dan jumlah lot yang sama. Seringkali hedging dipergunakan jika harga berbalik arah dan trader tak ingin kerugian bertambah besar tanpa cut loss (menutup posisi tersebut meskipun rugi). Pada umumnya, mereka menggunakan teknik ini tanpa stop loss. Istilah lain dari hedging adalah <strong>locking</strong>. <br />
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Contoh : Seorang trader open Buy EUR/USD 1 lot lalu harga bergerak tak sesuai harapan (turun) dan posisi masih floating loss (rugi mengambang) 20 point, trader tersebut dapat melakukan open Sell EUR/USD 1 lot pada mata uang yang sama sehingga kerugian tersebut dilock hanya 20 point. Meskipun harga bergerak ke arah manapun, floating loss tetap 20 point <br />
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<img src="http://www.belajarforexpro.com/bullet.gif" /><span style="font-size: small;"><a href="" name="average"><strong> Teknik Average</strong></a></span> <br />
<strong>Averaging</strong> adalah salah satu cara untuk meminimalkan kekalahan dengan cara membuka posisi sejenis pada level yang berbeda. Tujuan dari averaging ini adalah menggunakan rata-rata dari perbedaan level harga yang diorder untuk meminimalkan loss. <br />
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Contoh : Seorang trader open Buy EUR/USD 1 lot pada harga 2.0100, tetapi harga bergerak turun ke level 2.0000 sehingga mengalami floating loss -100 point. Trader tersebut dapat melakukan averaging dengan cara membuka posisi Buy EUR/USD 1 lot pada harga 2.0000 saat itu juga. Hal ini berarti ada 2 open posisi. Posisi pertama floating loss -100 point. Posisi kedua 0 point. (asumsi tanpa memperhitungkan spread). <br />
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Bila kemudian harga bergerak naik menuju 2.0050 maka posisi pertama floating loss -50 point, posisi kedua profit 50 point. Secara total kedua posisi tersebut impas (BEP). Ketika harga bergerak naik di atas level 2.0050. Maka berarti trader tersebut telah profit.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2299815774708209627.post-30569550915308384012012-01-30T06:11:00.000-08:002012-01-30T06:11:33.412-08:00Kisah Sang Legendaris, Larry Williams<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXIyZ5oJ-XHlGyxPjE3lWCUd5renpAg4FNwaH5e_EOhS6ancarwyZJuhs9hObmU37njUx0GT3VmeDqSJ0F9kROdE9e8WCZingyHLlrE7mz2a8NUCLYLKMwTFvZBziNy_GiqrSDtXS9TVw/s1600/asfdlf.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXIyZ5oJ-XHlGyxPjE3lWCUd5renpAg4FNwaH5e_EOhS6ancarwyZJuhs9hObmU37njUx0GT3VmeDqSJ0F9kROdE9e8WCZingyHLlrE7mz2a8NUCLYLKMwTFvZBziNy_GiqrSDtXS9TVw/s1600/asfdlf.png" /></a></div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Larry Williams, Si Tangan Midas Seorang lulusan jurnalistik University of Oregon ini pernah mengubah sebuah account realnya dari sebesar hanya $10.000 menjadi $1.147.000 dalam waktu hanya 12 bulan pada sebuah perlombaan trading yang diselenggarakan oleh Robbins Trading Company. Belum pernah ada yang menyamainya ketika rekor profit ini dibuat oleh Williams. Bila Anda pernah mendengar indikator bernama Williams %R, Anda sedang menatap foto penemunya saat ini dilayar komputer Anda. Larry R. Williams dikenal sebagai seorang analis trader komoditi dan saham.</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Larry R. Williams adalah lulusan dari universitas University of Oregon, dengan gelar BS pada jurusan Jurnalistik. Pada tahun 1982 bukunya yang berjudul “How to Prosper in the Coming Good Years” diterbitkan. Prediksi yang terdapat dalam bukunya mengatakan bahwa gelombang kenaikan harga saham akan menjadi kenyataan. Buku itu ditulis ketika banyak orang terkemuka kala itu pesimis bahwa pertumbuhan ekonomi dan nilai saham akan terus berjalan melambat akhirnya membenarkan prediksi William.</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Pada tahun 1987, Williams memenangkan perlombaan World Cup Championship of Futures Trading, yang disponsori oleh perusahaan Robbins Trading Company dengan cara bertrading dengan modal awal $10.000 dengan uang nyata menjadi $ 1.147.000dalam 12 bulan yang merupakan rekor dimana tak seorang pun yang menyamainya saat itu. Sebuah momen yang tak terlupakan dimana Williams memenangkan uang lebihdari $ 2.000.000 pada akhir September, merugi $750.000 pada bulan Oktober 1987, danakhirnya mendapatkan $ 1.147.000 pada akhir tahun. Ketika ada komentar miring yang mengatakan bahwa Williams memegang dua akun selama kompetisi-satu menang dan satu kalah-pihak CFTC dan NFA membuktikan bahwa hal itu adalah sebuah pernyataan yang tidak benar. Kompetisi yang diikuti Williams disponsori oleh National Futures Association dan Commodity Futures Trading Commission.</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Pada tahun 1997, saat anak perempuannya, Michelle Williams, berumur 16 tahun, dengan menggunakan cara Williams bertrading pada kompetisi yang sama dan mendapatkankeuntungan 1000% pada modal awal sebesar US$ 10.000. Pada tahun 1998, ia menerima gelar sebagai First Doctor of Futures Award dan juga Omega Research’s Lifetime Achievement Award pada tahun berikutnya. Secara khusus dia juga membuat dua buah indikator teknikal yaitu Williams %R & Ultimate Oscillator.</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Williams juga dikenal sebagai pengarang buku komoditi yang berjudul Commitment of Trader Reports yang merupakan karya terbarunya. Williams sempat ditahan di Australia karena diduga melarikan diri dari membayar pajak di Amerika. Pada bulan Maret 2007 dia memenangkan perkara tersebut dan pada tanggal 2 Agustus2007 pemerintah Federal setempat membebaskannya tetapi dengan uang jaminan $AUD1.000.000.</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Jika saat ini anda sedang menghadapi masa pesimis mengenai bagaimana sulitnya memprediksi pergerakan pasar, maka apa yang dialami Larry Williams setidaknya dapat memberikan motivasi bagi Anda bahwa adalah mungkin untuk memperoleh keuntungan secara konsisten dari market yang bergerak seolah-olah acak. Larry bukan satu-satunya orang yang memperoleh profit secara konsisten dengan metode yang ditemukannya sendiri.</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Hanya saja harus diakui, Larry Williams adalah salah satu dari sedikit trader yang bersedia dikenal masyarakat berkaitan dengan profil investasinya. Kebanyakan trader berprestasi lebih memilih diam dan terus bertrading serta menumpuk profit mereka tanpa merasa perlu memberitahu dunia mengenai kemampuan mereka. Sebuah pilihan yang sebenarnya masuk akal bagi mereka yang tidak mau direpotkan dengan banyaknya pertanyaan dari para pemula karena toh mereka pun mendapatkan kemampuan mereka dalam bertrading melalui cara mereka sendiri.</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><br />
</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Semoga Sukses!</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;"><br />
</div><div style="background-color: white; border-width: 0px; color: #222222; font-family: Verdana,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 20px; margin: 0px 0px 10px; orphans: 2; padding: 0px; text-align: justify; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">Trading Mentor</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2299815774708209627.post-60324716064559002752012-01-28T00:42:00.000-08:002012-01-28T00:55:59.468-08:00SETTINGAN INDIKATOR UNTUK DI SEMUA SESI/TIME FRAME ATAU UNTUK MENGHADAPI TRADING DI PASAR USA ( JAM 19.00 WIB – 03.00 WIB )<div style="font-family: Verdana,sans-serif; text-align: center;"><b><span style="font-size: small;"><span class="commentBody" data-jsid="text">Setting TIME FRAME :</span></span></b></div><div style="font-family: Verdana,sans-serif;"><br />
<span style="font-size: small;"><span class="commentBody" data-jsid="text"></span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text"> <span style="background-color: red;">M1 </span></span></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text">= Semua Indikator dari M1 diubah,<span style="background-color: red;"> </span><span class="text_exposed_show"><span style="background-color: red;">M14 = 25& -25 / M100= 100& -100</span><br />
<span style="background-color: orange;">M5 </span></span></span></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">= </span></span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text">Semua Indikator dari M1 diubah,</span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show"> <span style="background-color: orange;">M14 = 50&-50 / M100= 150&-150</span><br />
<span style="background-color: lime;">M15</span></span></span></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">= </span></span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text">Semua Indikator dari M1 diubah,</span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show"> <span style="background-color: lime;">M14 = 75&-75 / M100= 200&-200</span><br />
<span style="background-color: cyan;">M30</span></span></span></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">=</span></span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text">Semua Indikator dari M1 diubah,</span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show"> <span style="background-color: cyan;">M14 = 100&-100 / M100= 250&-250</span><br />
<span style="background-color: blue; color: white;">H1</span></span></span></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">= </span></span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text">Semua Indikator dari M1 diubah,</span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show"> M14 = 125&-125 / M100 = 300&-300<br />
<span style="background-color: magenta;">H4 </span></span></span></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">= </span></span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text">Semua Indikator dari M1 diubah,</span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show"> <span style="background-color: magenta;">M14 = 150&-150 / M100= 350&-350</span><br />
</span></span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show"> </span></span></span></div><ul style="font-family: Verdana,sans-serif;"><li><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">Buka MT4 di semua Time frame secara HORIZONTAL ( M1, M5, M15, M30, H1 ) utk H4 gabungkan di balik H1</span></span></span></li>
<li><span style="color: red;"></span> <span class="commentBody" data-jsid="text"><span class="text_exposed_show">Untuk OP pastikan parabolic sar bawah disemua time frame (minimal TF M1,M5,M15) menunjukkan arah yang sama.</span></span></li>
<li>Untuk OP <span style="color: blue;">pastikan</span> <b>parabolic SAR bawah disemua time frame</b> (min TF M,M5,M15) menunjukkan arah yang sama. <span style="background-color: lime;">KEATAS berarti BUY</span>, jika nanti TF M30,H1,H4 parabolic SAR bawah akan mengikuti naik artinya pasar makin kuat naik (buy )</li>
<li>Untuk OP pastikan parabolic SAR atas disemua time frame (min TF M1,M5,M15) menunjukkan arah yang sama. <span style="background-color: orange;">KEBAWAH berarti SELL</span> , jika nanti TF M30,H1,H4 parabolic SAR atas akan mengikuti turun artinya pasar makin kuat turun (sell ).</li>
</ul><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show"> = tetapi jangan lupa rumus dasar H+L/2<br />
= Gunakan money manajemen risk yg benar misal Deposit 1000 usd open transaksi di 0,5 s.d MAX 1 lot saja</span></span></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">= buat TP = taking profit 20-25 pip ( jangan serakah )</span></span></span></div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">= Jika sdh didapat stop trading main besok lagi. (masih ada hari esok buat trading )<br />
<br />
Demikian semoga bermanfaat</span></span></span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show">*copas dari fb<br />
facebook.com/aswibowo2011</span></span></span><span class="commentBody" data-jsid="text"><span class="text_exposed_show"></span></span><span style="font-size: small;"><span class="commentBody" data-jsid="text"><span class="text_exposed_show"> </span></span></span></div>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-2299815774708209627.post-88241290368398479682012-01-26T13:10:00.000-08:002012-01-26T13:11:24.158-08:00Strategi Forex Scalping Pagi HariBagi yang belum tahu <b>apa itu scalping</b>, kira-kira pengertiannya buat orang awam seperti saya adalah strategi forex trading dengan tujuan masuk pasar dan keluar pasar hanya dalam waktu yang sangat singkat dan hanya mengambil sedikit pips. <br />
Katakan target pips hanya 2-10 saja per transaksi. Meski hanya mengambil sedikit pips, setrategi ini sangat profitable juga kalau disertai dengan<i> money management</i> yang baik dan selalu disiplin. Oh iya, biasanya metode scalping menggunakan lot (<i>size</i>) yang besar, jadi disebut juga <i>extreme trading</i>. So, untuk melakukan scalping disarankan saat pagi/dini hari disaat kondisi pasar sedang <i>sideways</i> atau harga bolak-balik pada jarak yang kecil (antara 10-20 pips).<span id="more-124"></span><br />
<blockquote>Scalping: strategi forex trading dengan tujuan masuk pasar dan keluar pasar hanya dalam waktu yang sangat singkat dan hanya mengambil sedikit pips.</blockquote>Baik, langsung saja membahas bagaimana cara scalping di pagi hari. Pertama download template yang sudah saya modif (ada penambahan sedikit dari versi aslinya).<br />
<div style="text-align: center;"><a href="http://forex.gubugreyot.com/wp-content/uploads/2011/02/scalping-sideways-market.zip" target="_blank" title="file strategi scalping">Download template strategi forex scalping.</a></div>Ekstrak zip dan masukkan file <i>template</i> tersebut di folder MT4 Anda tepatnya di folder “templates”. Contohnya kalau punya saya memakai MT4 dari <a href="http://forex.gubugreyot.com/ke/instaforex" target="_blank" title="instaforex">InstaForex</a> yaitu InstaTrader, maka saya copy dan paste file diatas ke :<br />
<code><br />
My Computer/(Local Disk):C/Program Files/InstaTrader/templates/ [paste disini]</code><br />
Setelah selesai di copy dan paste, silakan nyalakan MT4 Anda, lalu pilih template tersebut. Penampakannya sebagai berikut:<br />
<div style="text-align: center;"></div><div class="wp-caption aligncenter" id="attachment_127" style="width: 300px;"><a href="http://forex.gubugreyot.com/wp-content/uploads/2011/02/scalping-pagi-hari.gif"><img alt="scalping pagi hari" class="size-medium wp-image-127 " height="368" src="http://forex.gubugreyot.com/wp-content/uploads/2011/02/scalping-pagi-hari-300x173.gif" title="strategi forex scalping pagi hari" width="640" /></a> <br />
<div class="wp-caption-text">scalping pagi hari pair USDCAD</div></div>Sepertinya rumit ya indikatornya? Terlalu banyak? Ups, tenang saja. Yang penting hanya sedikit kok, yang lain hanya digunakan untuk membantu penglihatan mata saja, hohohoo.. :p<br />
<h3>Template forex scalping diatas berisi indikator berikut:</h3>a. Dua buah <b>envelope 15</b>, upper dan lower. Yang upper warnanya hijau, berbentuk garis bintik-bintik. Yang lower warnanya merah, style sama, bintik-bintik.<br />
b. Dua buah <b>moving average</b>, tipe simple (SMA) period 15. Satu diaplikasikan pada high candle (merah), satunya low candle (ungu).<br />
c. Sebuah <b>moving average tipe linear weighted</b> (warna kuning), period 60 (ini sebenarnya tambahan saya sendiri, soalnya saya suka dengan garis WMA 60 ini). :p<br />
d. <b>Fractal</b>, identifikasi hi-lo juga sih, tapi katanya double fractal ampuh juga buat scalping. So iseng aja saya tambahin.<br />
e. <b>Oscilator</b> (indikator yang ada di bawah) terdapat dua buah, yaitu DeMaker 8 (hijau) dan RSI 3 (merah).<br />
Yang perlu diperhatikan sebenarnya hanyalah <i>envelope</i> dan kedua <i>oscilator</i> itu saja. Indicator yang lainnya untuk membantu dalam mengambil keputusan (nanti kalau sudah terbiasa pasti juga ngerti kok fungsinya). :p<br />
<h3>Cara scalping di pagi hari</h3>Judulnya kan <b>strategi forex scalping di pagi hari</b>, so kita trading hanya pada jam pagi mulai dari pukul 03.00 WIB (GMT+7) sampai pukul 07.00 WIB. Trading mulai hari selasa hingga jumat. Namun meski begitu, saya sering mulai pukul 02.00 WIB, soalnya lumayan lebih gerak marketnya, kalau jam 03.00 sudah sangat amat lambat sekali banget geraknya. he he…<br />
<b>Masukkan template pada pair berikut:</b><br />
USDCAD<br />
NZDUSD<br />
EURUSD<br />
GBPUSD<br />
EURCHF<br />
EURJPY<br />
USDCHF<br />
Atau pilih beberapa juga tidak apa-apa, soalnya di pair tersebut spreadnya lumayan kecil dan geraknya sampai sekitar 10 pips.<br />
Caranya seperti ini, apabila candlestick menembus envelope atas dan RSI 3 serta DeMaker Oscilator menyentuh/hampir menyentuh level 0.9 (lihat bawah kanan), maka lakukan SELL!<br />
Untuk kondisi BUY, bisa dilogika sebaliknya. Lihat gambar berikut ini:<br />
<div class="wp-caption aligncenter" id="attachment_130" style="width: 300px;"><a href="http://forex.gubugreyot.com/wp-content/uploads/2011/02/scalping-pagi-hari-nzdusd-buy.gif"><img alt="scalping pagi hari nzdusd-buy" class="size-medium wp-image-130" height="368" src="http://forex.gubugreyot.com/wp-content/uploads/2011/02/scalping-pagi-hari-nzdusd-buy-300x173.gif" title="scalping pagi hari nzdusd-buy" width="640" /></a> <br />
<div class="wp-caption-text">Buy conditions</div></div><div class="wp-caption aligncenter" id="attachment_131" style="width: 300px;"><a href="http://forex.gubugreyot.com/wp-content/uploads/2011/02/scalping-pagi-hari-usdcad-sell.gif"><img alt="scalping pagi hari-usdcad-sell" class="size-medium wp-image-131" height="368" src="http://forex.gubugreyot.com/wp-content/uploads/2011/02/scalping-pagi-hari-usdcad-sell-300x173.gif" title="scalping pagi hari-usdcad-sell" width="640" /></a> <br />
<div class="wp-caption-text">Sell conditions</div></div><i>*Klik untuk memperbesar gambar</i><br />
Misalkan harga tidak sesuai yang kita harapkan, andaikata kita sudah melakukan sell lalu harga naik, kita bisa melakukan <a href="http://forex.gubugreyot.com/2011/01/mencoba-trading-forex-manual-strategi-forex-averaging.fx" target="_blank" title="strategi forex averaging">strategi averaging</a> disini. Step maksimal 7 pips, minimal 3 pips. Ingat, kalau menggunakan teknik averaging, sewaktu transaksi ‘keseluruhan’ sudah bernilai profit (positif), silakan saja di close all. Ini menghindari harga berbalik lagi dan supaya margin tetap aman.<br />
Untuk hitungan lot, money management, saya memakai milik master IndraFX, bisa didownload <a href="http://forex.gubugreyot.com/wp-content/uploads/2011/02/MM-@-Insta-Forex-By-Indrafx_scalping-Modified.xls" target="_blank" title="scalping money management">disini</a>. Meski target pips sehari hanya 10 saja, namun dengan <a href="http://forex.gubugreyot.com/2011/02/cara-mendapat-modal-forex-gratis-100-lebih.fx" target="_blank" title="bonus forex modal gratis $100 2011">modal gratis $100</a> dari Instaforex, setahun hasilnya bisa milyaran loh. Kalau mampu mengatasi sifat takut dan serakah sih, he he he…<br />
Silakan belajar di demo dulu ya? Paling tidak, cobain seminggu lah, nanti saya diomeli kalo mc -.-’. Saya sekarang juga sedang belajar teknik scalping ini kok, ini hasilnya dengan modal hanya $4: <a href="http://forex.gubugreyot.com/wp-content/uploads/2011/02/statement-ikofx.zip" target="_blank" title="statemen">Statemen</a> scalping di <a href="http://ikofx.com/?affref=20908195" rel="nofollow" target="_blank" title="IkoFX">IkoFX</a>.Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2299815774708209627.post-66005140882534435422012-01-26T02:31:00.001-08:002012-01-26T02:31:39.635-08:00Indikator Parabolic SAR<h1>Indikator Parabolic SAR</h1>SAR adalah indikator teknis yang dikembangkan oleh seorang analis bernama <strong>Welles Wilder</strong>(Pencipta indeks kekuatan relatif). <strong>SAR ditampilkan sebagai rangkaian titik-titik ditempatkan/terletak di atas atau di bawah harga.<br />
Dari posisi diatas/bawah tersebut oleh para trader digunakan untuk menghasilkan sinyal transaksi tergantung di mana posisi titik-titik tersebut.</strong><br />
<br />
<strong>Titik yang diletakkan di bawah harga</strong> dianggap sebagai <strong>sinyal bullish</strong>.<br />
Sebaliknya, <strong>titik yang terletak di atas harga</strong> menggambarkan bahwa <strong>beruang memegang kendali</strong> dan bahwa momentum kemungkinan akan tetap mengarah ke bawah. <br />
<br />
<img height="441" src="http://www.seputarforex.com/belajar/forex/parabolic_sar/indikator_parabolic_sar_1.png" width="454" /><br />
Seperti kita ketahui bahwa banyak sekali macam indikator dalam trading forex, yang menarik dari parabolic SAR adalah terletak pada kemudahan penggunaannya(mudah dilihat) dari penjelasan singkat diatas terlihat <strong>sederhana</strong> sekali bukan.. <br />
Selain itu indikator ini memiliki keistimewaan lain yaitu dalam <strong>menunjukkan saat adanya pembalikan(berakhirnya) suatu trend.</strong><br />
Pada gambar dibawah terlihat bagaimana parabolic SAR membantu memberikan sinyal pembalikan tren. Saat <strong>titik baru muncul diatas</strong> berarti tren selanjutnya adalah <strong>bearish(turun)</strong>, untuk memastikan tunggu sampai terbentuk 3 titik diatas. <br />
Dan pada contoh berikutnya, <strong>titik baru muncul dibawah</strong> harga, berarti tren selanjutnya adalah <strong>bullish(naik)</strong>. <br />
<br />
<img height="350" src="http://www.seputarforex.com/belajar/forex/parabolic_sar/indikator_parabolic_sar_trade.png" width="550" /><br />
<br />
<br />
Kegunaan lain dari SAR, adalah menunjukkan kepada kita, <strong>kapan seharusnya kita harus keluar dari trade</strong> kita sekarang. <br />
<img height="350" src="http://www.seputarforex.com/belajar/forex/parabolic_sar/indikator_parabolic_sar_keluar_trade.png" width="550" /><br />
<br />
Pada gambar diatas, Seumpama anda memegang posisi jual, maka <strong>ketika parabolic SAR memunculkan 3 titik baru dibawah</strong>, sebaiknya segera Anda meng close posisi dan membukukan keuntungan, karena ada kemungkinan besar tren akan berubah bullish, sehingga potensi keuntungan anda menjadi hilang.<br />
Jadi apabila ada 3 titik baru dibawah = tren jual berakhir, bersiap-siap untuk tren beli/bullish.<br />
Sedang ada 3 titik baru diatas = tren beli berakhir, bersiap-siap trend jual/bearish. <br />
<br />
<br />
<h2>Kelemahan Parabolic SAR.</h2>Memang tidak bisa dipungkiri SAR membantu memberikan sudut pandang yang <strong>mudah dalam menentukan tren</strong>. Namun indikator Parabolic SAR ini <strong>hanya akurat apabila suatu tren sudah terbentuk kuat di pasar</strong>. <br />
Dalam kondisi dimana harga bergerak secara dramatis(<strong>volatile/Choppy</strong>) parabolic sar <strong>menjadi kurang efektif</strong>. Kedua pada kondisi market dimana tren <strong>menyamping(sideways)</strong>, indikator SAR sering memunculkan(false signal) sinyal yang salah. <br />
<br />
<h2>Kesimpulan:</h2>* Indikator Parabolic SAR <strong>ditampilkan dengan pola titik-titik diatas dan dibawah harga</strong>.<br />
* <strong>Titik di posisi atas</strong> = Tren Bearish/Jual/Turun<br />
* <strong>Titik di posisi bawah</strong> = Tren Bullish/Beli/Naik<br />
* <strong>3 Titik baru di posisi berlawan</strong> dengan sekarang, bisa dianggap sebagai sinyal awal akan terjadinya pembalikan arah tren<br />
* Indikator parabolic <strong>SAR efektif pada suatu tren yang jelas/kuat</strong> atau telah valid di pasar, tren naik atau tren turun.<br />
* Pada kondisi <strong>tren menyamping/sideways</strong>, atau saat harga bergerak sangat <strong>volatile</strong>,<strong> indikator SAR kurang efektif</strong> dan dimungkinkan memunculkan false signal(sinyal salah).<br />
* Seperti pada umumnya tidak ada yg sempurna dalam sebuah indikator, menggabungkan dengan indikator lain untuk menyempurnakan keseimbangan adalah alternatif yg bagus dan bisa dicoba-coba.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2299815774708209627.post-15100432488102838932012-01-26T02:27:00.000-08:002012-01-26T02:27:01.847-08:00Bollinger BandsBollinger bands sendiri sebenarnya terdiri atas tiga buah garis yang membentuk semacam sabuk pembatas terhadap pergerakan harga. Namun dalam penerapannya garis tengah Bollinger Bands seringkali tidak ditampilkan karena memang garis tengah tersebut hanyalah garis Moving Averages biasa. Perhatikan gambar berikut :<br />
<br />
<br />
<div align="center"><img src="http://belajarforex.com/images/stories/bollinger1/bollinger1.gif" /></div><br />
Seperti telah di terangkan diatas, Bollinger Bands sendiri bentuknya menyerupai sabuk yang menjadi pembatas pergerakan harga. Dapatkah Anda menemukan sesuatu pada gambar diatas? Ya benar. Apabila terjadi ketidak seimbangan antara demand dan supply, maka Bollinger Bands akan lebih melebar dibandingkan kondisi seimbang.<br />
<br />
Sebagai contoh dari gambar diatas, terjadi keadaan dimana supply lebih banyak dari demand sehingga membuat harga turun dari 1.2185 menuju 1.2071 (114 point), maka sabuk bolinger akan lebih melebar karena memang laju harga sedang meningkat. Bandingkan dengan keadaan dimana demand dan supply cenderung sama seperti pada pukul 12.00 dan setelahnya. Jika terjadi keseimbangan yang artinya pasar akan bergerak dalam kondisi sideways maka Bollinger Bands akan lebih menyempit dari biasanya karena memang laju harga tidak secepat ketika uptrend atau down trend.<br />
<br />
Sebagai <a class="mosinfopop" href="" style="border-bottom: 1px dotted #000000; cursor: help;"><img align="top" alt="" border="0" src="http://belajarforex.com/plugins/content/definitionbot/messagebox_info.png" /> volatility</a> indicator, sebenarnya Bollinger Bands tidak dapat berdiri sendiri. Indikator ini biasanya digunakan hanya sebagai indikator awal untuk mengukur harga relatif dan volatility (volatile = mudah berubah – volatility = tingkat kecepatan dalam berubah). Bollinger Bands bukanlah indikator action, jadi disarankan jika menggunakan indikator satu ini, gunakan juga indikator lain sebelum mengambil keputusan untuk buy atau sell.<br />
<br />
<strong><em>Formulasi Matematis</em></strong><em><em><strong><br />
<br />
</strong></em></em>Seperti telah diterangkan diatas, Bollinger Bands pada dasarnya terdiri dari tiga garis. Yang timbul pada pikiran kita tentunya dari mana garis-garis ini berasal bukan? Nah, berikut penjelasannya:<br />
<br />
<div align="center"><img src="http://belajarforex.com/images/stories/bollinger1/bollinger2.gif" /></div>Uper band = Simple <a href="http://belajarforex.com/indikator-teknikal/moving-average.html">Moving Average</a> + (faktor pengali x standar deviasi)<br />
Middle band = Simple Moving Average<br />
Lower band = Simple Moving Average – (faktor pengali x standar deviasi)<br />
Faktor pengali = [0.6174 x ln (periode Bollinger Bands)] + 0.1046<br />
Untuk faktor pengali, biasanya digunakan angka 2 dibandingkan penggunaan rumus diatas.<br />
Standar deviasi merupakan perhitungan statistik biasa yang digunakan untuk mengukur besarnya penyimpangan pada tiap-tiap data. Rumusnya adalah sbb:<br />
<br />
<img src="http://belajarforex.com/images/stories/bollinger1/bollinger3.gif" /><br />
dengan :Xi = data ke i<br />
X = rata-rata<br />
<br />
Data yang kita gunakan dalam perhitungan ini bukan hanya closed price saja seperti pada SMA biasa. Pada Bollinger Bands, data yang dipakai adalah gabungan antara high,low dan closinng price. Ada dua jenis pengambilan data pada middle band yaitu dengan memakai Typical Price dan Weighted Price.<br />
<br />
Typical price = <img src="http://belajarforex.com/images/stories/bollinger1/bollinger4.gif" /><br />
<br />
Weighted price = <img src="http://belajarforex.com/images/stories/bollinger1/bollinger5.gif" /><br />
<br />
Namun biasanya yang paling sering digunakan adalah typical price.<br />
<br />
Ok-ok, saya tahu ini membosankan. Tapi saya rasa Anda perlu tahu dari mana Bollinger Bands number ini keluar karena paling tidak jika Anda memiliki basic cukup kuat dalam statistik, Anda akan mampu menginterpretasikan Bollinger Bands dengan lebih baik setelah mengetahui karakter matematisnya .<br />
<em><br />
<strong><em>Karakter Bollinger Bands<br />
<br />
</em></strong></em>Setiap indikator tentulah punya karakter masing-masing. Begitu juga dengan indikator satu ini. Satu hal yang unik yang dimilikinya adalah Bollinger Bands memampukan tiap-tiap orang menginterpretasikan indikator ini dengan caranya masing-masing. Bahkan John Bollinger sendiri, pencipta indikator ini mengatakan bahwa hal yang paling menarik dalam analisa menggunakan Bollinger Bands adalah memperhatikan bagaimana setiap orang menggunakannya. Meski ada beberapa aturan baku dalam Bollinger Bands, tetapi bisa saja trader satu dengan trader lainnya memiliki cara yang berbeda dan penggunaan yang berbeda dalam memakai Bollinger Bands. Berikut adalah karakter umum yang berlaku pada Bollinger Bands:<br />
<br />
<ul><li>Bollinger Bands adalah indikator awal yang tidak dapat dipakai sebagai indikator action.Harus diapakai bersama indikator lainnya. Tentukan salah satu indikator yang terbaik bagi Anda sebagai indikator action, namun jangan memakai indikator action lebih dari satu. Beberapa indikator action yang baik adalah RSI, Stochastic ataupun momentum. Terserah Anda.</li>
<li>Pada umumnya harga akan bergerak dalam sabuk, namun demikian dapat juga harga bergerak diluar dari sabuk. Ini dapat berarti akan terjadi reversal atau malah sebaliknya penguatan trend yang sedang berlangsung. Untuk mengetahuinya kita dapat melihat indikator action yang kita pakai.</li>
<li>Penentuan periode dalam Bollinger Bands juga berpengaruh disini. Semakin kecil periode yang dipakai maka lebar sabuk akan semakin kecil dan demikian sebaliknya. </li>
</ul>Jika Bollinger Bands kita gabungkan dengan RSI, demikian hasilnya:<br />
<ul><li>Bila harga berada diluar upper band atau sama, sementara RSI masih berada dibawah zona overbought, maka ini berarti akan ada kelanjutan trend yang sedang terjadi. Sebaliknya bila RSI sudah berada diarea overbought dan sedang meninggalkan area overbought, maka ini berarti akan ada pembalikan trend dalam beberapa candle kedepan.</li>
<li>Bila harga berada diluar lower band atau sama, sementara RSI masih berada dibawah zona oversold, maka ini berarti akan ada kelanjutan trend yang sedang terjadi. Sebaliknya bila RSI sudah berada diarea oversold dan sedang meninggalkan area oversold, maka ini berarti akan ada pembalikan trend dalam beberapa candle kedepan</li>
</ul><br />
Nah, mari kita lihat gambar berikut:<br />
<br />
<div align="center"><img src="http://belajarforex.com/images/stories/bollinger1/bollinger6.gif" /></div>Perhatikan area yang dilingkari dan besar smoothing RSI. Pada 1.1932, besar smoothing RSI adalah 39.9429 dan harga telah menembus upper band dua kali secara berturut-turut. Ini mengindikasikan bahwa akan terjadi penerusan trend yang baru saja dimulai. Dalam kenaikan harga, tercatat beberapa kali juga harga menembus upper band namun RSI belum juga meninggalkan overbought area. Ini berarti trend masih akan terus terjadi sampai RSI meninggalkan overbought area.<br />
Sekarang bandingkan dengan gambar berikut ini:<br />
<br />
<div align="center"><img src="http://belajarforex.com/images/stories/bollinger1/bollinger7.gif" /></div>Pada area yang dilingkari smoothing RSI bernilai 31.7379 dan harga telah menembus lower band tiga kali dengan bullish candle. Dengan demikian diperkirakan akan terjadi pembalikan trend seperti terlihat pada candle berikutnya. Kenapa saya dapat memberikan perkiraan bahwa akan terjadi pembalikan trend dari <a class="mosinfopop" href="" style="border-bottom: 1px dotted #000000; cursor: help;"><img align="top" alt="" border="0" src="http://belajarforex.com/plugins/content/definitionbot/messagebox_info.png" /> bearish</a> menuju bullish? Itu karena selain indikator action saya menunjukan harga telah meninggalkan oversold area dan mengarah menuju overbought area.<br />
<br />
Dapat disimpulkan dari penggunaan contoh disini, sebenarnya pemaduan Bollinger Bands dengan indikator lainnya dapat kita lakukan bila kita memahami penggunaan indikator lain tersebut dengan benar. Penggunaan indikator yang tepat akan menghasilkan keputusan yang saling menguatkan dan menunjang sehingga diperoleh berbagai keuntungan. Semakin kita memahami penggunaan indikator action maka semakin besar kesempatan kita memanfaatkan Bollinger Bands sebagai volatilitiy indicator.<br />
<br />
<strong><em>Pemakaian Bollinger Bands<br />
</em></strong><br />
Walaupun Bollinger tidak dapat digunakan sendiri, namun ada beberapa indikasi open Buy/Sell yang masih kita bisa peroleh melalui Bollinger Bands terutama melalui middle band. Ingat, pada dasarnya middle band adalah indikator Simple Moving Average. Ini berarti apa yang berlaku pada SMA juga berlaku pada middle band:<br />
<ul><li>Middle band berada di bawah harga, maka ini mengindikasikan Bullish trend.</li>
<li>Middle band berada di atas harag, indikasi Bearish trend.</li>
<li>Perpotongan antara middle band dan harga, indikasi peralihan trend.</li>
</ul><br />
<div align="center"><img src="http://belajarforex.com/images/stories/bollinger1/bollinger8.gif" /></div><br />
<strong>Double bottom buy. </strong>Ini akan terjadi ketika harga menembus lower band dua kali berturut-turut. Adanya double bottom merupakan indikasi akan terjadi peningkatan harga. Namun untuk memastikannya, diperlukan konfirmasi harga menembus middle band. Jika telah menembus middle band, maka bisa diperkirakan akan terjadi uptrend dimana kita harus membuka posisi buy.<br />
<br />
<div align="center"><img src="http://belajarforex.com/images/stories/bollinger1/bollinger9.gif" /></div><br />
Kebalikan dari double bottom buy adalah <strong>double top sell </strong>yaitu keadaan dimana harga menembus upper band dan divalidasi dengan penembusan middle band juga. Ini berarti akan terjadi penurunan harga dimana kita harus membuka posisi sell terlebih dahulu guna memperoleh keuntungan.<br />
<br />
<div align="center"><img src="http://belajarforex.com/images/stories/bollinger1/bollinger10.gif" /></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2299815774708209627.post-90355189524392028052012-01-25T02:27:00.000-08:002012-01-25T02:31:44.093-08:00Analisa dengan Stochastic Oscilator<div class="entry-content"><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Stochastic adalah sebuah indikator oscilator yang berfungsi untuk mengukur kejenuhan pasar . Namun jika dibandingkan dengan RSI , stochastic memiliki kelebihan yaitu memiliki signal beli dan jual.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Market dikatakan overbought bila nilai stochastick diatas 80 , dan dikatakan oversold jika market bernilai dibawah 20 .</span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Pada kondisi overbought , kita bisa bersiap-sip mengambil posisi open buy , karena market akan balik arah turun. Dan pada kondisi oversold kita bisa bersiap-siap untuk mengambil posisi open sell , karena market akan balik arah naik.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Ada 2 strategi yang bisa pakai dengan menggunakan stochastic . Yaitu :</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;"><b>1. Buy bottom sell top Strategy</b></span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Yaitu membuka posisi ketika market dalam kondisi jenuh dan terjadi perpotongan stochastick .</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Entry point Open buy adalah ketika stochastic bernilai dibawah 20 dan garis signal memotong garis utama dari atas , sehingga selanjutnya garis signal akan berada dibawah garis utama.</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Sedangkan entry point untuk Open Sell adalah ketika stochastic bernilai diatas 80 dan garis signal memotong garis utama dari bawah , sehingga selanjutnya garis signal akan berada diatas garis utama. </span></div><div style="text-align: justify;"><a href="http://siembah.com/wp-content/uploads/2011/08/stochastic-oscilator-01.jpg"><img alt="stochastic oscilator 01" class="aligncenter size-full wp-image-1291" height="587" src="http://siembah.com/wp-content/uploads/2011/08/stochastic-oscilator-01.jpg" title="stochastic oscilator 01" width="640" /></a></div><div style="text-align: justify;"><b><span style="color: black;"> <span style="font-family: Verdana,sans-serif;">2. Konvergen strategy</span></span></b></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;"><span style="color: black;">Indikator stochastic juga bisa mengalami konvergen dan divergen , oleh karena itu pada saat terjadi konvergen atau divergen kita bisa menggunakannya sebagai saat untuk masuk pasar .</span></span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Entry point open buy adalah ketika terjadi grafik yang semakin merendah sedangkan stochasticknya meninggi , ditambah adanya garis signal yang memotong garis utama dari atas .</span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Untuk entry point open sell , adalah ketika grafik semakin meninggi sementara stochastic nya merendah , ditambah garis signal yang memotong garis utama dari bawah .</span></div><div style="text-align: justify;"><a href="http://siembah.com/wp-content/uploads/2011/08/stochastic-konvergen.jpg"><img alt="stochastic konvergen" class="aligncenter size-full wp-image-1290" height="640" src="http://siembah.com/wp-content/uploads/2011/08/stochastic-konvergen.jpg" title="stochastic konvergen" width="590" /></a><a href="http://siembah.com/wp-content/uploads/2011/08/stochastic-oscilator-02.jpg"><img alt="stochastic oscilator 02" class="aligncenter size-full wp-image-1292" height="640" src="http://siembah.com/wp-content/uploads/2011/08/stochastic-oscilator-02.jpg" title="stochastic oscilator 02" width="628" /></a></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: black;">Itulah cara menggunakan stochastic oscilator dalam analisa teknikal .</span></div></div><br />
,,Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2299815774708209627.post-91473381411974413972012-01-25T01:59:00.000-08:002012-01-25T02:25:53.609-08:00Cara menggunakan Indikator CCI<div style="text-align: center;"><span style="color: black;"><span style="color: blue;"> <a href="http://siembah.com/wp-content/uploads/2011/11/Indikator-CCI.jpg"><img alt="Indikator CCI" class="aligncenter size-full wp-image-2792" height="398" src="http://siembah.com/wp-content/uploads/2011/11/Indikator-CCI.jpg" title="Indikator CCI" width="400" /></a></span></span></div><div style="text-align: justify;"><span style="color: black;"><span style="color: blue;">CCI</span> <span style="color: red;">atau</span> <span style="color: green;">Commodity</span> Channel Index adalah sebuah indikator jenis oscillator yang digunakan untuk mengukur tingkat kejenuhan harga ( overbought/oversold). Indikator CCI ini pertama kali diperkenalkan oleh Donal Lambert yaitu pada tahun 1980.</span></div><br />
<div style="text-align: justify;"><span style="color: black;">Sebenarnya awal penggunaan indikator ini adalah khusus untuk mengetahui daerah jenuh beli dan jenuh jual pada pasar komoditi. Namun seiring berjalannya waktu, indikator CCI ini pun dapat digunakan pada jenis market lain, seperti forex.</span></div><div style="text-align: justify;"><span style="color: black;"><span style="color: green;">Sebagian</span><span style="color: red;"> trader</span><span style="color: blue;"> membagi</span> CCI menjadi 3 zona Yaitu :</span></div><div style="text-align: justify;"><b><span style="color: black;">1. Zona Overbought</span></b><br />
<br />
<span style="color: black;"> Nilai CCI yang dianggap sebagai zona zenuh adalah ketika nilai CCI berada diatas 100 .Seperti halnya oscilator lain, setelah grafik memasuki zona overbought maka grafik akan kembali turun.Oleh karenanya area ini dijadikan area sell.</span></div><div style="text-align: justify;"><b><span style="color: black;">2.Zona Tengah</span></b><br />
<br />
<br />
<span style="color: black;"> Ketika nilai Indikator CCI berada antara -100 dan 100 atau bearada di zona tengah gerakan market cenderung mendatar.Sehingga disarankan bagi yang menggunakan strategi trending untuk tidak membuka posisi.</span></div><div style="text-align: justify;"><b><span style="color: black;">3.Zona Oversold</span></b><br />
<br />
<span style="color: black;"> Jika indikator CCI memasuki area di bawah -100 maka ini berarti telah memasuki zona oversold.Oleh karenanya arah market selanjutnya cenderung naik.</span></div><div style="text-align: justify;"><span style="color: black;"><span style="color: blue;">Selain</span> <span style="color: red;">digunakan</span> <span style="color: green;">sebagai</span> pengukur tingkat kejenuhan harga, indikator Comodity chanel index juga bisa digunakan sebagai pemberi signal entry. Berikut ini cara menggunakan CCI untuk mencari signal entry :</span></div><div style="text-align: justify;"><span style="color: black;">1. Signal Buy ditunjukan ketika CCI memotong level -100 dari bawah , dengan alasan bahwa harga baru saja beranjak dari zona oversold ,sehingga arah selanjutnya naik.</span></div><br />
<div style="text-align: justify;"><span style="color: black;">2. Signal Sell ditunjukan oleh garis CCI memotong level 100 dari atas ,dengan alasan harga baru meninggalkan zona oversold oleh karena itu arah selanjutnya turun.</span></div><div style="text-align: justify;"><a href="http://siembah.com/wp-content/uploads/2011/11/CCI.jpg"><img alt="CCI" class="aligncenter size-full wp-image-2789" height="170" src="http://siembah.com/wp-content/uploads/2011/11/CCI.jpg" title="CCI" width="320" /></a></div><div style="text-align: justify;"><span style="color: black;">Pengunaan CCI akan lebih lefektif pada kondisi market yang ramai atau pada kondisi chaos dimana buyer dan seller saling jual beli serangan. </span></div><div style="text-align: justify;"><a href="http://siembah.com/wp-content/uploads/2011/11/comodity-chanel-index.jpg"><img alt="comodity chanel index" class="aligncenter size-full wp-image-2790" height="168" src="http://siembah.com/wp-content/uploads/2011/11/comodity-chanel-index.jpg" title="comodity chanel index" width="320" /></a></div><div style="text-align: justify;"><span style="color: black;">Pada kondisi trend yang sangat kuat indikator CCI ini tidak berfungsi dengan baik. Termasuk pada market yang sepi namun didominasi salah satu pihak( trend lambat).</span></div><div style="text-align: justify;"><a href="http://siembah.com/wp-content/uploads/2011/11/CCI-comodity-chanel-index.jpg"><img alt="CCI comodity chanel index" class="aligncenter size-full wp-image-2791" height="168" src="http://siembah.com/wp-content/uploads/2011/11/CCI-comodity-chanel-index.jpg" title="CCI comodity chanel index" width="320" /></a></div><div style="text-align: justify;"><span style="color: black;">Namun secara garis besar signal beli dan signal jual yang dihasilkan CCI ini akurat. Untuk menutupi kekurangan indikator CCI ini kita bisa memasangkannya dengan indikator lain.</span></div><div style="text-align: justify;"><span style="color: black;"><span style="color: green;">Itulah</span> <span style="color: red;">cara</span> <span style="color: blue;">menggunakan</span> CCI atau Comodity chanel index ,yang asalnya hanya untuk mengukur kejenuhan kini bisa digunakan untuk menghasilkan signal entry.Cara menggunakan comodity chanel index yang lebih detail akan dibahas pada materi analisa teknikal selanjutnya.</span></div><br />
<div style="text-align: justify;"></div><div style="text-align: center;"><span style="color: blue;"><span style="color: red;">#</span></span></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2299815774708209627.post-50394081661397236802012-01-21T22:06:00.000-08:002012-01-21T22:06:29.363-08:00Forex: wadah investasi atau spekulasi?<span style="font-family: Verdana,sans-serif; font-size: small;">Bagi kebanyakan orang, forex ini bisa jadi sebagai media untuk berspekulasi (untung-untungan alias judi), dan bagi sedikit orang bisa menjadi tempat berinvestasi yang menguntungkan.<br />
<br />
<strong class="comcode_bold"><em class="comcode_italic">Kenapa bisa menjadi tempat berspekulasi ?</em></strong></span><br />
<span style="font-family: Verdana,sans-serif; font-size: small;"><strong class="comcode_bold"><em class="comcode_italic"> </em></strong></span><br />
<div style="font-family: Verdana,sans-serif; margin-left: 40px; text-align: justify;">Dari waktu ke waktu banyak orang yang menawarkan bisnis forex, menampung dana orang lain, dan menawarkan persentase keuntungan (dari modal) yang begitu besar. Agar bisa menampung dana masyarakat yang berlimpah, maka masing-masing berlomba dengan menawarkan persentase keuntungan yang lebih besar lagi. Dan akhirnya pemodalpun mencari "penampung" yang menawarkan keuntungan yang paling besar. Ketika ditanya kenapa anda berinvestasi di sana, bukan di sini? jawabannya adalah karena di sana bisa memberikan keuntungan yang ljauh lebih besar. </div><div style="font-family: Verdana,sans-serif; margin-left: 40px; text-align: justify;">Hanya itu alasannya. Dia tidak pernah tahu dan tidak mau tahu bagaimana proses bisnis forex ini sesungguhnya, dia tidak pernah tahu bahwa pasar forex ini tidak selamanya bagus, ada saatnya pergerakan harga tidak berarti sama sekali dan trader tidak bisa mendapatkan keuntungan sama sekali. Dia tidak pernah tahu dan tidak mau tahu bahwa keuntungan berbisnis forex tidak bisa konsisten, semua ditentukan oleh pergerakan harga. Sehebat apapun seseorang melakukan trading forex (yang paling jago se antero jagat raya pun) tidak akan bisa mengendalikan pasar; dia mengikuti pergerakan pasar. Jika pasar sedang tidak menguntungkan alias pergerakannya tidak berarti sama sekali, darimana dia bisa mendapatkan keuntungan untuk memenuhi janjinya kepada investor ? Tekanan dan tuntutan yang berat ini akan membuat mentalitas yang kurang bagus untuk melakukan trading, dan selalu saja diakhiri dengan cerita yang kurang bagus. Dan yang lebih di sayangkan lagi adalah bahwa peluang yang ada dallam bisnis forex ini sudah tidak nampak lagi. Persepsi yang muncul adalah bahwa forex merupakan bisnis penipuan. Siapa yang salah? yang salah adalah pola pikir yang dimiliki oleh orang yang terlibat di dalam bisnis ini. Ekspektasi yang berlebihan dan kerakusan membuat orang seperti anai-anai yang menghampiri sinar padahal disana ada kematian. Yang harus menjadi pertanyaan adalah, jika seorang trader forex berani memberikan keuntungan pasti dengan persentase yang cukup besar, apakah dia tidak mengerti pasar forex yang sesungguhnya atau memang sengaja memanfaatkan ketidaktahuan orang lain tentang pasar forex yang sesungguhnya supaya mau mengeluarkan uang puluhan hingga ratusan juta untuk berinvestasi.<br />
Coba anda minta hasil trading sang trader tersebut minimal selama 1 tahun saja, dan silahkan anda analisa dulu hasil tersebut, maka dari data itu kita bisa mengambil rata-rata hasil yang bisa diraih.</div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif;"> </span></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><strong class="comcode_bold"><em class="comcode_italic"> </em></strong></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><strong class="comcode_bold"><em class="comcode_italic">Kapan forex bisa menjadi tempat investasi?</em></strong></div><div style="text-align: justify;"><span style="font-family: Verdana,sans-serif;"> </span></div><div style="font-family: Verdana,sans-serif; margin-left: 40px; text-align: justify;"><br />
Kalau kita memiliki ukuran harapan yang relatif wajar, tidak berelebihan dan sesuai dengan hukum rata-rata, tidak rakus dan bisa menghargai besaran keuntungan yang wajar tersebut, maka forex ini bisa menjadi tempat investasi yang menguntungkan.<br />
</div><div style="font-family: Verdana,sans-serif; margin-left: 40px; text-align: justify;">Jika kita memiliki target penghasilan setiap bulan 10% saja, bukankah ini sudah jauh lebih besar daripada deposito di sebuah bank (maaf, ini adalah sebuah kenyataan)? bahkan mungkin lebih besar dari pada kebanyakan bisnis sektor riil. Target penghasilan yang wajar tersebut akan mendorong dan menempatkan kita pada posisi dan kondisi yang relatif lebih aman ketika terjun di bisnis forex.<br />
Jadi meminimalisir resiko kerugian dalam bisnis forex ini harus diawali dari ekspektasai yang wajar, tidak berelebihan alias tidak rakus, tapi lebih menguntungkan ketimbang beberapa jenis bisnis lainnya. Dengan memiliki account micro , dan menggunakan volume yang tidak terlalu besar, mengatur take profit dan lain-lain, untuk mengejar 10% per bulan bisa jadi tidak terlalu berat. Ukuran profesionalisme dalam bisnis forex bukan ditentukan oleh jenis account yang anda buka (misalnya micro untuk pemula yang belum profesional dan standar untuk yang sudah profesional). Ukuran profesionalisme dalam bisnis forex itu ditentukan oleh ekspektasi target yang wajar dan rasional. Anda harus mengerti apakah anda ini sedang berspekulasi atau sedang berinvestasi.<br />
Anda harus memiliki standar target yang wajar tapi menguntungkan, tidak usah terpancing oleh besaran profit yang digembor-gemborkan oleh orang lain karena anda tidak sedang bersaing dengan siapapun dan tidak sedang balap-balapan dengan siapapun.<br />
Dengan belajar trading sendiri, maka lama-kelamaan anda akan mengetahui dan memahami proses bisnis forex yang sesungguhnya. Dan keilmuan ini bisa digunakan untuk menyelamatkan diri kita, keluarga kita, saudara-saudara kita dan lingkukang kita.</div>Unknownnoreply@blogger.com7tag:blogger.com,1999:blog-2299815774708209627.post-16281448581228860082012-01-20T15:27:00.001-08:002012-01-20T15:27:34.140-08:00Teknik Scalping<strong>Teknik Scalping Terbaik </strong>yang banyak kita jumpai saat ini adalah dengan menggunakan minimal 3 indikator, bahkan ada yang menggunakan hingga 7-10 indikator misalnya saja indikator yang digunakan oleh maha guru Suaidi dan mampu menghasilkan profit hingga 600% perbulan konsisten. Bahkan menurut salah seorang teman saya mengatakan bahwa anak dari bos Suaidi yang masih berumur 12 tahun bisa profit di forex hingga 2000% selama satu bulan. Sungguh hal yang sangat luar biasa. namun itu tidak terlepas dari bimbingan ayahnya.<span id="more-2158"></span> <br />
<div style="text-align: justify;">Cerita lain yang tidak kalah menariknya dari forum IMT5, salah satu membernya yang bernama Indra yang juga biasa dikenal dengan nama indrascalper, mampu menghasilkan keuntungan sebesar $3000 hanya dalam sehari dari teknik scalpingnya di USD/CAD, GBP/USD, EUR/CHF dan yang lucu banyak broker yang membanned akunnya sehingga indra scalper saat ini menggunakan nama orang lain dengan keuntungan yang wajar.</div><div style="text-align: justify;">Dari kedua kisah sukses di atas, saya mulai tertarik dengan gaya trading scalping (hit and run) dengan gaya saya sendiri. Alhasil saya menemukan sebuah metode atau <strong>teknik scalping terbaik</strong> menurut gaya trading saya. Berikut kurang lebih tools dan rules-nya:</div><div style="text-align: justify;">Tools :</div><ol><li>Currency hanya 1 doang yaitu cross curency antara mata uang Euro dengan Swiss France (EUR/CHF)</li>
<li>Time Frame : 5M (5 menit)</li>
<li>Indikator : Bollinger Bands (default), CCI, dan RSI (set level 20 dan 80)</li>
<li>Jam trading : Bebas pada jam berapa saja anda mau.</li>
</ol>Rules :<br />
<ol><li>Open <strong>BUY </strong>jika price menyetuh garis bawah bollinger bands, disertai RSI menyentuh level 20, dan CCI mendekati dasar lembah. begitu pula sebaliknya untuk open <strong>SELL</strong>.</li>
<li>Pasang target maksimal 5-8 pips untuk setiap entry.</li>
<li>Jika berlawanan arah, lakukan averaging dengan range (jarak) dari OP1 sebesar 20 pips (kalo saya menggunakan pending order) dengan jumlah lot yang sama.</li>
<li>Ketika OP2 tersentuh (averaging), pasang Take Profit (TP) 16 pips dari dari OP untuk OP 2 dan pindahkan TP untuk OP1 ke posisi yang sama (cut loss) untuk OP1.</li>
<li>Jangan menggunakan margin lebih dari 10% dari total margin yang anda miliki.</li>
<li>pelajari dulu di demo akun sebelum terjun ke real akun.</li>
</ol>Demikianlah <strong>teknik scalping terbaik</strong> gaya saya yang simpel dan sederhana ini. di samping saya juga menggunakan <a href="http://mencariuangdiinternet.com/2011/09/17/cara-profit-terus-di-forex/" target="_blank"><span style="color: red;"><strong>robot trading</strong></span></a>. dan inilah contoh hasil trading gaya scalping forex saya berikut ini tanggal 17 November 2011 di Salah satu broker terbaik dunia yaitu <a href="http://mencariuangdiinternet.com/2011/10/18/cara-mendaftar-di-master-forex/" target="_blank"><span style="color: blue;"><strong>MasterForex</strong></span></a>.<br />
<img alt="hasil17 11 11 Teknik Scalping Terbaik" class="aligncenter" height="348" src="http://i718.photobucket.com/albums/ww185/ahyan80/hasil17-11-11.jpg" title="teknik scalping" width="597" /><br />
Jika anda berminat jadi scalper bisa juga menggunakan template yang sudah dimodifikasi untuk scalping yang sangat cocok untuk pair EUR/CHF (download <a href="http://www.4shared.com/file/oP30Kt_Q/scalping_sideways_market.html" rel="nofollow" target="_blank">di sini</a>), Selamat mencoba <strong>teknik scalping terbaik</strong>.<strong><br />
</strong>Unknownnoreply@blogger.com6tag:blogger.com,1999:blog-2299815774708209627.post-51434056684470548162012-01-20T15:07:00.000-08:002012-01-24T04:01:10.761-08:00Menerapkan Template Suadi Doang<div style="color: black; font-family: Verdana,sans-serif;"><span style="font-size: small;"><b>Cara Saya Menerapkan Template Suadi Doang </b>tidak terlepas dari Tips dan strategy yang telah dibahas pada postingan sebelumnya tentang <a href="http://asrulforex.blogspot.com/2012/01/rahasia-3-tiga-kotak-indikator-masta.html" target="_blank">Rahasia Tiga Kotak Indikator Suaidi Doang</a> (wajib dibaca).</span></div><div style="color: black; font-family: Verdana,sans-serif;"><br />
</div><div style="color: black; font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="font-family: Verdana,sans-serif;">Namun ada hal yang sangat menentukan dalam penggunaan template ini yaitu siapa yang menjadi pilotnya dan strategy apa yang harus diterapkan. Jadi, ketika anda mulai mencoba menerapkan tips dan trik template ini pada akun demo anda, setidaknya ada hal-hal tertentu yang mungkin tidak sesuai dengan harapan, Misalnya ada beberapa OP (Open Posistion) yang mengalami floating atau yang harus di cut loss, dan lain sebagainya.</span><span id="more-2249" style="color: black; font-family: Verdana,sans-serif;"></span></span> </div><div style="color: black; font-family: Verdana,sans-serif; text-align: justify;"><span style="font-size: small;">Adapun strategy yang saya terapkan setelah mencoba mempelajari template ini, saya menetapkan sebuah strategy sendiri yang sesuai dengan tipe trading saya sendiri dan ini masih menganut kaidah dan batasan yang telah diajarkan oleh mastah Suaidi Doang. Strategynya addalah sebagai berikut :</span></div><div style="color: black;"><span style="font-family: Verdana,sans-serif; font-size: small;"> </span></div><ol style="color: black; font-family: Verdana,sans-serif;"><li style="text-align: justify;"><span style="font-size: small;">Open Buy ketika running price (harga berjalan) berada 3 kotak di bawah MA100, CCI di bawah level -100, dan Stoch berada di bawah level 20. dengan Target Profit (TP) sebesar 5-10 Point/Pips.</span></li>
<li style="text-align: justify;"><span style="font-size: small;">Ketika OP berlawanan arah dengan price/running, pasang pending order Buy limit dengan jarak pips sebesar 20 Pips dari OP 1 dengan jumlah lot yang sama.</span></li>
<li style="text-align: justify;"><span style="font-size: small;">Ketika buy limit tersentuh, Misalnya jika sebelumnya kita membuka OP pertama di harga 1.3500 dengan TP 1.3505 sementara buy limit di harga 1.3480 (tersentuh), maka pindahkan Posisi TP untuk OP 1 ke 1.3495 atau dalam hal ini menjadi Cut loss ketika tersentuh nantinya. Sementara untuk TP OP2 (buy limit yang tersentuh) pasangkan Target Profit (TP) di posisi yang sama yaitu 1.3495 sehingga ketika harga menyentuhnya maka semua posisi akan tertutup secara otomatis dengan hasil akumulasi tetap profit.</span></li>
<li style="text-align: justify;"><span style="font-size: small;">Untuk ilustrasinya silahkan lihat gambar di bawah ini.</span></li>
</ol><div style="color: black; font-family: Verdana,sans-serif;"><div class="separator" style="clear: both; text-align: center;"><a href="http://i718.photobucket.com/albums/ww185/ahyan80/caraahyan-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="348" src="http://i718.photobucket.com/albums/ww185/ahyan80/caraahyan-1.jpg" width="640" /></a></div><br />
dan hasilnya seperti :</div><div style="color: black; font-family: Verdana,sans-serif;"><br />
<img alt="" height="480" src="data:image/png;base64,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" width="640" /><span style="color: black;">Broker yang paling cocok untuk strategy ini adalah </span><a href="http://masterforex.org/id/?aid=278445" rel="nofollow" style="color: black;" target="_blank">Master Forex</a><span style="color: black;">. Selain dengan Spread yang kecil, kita juga dibebaskan dari biaya komisi transaksi yang banyak dilakukan ole broker lain. Jika belum mempunya Akun Master Forex, Silahkan baca cara di postingan saya sebelumnya tentang </span><a href="http://mencariuangdiinternet.com/2011/10/18/cara-mendaftar-di-master-forex/" style="color: black;" target="_blank">cara mendaftar di Master Forex</a><span style="color: black;">. Semoga apa yang saya sampaikan kali ini bisa dicerna dan bisa dibandingkan antara cara anda dan </span><b style="color: black;">Cara Saya Menerapkan Template Suadi Doang</b><span style="color: black;">.</span><br />
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<h4 style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">Incoming search terms:</span></h4><a href="http://asrulforex.blogspot.com/" target="_blank"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; font-size: x-small;"></span></a><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; font-size: x-small;"><a href="" title="suaidi doang">suaidi doang</a>, <a href="" title="suadi doang">suadi doang</a>, <a href="" title="suaidi forex">suaidi forex</a>, <a href="" title="masta suadi">masta suadi</a>, <a href="" title="cara pakai template trading">cara pakai template trading</a>, <a href="" title="rahasia 3 kotak suaidi">rahasia 3 kotak suaidi</a>, <a href="" title="suaidi trader">suaidi trader</a>, <a href="" title="masta suaidi">masta suaidi</a>, <a href="" title="ea suaidi">ea suaidi</a>, <a href="" title="ea suaidi doang">ea suaidi doang</a>, <a href="" title="forex rahasia tiga kotak">forex rahasia 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suadi</a>, <a href="" title="rahasia forex suaidi">rahasia forex suaidi</a></span></div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2299815774708209627.post-14661876210299335962012-01-20T14:38:00.000-08:002012-01-20T14:59:38.324-08:00Rahasia 3 (Tiga) Kotak Indikator Masta Mohd. Suaidi (Suaidi Doang)<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ1dU2n1dIpyvNzQJbRScsy24ZOZUYYy1o2i7Ep9sJzVgBxfVu2XcTZJ9jPIbIOBxVWVuXMXzfwD4Qt3PnNvPch436ZVwhcsWKARvW5qgQDDguIycEuGb8PEunczoq5imDWUbVZBcB3CDo/s1600/11.PNG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ1dU2n1dIpyvNzQJbRScsy24ZOZUYYy1o2i7Ep9sJzVgBxfVu2XcTZJ9jPIbIOBxVWVuXMXzfwD4Qt3PnNvPch436ZVwhcsWKARvW5qgQDDguIycEuGb8PEunczoq5imDWUbVZBcB3CDo/s1600/11.PNG" /></a></div><div style="font-family: Verdana,sans-serif; text-align: justify;"><div style="color: black; text-align: justify;"><span style="font-size: small;">Rahasia Tiga Kotak Indikator Suaidi Doang sebenarnya tidak sesederhana apa yang telah banyak berkembang dari beberapa pelatihan yang telah dilakukan oleh Tim IA1. Ada beberapa hal yang sangat penting dan sering kali terabaikan oleh para trader menurut mastah Suaidi doang. diantaranya adalah jam trading yang cocok adalah pada saat sesi Asia dan sesi Eropa, dan “<i>jangan pernah trading pada saat sesi amerika buka. Ini sangat berbahaya bagi trader pemula. Namun masih banyak juga yang bandel dengan hal itu</i>”. kata mastah Suaidi Doank.<br />
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Tampilan template Suaidi Doang. Yang belum punya, silahkan sedot di sini.<br />
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templatesuaidiD Rahasia Tiga Kotak Indikator Suaidi Doang</span></div><div style="color: black; text-align: justify;"><span style="font-size: small;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKAi78dnENCptlKuxDMKKNXZhTYeQDRl3798ECs9bCpTS5sTX2_InJTz8Aijcts1yCih7DeuBw8yVqot-eiBTzKOIBG1805FOcNLnzO7WnXMtzdL4axaCWoIBnHxsxoOCPjspTtAaLaCpx/s1600/templatesuaidiD.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="403" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKAi78dnENCptlKuxDMKKNXZhTYeQDRl3798ECs9bCpTS5sTX2_InJTz8Aijcts1yCih7DeuBw8yVqot-eiBTzKOIBG1805FOcNLnzO7WnXMtzdL4axaCWoIBnHxsxoOCPjspTtAaLaCpx/s640/templatesuaidiD.jpg" width="640" /></a></span></div><div style="color: black; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="color: black;"><span style="font-size: x-small;"><span style="font-size: small;">Beberapa hal yang penting dan saya garis bawahi dari materi yang disajikan oleh Bos Suaidi Doang mengenai template 3 kotaknya adalah sebagai berikut :</span></span></div><div style="color: black;"><span style="font-size: x-small;"><span style="font-size: small;"> </span></span></div><ul style="color: black;"><li><span style="font-size: x-small;"><span style="font-size: small;">Trading sebaiknya di Currency EU (EUR/USD)</span></span></li>
</ul><ul style="color: black;"><li><span style="font-size: x-small;"><span style="font-size: small;">Time Frame 1 menit (TF = M1)</span></span></li>
</ul><ul style="color: black;"><li><span style="font-size: x-small;"><span style="font-size: small;">Trading di Sesi Asia dan Eropa saja (pukul 05.00 – 17.00 Wita). jangan sekali-kali trading pada malam hari. Kata bos, itu sama saja bunuh diri. heheheh. kecuali dah ikut pelatihan level 2 baru boleh. Makanya jangan bandel yah…!</span></span></li>
</ul><ul style="color: black;"><li><span style="font-size: x-small;"><span style="font-size: small;">Tentukan dulu trend hari ini dengan cara melihat High dan Low market kemarin dibagi 2 untuk mendapatkan pivot (H+L/2 =Pivot). Selanjutnya lihat Open market hari ini. apa di atas pivot atau di bawah pivot/garis tengah/average. Jika di atas berarti trend cenderung up. begitu pula sebaliknya. (Indikator Pivot otomatis bisa disedot di sini).</span></span></li>
</ul><div style="color: black;"><span style="font-size: x-small;"><span style="font-size: small;"> Setelah menemukan trendnya, misalnya Up, <i>usahakan cari posisi dimana buy yang paling tepat (yang memenuhi 3 syarat di atas seperti pada gambar). jangan cari posisi sell</i>.</span></span></div><div style="color: black;"><br />
</div><ol style="color: black;"><li><span style="font-size: x-small;"><span style="font-size: small;"><b>Open Buy Jika</b> : * Running harga 3 kotak dibawah MA100, CCI di bawah level -100, dan Stoch berada di bawah level 20. begitu pun sebaliknya untuk sell.</span></span></li>
<li><span style="font-size: x-small;"><span style="font-size: small;"> Usahakan TP (Take Profit) 5-10 point saja. jangan serakah. jika target dalam 1 hari 10 %, usahakan tidak trading lagi. syukuri apa adanya kata si Pasha.</span></span></li>
</ol><div style="color: black;"><span style="font-size: x-small;"><span style="font-size: small;"> Carilah broker yang spreadnya kecil untuk mempercepat TP nya kena. Salah satu broker yang cocok adalah Master Forex. Jika belum punya akun Master Forex, silahkan baca Cara mendaftar di Master Forex.</span></span></div><br />
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2. Perdagangan di sessi Asia biasanya harga tidak terlalu memperlihatkan pergerakan (flat). Harga biasanya mulai bergerak saat memasuki sessi Eropa (14.00 WIB) dan puncak pergerakan biasanya terjadi pada saat sessi Amerika dibuka jam 19.30.<br />
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3. Berita ekonomi saat sessi Amerika dibuka (US open) biasanya sangat ditunggu pelaku pasar / trader. Karena pergerakan harga bisa sampai 100 – 200 point. Selalu mengikuti berita ekonomi dan analisanya terhadap pasar uang dunia di web site seperti <a href="http://www.forexnews.com/" target="_blank">http://www.forexnews.com</a> atau <a href="http://www.bloomberg.com/" target="_blank">http://www.bloomberg.com</a> Anda tinggal pilih!<br />
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4. Berita ekonomi (economic indicator) yang penting dan banyak mempengaruhi pergerakan harga, seperti berita tentang Non Farm Payroll (NFP), Gross Domestic Product (GDP), Trade Balance, CPI, kenaikan suku bunga dll<br />
<br />
Download indikator ekonomi disini <a href="http://www.badongo.com/file/1191310" target="_blank">DOWNLOAD</a></div><div style="font-family: Verdana,sans-serif; text-align: justify;">Untuk melihat jadwal berita (calendar) ekonomi yang akan dikeluarkan lihat<br />
<a href="http://forexfactory.com/" target="_blank">http://forexfactory.com</a> dan <a href="http://dailyfx.com/" target="_blank">http://dailyfx.com</a><br />
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5. Mata uang yang paling sering diperdagangkan adalah pasangan mata uang seperti GBP/USD, EUR/USD, USD/CHF, USD/JPY. Mata uang ini dipilih karena pergerakannya sangat fluktuatif.<br />
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6. Bila GBP/USD dan EUR/USD sedang dalam kondisi “down trend” maka biasanya USD/CHF dan USD/JPY dalam kondisi “Up Trend”. Tapi bila suatu saat harga ini bergerak tidak berlawan seperti yang disebutkan di atas, Anda wajib hati-hati untuk memasang posisi (entry) pada hari itu.<br />
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7. Mata Uang<br />
GBP (Great Britain Poundsterling) mata uang negara Inggris , EUR (Euro) mata uang negara-negara Eropa, USD (United States Dollar) mata uang Negara Amerika Serikat, CHF(Swiss Franc) mata uang negara Swiss, JPY (Japanese Yen) mata uang negara Jepang.<br />
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Bila GBP/USD =- 1.8541 berarti 1 GBP = 1.8541 USD<br />
Bila EUR/USD = 1.2778 berarti 1 EUR = 1.2778 USD<br />
Bila USD/CHF = 1.2250 berarti 1 USD = 1.2250 CHF<br />
Bila USD/JPY = 114.50 berarti 1 USD = 114.50 JPY<br />
<div style="color: blue;"><b>Atau contoh mudah :<br />
Bila USD/IDR = 9800 berarti 1 USD (Dollar) sama dengan 9800 IDR (Rupiah)</b></div><div style="color: blue;"><b><br />
</b></div><div style="color: blue;"><b>Penguatan dan Pelemahan mata uang</b></div>Kadang masih banyak orang yang terbalik membacanya, mana mata uang yang menguat dan mana mata uang yan melemah. Bila GBP/USD bergerak dari harga 1.8540 ke 1.8590 (naik). Maka ini berarti GBPUSD mengalami kenaikan 50 poin. Terhadap masing2 mata uang; GBP mengalami “penguatan” nilai mata uang sedang USD mengalami “pelemahan” nilai mata uang. Karena nilai Dollar (USD) yang dibutuhkan untuk membeli GBP semakin besar yaitu dari 1.8540 menjadi 1.8590 per 1 Poundsterling (GBP). Pendek kata nilai, nilai Pound makin mahal terhadap Dollar.<br />
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Contoh mudah lagi mis; Dollar terhadap Rupiah USD/IDR<br />
Bila USD/IDR bergerak dari harga 9500 ke 9900 (naik)<br />
Artinya harga bergerak 400 point (Wow…!!). Terhadap masing2 mata uang; USD mengalami “penguatan” nilai mata uang sedang IDR mengalami “pelemahan” nilai mata uang. Karena nilai Rupiah (IDR) yang dibutuhkan untuk membeli Dollar (USD) semakin besar yaitu dari 9500 menjadi 9900 per 1 Dollar (USD). Pendek kata nilai, nilai Dollar makin mahal terhadap Rupiah.<br />
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8. Seperti yang Anda sudah ketahui bahwa dalam perdagangan Forex dikenal istilah "Two Ways Opportunities ?" Yaitu transaksi di FOREX dapat dilakukan dengan cara 2 arah dalam mengambil keuntungannya. Bila trend harga sedang naik maka transaksi dilakukan dengan mengambil posisi BUY (offer). Sedang bila trend harga sedang turun maka transaksi dilakukan dengan mengambil posisi SELL (bid). Contohnya :<br />
<div style="color: red;"><br />
</div><div style="color: red;"><b>Posisi BUY (offer)</b></div>Kita melihat harga GBP/USD sedang mengalami trend naik (up trend)<br />
Setelah kita menganalisa kita memutuskan untuk melakukan transaksi (open position) yaitu “BUY’ dengan quantity 1000 ($10) ketika harga GBP/USD telah mencapai 1.8550 (misalnya). Ternyata analisa kita benar beberapa saat kemudian harga bergerak naik terus sampai 1.8640. kita lihat harga mulai bergerak lambat. Dan telah menyentuh garis resistan yang kuat. Kita memutuskan untuk melikuidasi (menutup) posisi kita di 1.8640. Maka dari transaksi ini kita mendapat keuntungan 90 poin ( 1.8640 – 1.8550 = 90 point )<br />
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Keuntungan yang kita peroleh<br />
Dengan Quantiy 1000 ($10) adalah 10x90/100(leverage) = $9 (profit)<br />
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<div style="color: red;"><b>Posisi SELL (bid)</b></div>Kita melihat harga GBP/USD sedang mengalami trend turun (down trend)<br />
Setelah kita menganalisa kita memutuskan untuk melakukan transaksi (open position) yaitu “SELL’ dengan quantity 10000 ($100) ketika harga GBP/USD telah mencapai 1.8860 (misalnya). Ternyata analisa kita benar beberapa saat kemudian harga bergerak turun terus sampai 1.8780. kita lihat harga mulai bergerak lambat. Dan telah menyentuh garis suppot yang kuat. Kita memutuskan untuk melikuidasi (menutup) posisi kita di 1.8780. Maka dari transaksi ini kita mendapat keuntungan 80 poin ( 1.8860 – 1.8780 = 80 point )<br />
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Keuntungan yang kita peroleh<br />
Dengan Quantiy 10000 ($100) adalah 100x80/100(leverage) = $80 (profit)<br />
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*Perhitungan profit ini berbeda antara direct currency (GBP/USD, EUR/USD) dengan indirect currency (USD/CHF,USD/JPY). Akan dibahas lain waktu.<br />
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9. Analisa teknikal dan analisa fundamental sangat penting untuk dipelajari guna menganalisa pergerakan harga. Analisa Teknikal adalah analisa pergerakan harga dengan melihat grafik pergerakan harga sebelumnya ( 5 menit, 30 menit , 1 jam, atau 1 hari yang lalu) biasanya dilengkapi dengan indicator-indikator untuk melihat tren harga dan untuk memutuskan kapan harus masuk pasar (Entry) dan kapan harus keluar dari pasar (Exit). Sedangkan Analisa Fundamental adalah analisa yang didasarkan melihat perkembangan ekonomi suatu Negara. Misalnya kenaikan suku bunga bank, inflasi, NFP dll<br />
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10. Jangan menggunakan time frame yang kecil untuk menentukan trend harga seperti 1 minute (1M), 5 minute (5M). Karena terlalu banyak “gelombang” yang bisa menelan<br />
Gunakan time frame 1 jam (1H) untuk menentukan trend dan time frame 5 minute (5M) untuk melihat pergerakn harga. Atau gunakan time frame 1hari (1D) untuk melihat trend dan gunakan 1 jam(1H) untuk melihat pergerakan harga. </div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><span style="color: #ffcc00;">Contoh :</span> Trend daily (harian) sedang naik, usahakan pada hari itu jangan memasang posisi yang berlawan dengan trend harian. Lihatlah pergerakan harga pada time frame 1H (1jam), bila harga sedang turun tunggulah harga sampai dasar dan memantul kembali naik (bounce). Intinya “buy at bottom and sell at top” beli saat harga berada di dasar dan jual pada saat harga berada di puncak.</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;">11. Pilih strategi yang sesuai dengan Anda. Uji dahulu (back test) dengan demo account selama sebulan. Lihat hasilnya apakah memberikan probability keuntungan yang tinggi atau malah probability kerugiannya sangat besar. Kunci keberhasilan dalam trading adalah sabar dan disiplin dengan strategi yang sudah Anda yakini, hindari nafsu serakah dan rasa takut serta hindari rasa terburu nafsu untuk segera membalas kekalahan.</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;">12. Dalam trading gunakan paling banyak 10% saja dari equity yang Anda miliki.Misal uang di account marketiva Anda 100 USD. Gunakan paling banyak 10 USD untuk trading. Selalu pasang sotp loss 5% dari equity untuk membatasi kerugian. Dan ketahui kapan harus masuk pasar dan kapan harus keluar dari pasar.</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;">13. Terus belajar dan tambahlah pengetahuan anda dalam forex trading Pelajari strategi dari forum2 dan trader lain pelajari money management, pelajari trading psychology dsb dll meski Anda selalu berhasil dalam trading Anda</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;">14. Ikuti forum-forum forex serta mailing list yang banyak di internet. Tidak perlu membayar dalam mengikuti forum forum ini. Gratis ! dan yang jelas pengetahuan Anda akan semakin bertambah dengan banyak berdiskusi dan membaca artikel2 mereka.</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="font-family: Verdana,sans-serif; text-align: justify;">Untuk mencari forum forex di internet atau informasi lain tentang forex Anda tinggal memasukan kata-kata “<i>forum forex</i>” , “<i>forex trader groups</i>”, “<i>forex trading</i>” atau “<i>fundamental analysis</i>” ke dalam search engine untuk mencarinya. Ribuan jumlah informasi yang tersedia tentang forex. Tinggal Anda yang memilih dan tinggal kemauan Anda untuk maju dan belajar.</div><div style="font-family: Verdana,sans-serif; text-align: justify;"><br />
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</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2299815774708209627.post-74562373484086334032012-01-10T12:50:00.001-08:002012-01-10T12:50:50.080-08:0020 ATURAN DISIPLIN TRADING<h6 class="uiStreamMessage" data-ft="{"type":1}" style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"><span style="font-size: small;"><span class="messageBody" data-ft="{"type":3}">1. Kita dibayar karena disiplin<br />
Kita nggak perlu punya IPK 5.0, ga perlu pintar matematika, ga perlu fasih 4 bahasa, ga perlu punya pengalaman kerja 10 tahun, ga perlu bangun pagi pulang malam utk sukses di forex. Market hanya membayar satu hal dari kita: DISIPLIN. Cuma satu itu. Dan ya cuma itulah yg dibutuhkan di sini, Disiplinlah dan market akan memenuhi rekening kita.<br />
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2. Bukan bola kalau tidak bundar.<br />
Kalau dari 10 trading kita hanya 9 yang disiplin maka kita tentu belum bs dikatakan disiplin. Kalau kita bilang “saya sudah berhenti merokok” tapi masih suka ngumpet2 utk ngerokok itu namanya BELUM berhenti merokok. Belajarlah untuk disiplin di setiap trade.<br />
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3. Jangan obati luka bakar dengan api.<br />
Saat market bergerak tidak sesuai dg yg kita harapkan kenapa harus diperburuk dengan membuka posisi yg sama terus menerus bahkan dg lot yg lebih besar? Segeralah keluar atau kurangi lot-nya. Itu uang lho yg kita keluarkan, bukan daun jambu.<br />
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4. Jangan tolak rejeki.<br />
Kita semua pernah melakukan ini. Market telah menghidangkan uang utk kita dengan bergerak sesuai arah yg kita harapkan tapi kita nggak puas dengan uang sedikit. Lalu kita tungguin chart dan berharap uang itu menjadi banyak dan banyak, tapi seringkali market malah balik kanan dan kita masih saja berharap dan akhirnya malah kita yg harus mengeluarkan uang. Tidak perlu serakah. Toh market buka 24 jam. Masih ada hari esok.Jangan tolak rejeki yg sudah dihidangkan.<br />
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5. Percuma membuat gundukan dari air.<br />
Seandainya siang ini kita sudah profit 50pip, maka usahakanlah trade berikutnya tdk loss lebih dari 50pip. Kalau saatnya sudah tepat, segera pindahkan stop loss ke +1. Buatlah gundukan dari tanah, bukan air.<br />
6. Setialah.<br />
Apapun trading system kita. Apapun indikatornya. Ambilah kertas dan pulpen (atau buka microsoft word). Tulis trading system kita, kapan kita masuk, kapan harus keluar, berapa lot yg dibuka, di mana menaruh TP dan SL. Sertakan screenshot-nya. Buatlah sedetil mungkin. Buatlah seolah2 kita sedang mengajari anak SD untuk mentradingkan uang sejuta dollar kita. Setelah itu print dan laminating jika perlu. Taruh di samping komputer. Kalau trading systemtersebut berhasil maka SETIALAH.<br />
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7. Carilah pakaian yang paling nyaman.<br />
Jangan pakai jaket berbahan suede klo kita alergi dg bahan itu. Jangan pakai baju hitam tebal saat siang yg terik. Yang bagus untuk orang lain belum tentu sama bagusnya untuk kita. Jadi kalau kita nyaman dengan TF15m, kenapa harus memaksakan diri dg TF daily jika itu malah selalu bikin deg-degan? Ya coba2 sih boleh saja, tapi cukup di acc demo atau micro. Carilah gaya trading yg paling profitable tapi sekaligus paling nyaman dan menyenangkan menurut kita masing2.<br />
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8. Pastikan esok kita masih bisa trading.<br />
Apakah sebuah meteor sdg menuju bumi? Apakah gelombang tsunami sdg menuju ke rumah kita? Apakah mulai minggu depanforex akan ditiadakan? Kalau tidak, lalu kenapa kita terburu2 ingin mengeruk profit sebanyak2nya hari ini juga? Jangan over-trade, jangan resikokan uang terlalu banyak, pastikan besok kita masih punya balance utk trading, supaya bs bayar cicilan, bs beli susu anak, dst. Tidak ada yg lebih menyedihkan daripada mengetahui harga akan bergerak 200 pips tapi ga ada cukup dana di account kita.<br />
9. Sesuaikan ukuran bahu.<br />
Kalau SMP saja belum lulus, kenapa kita pikir layak untuk duduk di bangku SMA? Kalau trading micro saja masih sering MC kenapa kita pikir di standar ga akan MC? Kalau 1lot saja sering banget loss, kenapa kita pikir 10lot akan berbeda? Kalau melawan Cris John saja belum menang kenapa maksa mau ngelawan Tyson? Tidak perlu mikul 10 karung beras kalau 1 karung saja sudah encok. Ikutilah prosesnya: demo, micro, mini, standar.<br />
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10. Saat gedung terbakar, cepatlah keluar.<br />
Pecundang itu bukan saat kita loss. Pecundang itu kalau kita tahu harga sudah jelas balik badan tapi tetap ga berani cut loss. Jangan takut mengakui analisa kita salah. Semua trader pasti pernah loss. Yang kakap pun masih sering salah. Ga masalah kita loss hari ini, yang penting laporan akhir bulan tetap profit. Let the profit run, but cut your losses.<br />
11. Just one big idea, and live like a king.<br />
Para penemu hebat pasti mengerti ini, para musisi, para pengusaha, dan semua mereka yg namanya tidak pernah mati. Graham Bell, Alpha Edison, Soekarno, Elvis Presley, Nobel, George Soros, Colonel Sanders, dan orang2 hebat lainnya, semua memliki kesamaan yaitu memiliki satu ide besar dan fokus padanya. Karena mereka tau, sekali ide besar itu terwujud maka mereka akan hidup seperti raja. Temukan cara trading yg terbaik menurut kita masing2, jangan berhenti memperbaikinya, dan setialah. Lakukan apapun utk menemukannya, dan hiduplah seperti raja. Tapi money management dan disiplin akan menentukan seberapa lama kita tinggal di istana.<br />
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12. Ikuti saja anginnya<br />
Begitu banyak faktor yg menentukan ke mana angin akan bertiup dan sekuat apa: kontur dataran, temperatur, penebangan hutan, posisi bulan dan bintang, jumlah nitrogen di tanah, jumlah cacing yg mati per minggu, dst, dst. Tapi pada akhirnya tidak terlalu penting apa yg menggerakkan angin, melainkan ke arah mana kita mengembangkan layar saat angindatang. Pada akhirnya tidak terlalu penting menganalisa harga sebelum news terjadi, ikuti saja arah arus yg dihasilkannya.<br />
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13. Pak guru tua yang pandai<br />
Mungkin jaman sekolah dulu kita pernah terheran2 mengapa guru PPKN kita begitu lancarnya menyebut satu persatu butir2 pancasila, atau guru fisika yg dengan di luar kepala menjabarkan rumus relativitas umum? Sekarang kita tentu sudah tau rahasianya, ya iyalah hapal, wong setiap hari selama berpuluh2 tahun yang diomongin itu2 aja.. hehe. (Yg merasa guru jgn tersinggung ya, becanda). Jadi, kalau mulai hari ini kita setia dengan trading system kita, kita ulang2 setiap hari, kita pelototin setiap jam, bayangkan bagaimana hebatnya kita 5 atau 8 tahun dari sekarang. Tetaplah berlatih.<br />
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14. Yang penting bukan di mana kita saat ini, tapi di mana kita besok<br />
Ya ya, kita tau rasanya MC, tau rasanya pingin nonjok monitor. Kita tau rasanya putus asa. Tapi kabar gembiranya, apakah ada trader sukses yg ga pernah ngerasain itu semua? Mereka semua pernah merasakan itu, dan mereka toh sukses sekarang. Berarti kita berada tepat di jalan yg sama dg mereka. Teruskan saja, sepanjang kita terus berjalan (atau merangkak) suatu hari pastilah sampai juga di sana. Nggak penting seberapa besar MC kita, tapi seberapa besar impian kita.<br />
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15. Gigitlah sedikit2 atau rahangmu lepas<br />
Beberapa dari kita mungkin punya target profit harian 50 pip, atau 100 pip, atau 200 pip. Berapapun target kita, cobalah dipecah dalam beberapa kali trading. Mendapatkan 100pip sekali trading seringkali jauh lebih sulit (mental dan teknikal) dibanding dalam 5 kali trading. Makan sesuap demi sesuap akan lebih mudah dan menyenangkan dibanding 1 piring langsung.<br />
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16. Tentang menunggu<br />
Apa kemampuan utama yg diperlukan utk menjadi seorang pemburu handal? Menembak? Bisa jadi. Tapi ada pepatah terkenal di antara para pemburu: Menunggu adalah separuh kesuksesan. Begitu pula saat singa memburu kerbau. Sebagian besar waktunya dihabiskan utk mengendap2 menunggu saat yg tepat, bukan utk berlarian ke sana kemari mengejar si kerbau. Punya seribu indicator dan seribu sistem tidak ada artinya tanpa tau cara menikmati masa menunggu.<br />
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17. Tentang penjaga menara<br />
Kalau tempat kita berdiri terlalu rendah sehingga tidak bisa melihat ke mana badai mengarah, tanyakanlah pada penjaga menara. Kalau tempat kita berdiri terlalu tinggi sehingga tidak bisa merasakan getaran tanah, tanyakan pada mereka yg di bawah. Tengoklah apa yg sedang terjadi di TF besar dan kecil, lalu putuskan ke mana akan berlari.<br />
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18. Sejarah mengulang dirinya sendiri<br />
Kita berada di zaman interglacier, di mana banjir nabi Nuh akan datang lagi. Temuan fosil mengatakan ternyata dunia sudah dikiamatkan berkali2. Asteroid pernah menumbuk bumi dan pasti datang lagi. Sejarah selalu berulang. Belilah buku yg bagus dan buatlah jurnal trading, catatlah kesalahan dan prestasi kita setiap hari. Suatu hari pasti ada gunanya, karena double top dan doji akan datang lagi. False signal akan selalu menggoda. Karena sejarah akanberulang.<br />
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19. Sesekali jadilah robot<br />
Target trading kita ingin beli tivi yang lebih besar atau mobil yang lebih kinclong sebelum reuni SMA bulan depan? Modal trading kita hasil hutang ke bank dan seorang debt collector sdg menunggu di depan pintu? Atau kita baru saja bertengkar dg bos tepat sebelum sesi Eropa buka? Atau kita baru saja menghilangkan uang hasil jual sawah dalam 10 detik? Singkirkan emosi atau jangan lihat chart sama sekali, karena market tidak perduli sedikitpun tentang masalah kita, dia tetap akan bergerak ke manapun semaunya, meskipun kita mengancam bunuh diri di depan kantor broker. Sesekali jadilah robot.<br />
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20. Belajar membentur lantai<br />
Ambillah bola tenis. Banting kuat2 ke lantai. Lihat seberapa tinggi dia memantul. Yup, kita semua tau semakin keras dia terbentur semakin tinggi dia terbang. Begitu juga dengan kita, loss itu penting utk membuat kita lebih hati2, MC itu perlu utk memaksa kita disiplin, percayalah semua kegagalan kita kemarin ada gunanya, itu adl lantai keras yang akan menerbangkan kita tinggi2 suatu hari nanti.</span></span></h6>Unknownnoreply@blogger.com3