tag:blogger.com,1999:blog-16165767167666010012024-03-13T17:57:15.499+03:00Matriks AnalizMatriks Veri Terminalinin püf noktaları, detaylı kullanım özellikleri...Oğuz.http://www.blogger.com/profile/01077235360641284094noreply@blogger.comBlogger21125tag:blogger.com,1999:blog-1616576716766601001.post-37525150985296625782013-01-09T11:24:00.000+02:002013-01-09T11:27:07.199+02:00Matriks Veri Terminali 7.0.0 Versiyonunda Yapılmış Olan Yenilikler <br />
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<b>Genel Değişiklikler</b></div>
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<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal">Vadeli
İşlem ve Opsiyon Piyasası için hazır pencereler eklendi. Bu pencerelere
"Hazır Pencereler" menüsü altındaki "İMKB Tüm
Pencereler" alt menüsünün seçeneklerinden
"İMKB - Vadeli Hisse Senetleri" ve "İMKB - Opsiyon Piyasası"
menülerinden erişebilirsiniz.</li>
</ol>
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<li class="MsoNormal">Vadeli
İşlem ve Opsiyon Piyasası hazır pencere ve hazır sayfalarına Matriks ana
toolbar üzerinden erişim sağlandı. Ana toolbar üzerinden VİOP ikonuna
tıklanarak, VİOP hazır pencerelerine ve VİOP hazır sayfalarına
ulaşabilirsiniz.</li>
</ol>
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<li class="MsoNormal">Vadeli
İşlem Piyasası sözleşmelerine ait aktif vade sembolleri eklendi. </li>
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Yakın Vade</div>
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Yakın Vade</div>
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Yakın Vade</div>
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Yakın Vade</div>
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Yakın Vade</div>
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Yakın Vade</div>
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Yakın Vade</div>
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<li class="MsoNormal">Vadeli
İşlem ve Opsiyon Piyasasına ait olarak aşağıda göreceğiniz alanlar fiyat
penceresi üzerinden takip edilebilir hale getirildi. <ol start="1" style="margin-top: 0cm;" type="1">
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<li class="MsoNormal">İşlem
Açma/Kapama Tarihi</li>
<li class="MsoNormal">Uzlaşma
Tipi</li>
<li class="MsoNormal">Önceki
Sözleşme Kodu</li>
<li class="MsoNormal">Sözleşme
Grup Adı</li>
<li class="MsoNormal">Sözleşme
Grup No</li>
<li class="MsoNormal">Toplam
Opsiyon Prim Değeri</li>
<li class="MsoNormal">Fiyat
Sabitleme Seansı</li>
<li class="MsoNormal">Toplam
İşlem Sayısı</li>
<li class="MsoNormal">Çarpan</li>
</ul>
</ol>
</li>
<li class="MsoNormal">VİOP Tüm İşlemler modülü eklendi. Bu modüle Matriks ana toolbar üzerinden. yukarıda 2 nolu başlık altında gösterilen menü seçeneklerinden erişebilirsiniz. </li>
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<li class="MsoNormal">"Opsiyon
İzleme" modülü eklendi. Bu modüle "İMKB Analizler" başlığı
altından "Opsiyon İzleme" menüsüyle ve Matriks ana toolbar
üzerinden, VİOP ikonuyla açılan menü üzerinden ulaşabilirsiniz. Bu modül VİOP derinlik ya da yüzeysel+
lisansı açık olan kullanıcılarda izlenebiliyor.</li>
</ol>
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Opsiyon
İzleme modülüyle; dayanak varlığa bağlı opsiyonların, vade bazında ve kullanım fiyatına göre
alım ve satım opsiyonları tek pencereden izlenebilir.</div>
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<li class="MsoNormal">"VİOP
Sözleşme Seçimi" modülü eklendi. Bu modüle "İMKB Analizler"
başlığı altından "VİOP Sözleşme Seçimi" menüsüyle ve Matriks ana
toolbar üzerinden, VİOP ikonuyla açılan menü üzerinden ulaşabilirsiniz.</li>
</ol>
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VİOP
Sözleşme Seçimi modülüyle; Vadeli İşlem ve Opsiyon Sözleşmelerinin, Dayanak
Varlık, Pazar, Vade ve Kullanım Fiyatı bazında pratik bir şekilde
seçilip, izlenebilmesi ve alım-satım yapılabilmesi
sağlanıyor. </div>
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<li class="MsoNormal">"Açılış/Kapanış
Seansı Analizi" eklendi. Bu analize "İMKB Analizler"
başlığı altından "Açılış/Kapanış Seansları İstatistiği"
menüsüyle ulaşabilirsiniz. </li>
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<li class="MsoNormal">Yatırım
Fonları modülü değiştirildi. Bu modüle grafiksel olarak fona ait
"Fiyat Grafiği", "Portföy Yapısı" ve "Fon
Karşılaştır" alanları eklendi. Ayrıca modüldeki yüzde fark alanı;
"TL", "SUSD", "SEUR", "SGLD" ve
"XU100" bazlı izlenebiliyor. </li>
</ol>
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<o:p> </o:p><b>Grafik İle İlgili Değişiklikler</b></div>
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<li class="MsoNormal">Grafik
tiplerine RENKO grafik tipi eklendi. <o:p></o:p></li>
</ol>
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<li class="MsoNormal">Formasyonların
sembol bazlı olarak grafik üzerinde gösterilmesi sağlandı. Grafik
üzerindeki KHN menüsünden "Formasyonları Bul" seçeneği
tıklanarak, formasyonlar grafik üzerine yansıtılabiliyor. <o:p></o:p></li>
</ol>
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NOT : Bu konuda ayrıntılı bilgi için : <a href="http://217.118.24.4/documents/MATRIKS_FORMASYON_ANALIZ_MODULU.pdf" style="font-size: 10pt;">http://217.118.24.4/documents/MATRIKS_FORMASYON_ANALIZ_MODULU.pdf</a></div>
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<span style="font-size: 10pt;"><o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10pt;">linkinde bulunan dokümana bakabilirsiniz.<o:p></o:p></span></div>
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<b>Matriks Trading Platform İle İlgili Değişiklikler<o:p></o:p></b></div>
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<ol start="12" style="margin-top: 0cm;" type="1">
<li class="MsoNormal">Matriks
Trader ile VİOP piyasasında işlem yapılabilmesi için gerekli düzenlemeler
yapıldı. Matriks Trader ile şu fonksiyonlar sağlandı: <o:p></o:p></li>
</ol>
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<o:p> </o:p><span style="font-family: Symbol; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><span style="text-indent: -18pt;">Pozisyonları İzleme</span></div>
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<o:p></o:p></div>
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</span></span><!--[endif]-->Teminat Bilgilerini
İzleme<o:p></o:p></div>
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</span></span><!--[endif]-->Emirleri İzleme<o:p></o:p></div>
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</span></span><!--[endif]-->Emir Düzeltmesi ve
İptali<o:p></o:p></div>
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Aşamasında Gerekli Teminat Sorgulaması<o:p></o:p></div>
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<!--[if !supportLists]--><span style="font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]-->Gerçekleşen İşlem
Raporu<o:p></o:p></div>
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</span></span><!--[endif]-->Gün İçi İşlem Özeti
Raporu<o:p></o:p></div>
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</span></span><!--[endif]-->Özel Opsiyon İzleme
Ekranı<o:p></o:p></div>
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</span></span><!--[endif]-->Vadeli Sözleşme /
Opsiyon Sözleşmesi Seçim Ekranı<b><o:p></o:p></b></div>
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ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-54864185941362014962012-10-16T16:21:00.003+03:002012-10-16T19:37:21.545+03:00"Gelişmiş Alarm" fonksiyonlarının yardım dokümanı yayınlandı.<br />
Matriks Veri Terminali'ne eklenen "Gelişmiş Alarm" fonksiyonlarının yardım dokümanı yayınlandı.<br />
<br />
<a href="http://www.matriksdata.com/egitimler.html">http://www.matriksdata.com/egitimler.html</a> adresinde yer alan "MATRİKS VERİ TERMİNALİ GELİŞMİŞ ALARM DOKÜMANI" linkini tıklayarak dokümana erişebilirsiniz.<br />
<br />
<br />
<b>Gelişmiş Alarm Fonksiyonları :</b><br />
<i>Klasik fiyat alarmının, oldukça çok sayıda seçenek ve uygulama ile çeşitlendirilmiş bir versiyonudur. Koşul belirleme ve bu koşullara göre alarm tanımlamayı aynı pencere altında birleştirerek etkili bir biçimde takip etme, gelişmelere göre uyarı alma ve emir verme olanağı sağlar.</i><br />
<br />
<br />
<b>Bağlı Emirler :</b><br />
<i>‘Bağlı Emirler’ butonu, koşulumuz gerçekleştiği takdirde, emrin otomatik olarak gönderilmesini sağlayan bir modüldür. Bu konu ayrı bir dokümanda anlatılmıştır.</i><br />
<br />
<br />Oğuz.http://www.blogger.com/profile/01077235360641284094noreply@blogger.com1tag:blogger.com,1999:blog-1616576716766601001.post-79763809627241624752012-10-03T11:13:00.001+03:002012-10-03T11:13:47.869+03:00Matriks Veri Terminali 3.1.6 Versiyonunda Yapılmış Olan Yenilikler<br />
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<b>1. Genel Değişiklikler<o:p></o:p></b></div>
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1.1 Hazır pencereler altındaki
Uluslararası Para Piyasaları alt başlıklara ayrıldı. <o:p></o:p></div>
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1.2 Varant analizinde, simülasyon
altındaki varant fiyatı aktif satış fiyatı olarak değiştirildi. </div>
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1.3 Yükselen/Düşenler penceresinde sağ klik menüsüne BYF,
Sertifikalar, SİP vb. çıkarılması için seçenekler eklendi .</div>
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1.4 Yükselen/Düşenler penceresinde sağ klik menüsüne "Sadece
Endeks 30, Endeks 50, Endeks 100 Hisseleri" eklendi. </div>
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<!--[if !supportLists]-->1.5<span style="font-size: 7pt;">
</span><!--[endif]-->Matriks -> Analizler -> Tahvil & Bono
-> Analiz Modülü başlığı altına tahvil bono analiz modülü eklendi.</div>
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Matriksdata tahvil analiz modülü IMKB’de işlem gören tüm
devlet bono ve tahvilleri ile özel sektör ve banka tahvilleri kapsamaktadır. Matriksdata
tahvil analiz modülünde, durasyon, konveksite, baz puan duyarlılığı, atm oranı
gibi sabit getirili menkul kıymetlere özgü risk ölçütleri raporlanmakta, nakit
akışı, piyasa eğrisine göre fiyat ve getiri hesapları ve bir dizi diğer analiz
ölçütü grafik olarak görselleştirilmekte. Hesaplama ve anahtar değerlerin raporlanmasının
yanı sıra “<i>what-if</i>” çerçevesi
kullanıcıların kirli ve temiz fiyatlar, kupon oranları, enflasyon beklentisi,
gerçek getiri oranları, <i>spread </i>oranları,
TRLIBOR ve vade gibi değerleri değiştirerek tahvile bağlı değerlerin üzerindeki
etkisini incelemesine olanak tanır.</div>
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1.6 Bilanço Analizi Modülü değiştirildi. Yeni analizle
birlikte alttaki özellikler devreye alındı. </div>
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- Normal şirketlerde, standart kalemlerin yanı sıra özel
kalemler de gösterilmektedir. </div>
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- Aynı tabloda, aynı tipte şirketler için bilanço karşılaştırması
yapılabilmektedir.</div>
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- Nakit akım tabloları eklendi. İstenirse gizlenebilmektedir.</div>
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- Kelime arama fonksiyonu eklendi. Bu fonksiyon, özellikle
belli bir standardı olmayan kalemler içeren nakit akım tablolarında kullanılmak
üzere eklenmiştir. </div>
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- Normal şirketler için oran tanımlama fonksiyonu eklendi.
Oranlar kaydedilerek, kalıcı hale getirilebilmektedir.</div>
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1.7 Hisse senetleri, vadeli kontratlar, endeksler ve
paritelerde oluşan formasyonları otomatik olarak tespit ederek, kullanıcıları
bilgilendiren Formasyon Analiz Modülü kullanıma sunulmuştur.</div>
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<span style="background-color: white; background-position: initial initial; background-repeat: initial initial;">Matriks Formasyon
Analizi Modülü, kullanıcıların formasyonlara yatırım yapmasını kolaylaştırmak
için 17 farklı tipte formasyonu tespit ederek, pek çok farklı formasyon
özelliği hesaplar ve kullanıcıya sunar. Bu özet niteliğindeki değerler,
kullanıcı formasyonun grafiğine bakmadan formasyon hakkında bilgi sahibi
olmasını, formasyonları filtreleyebilmesini sağlar. <o:p></o:p></span></div>
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<b>2. Grafik İle İlgili Değişiklikler<o:p></o:p></b></div>
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2.1 Grafik çizgi tiplerine
"Bölge" seçeneği eklendi.<o:p></o:p></div>
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<b>3. Matriks Trading Platform İle İlgili Değişiklikler<o:p></o:p></b></div>
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3.1 Sepet ekranı üzerinde
geliştirmeler yapıldı. IMKB 30 spread takip paneli eklendi. <o:p></o:p></div>
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3.2 Klasik emir giriş ekranına
hazır miktar düğmeleri eklendi. <o:p></o:p></div>
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3.3 Varantlar için, emir düzeltme
ekranına ve ticket ekranına fiyat kademeleri eklendi.<o:p></o:p></div>
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3.4 Mini Ticket penceresi yeniden
düzenlendi. Boyut, renk, çerçeve seçenekleri eklendi. Hız ve performans
konusunda geliştirmeler yapıldı. <o:p></o:p></div>
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3.5 Ticket ekranlarında işlem
yapılan hissenin pazar açıklamasını gösterme seçeneği eklendi.<o:p></o:p></div>
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ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-956522027262694852012-09-18T12:04:00.000+03:002012-09-18T12:04:12.403+03:00Stockeys Temel Analiz Platformu<h2>
<b><i><span style="color: #333333; font-family: Arial; font-size: 12.0pt; line-height: 115%; mso-ansi-language: TR; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Türkiye’nin En Kapsamlı Web Tabanlı Temel Analiz Platformu </span></i></b><b><i><span style="color: #333333; font-family: Arial; font-size: 16.0pt; line-height: 115%; mso-ansi-language: TR; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: TR;"><a href="http://www.stockeys.com/">www.stockeys.com</a></span></i></b></h2>
<div>
<br />
<span style="color: #333333; font-family: Arial; font-size: 11.0pt;">Stockeys,
borsada işlem görmekte olan şirketlerin, mali yapılarının, temel analiz
araçları ile mercek altına alınabilmesini, şirket ve sektör bazında detaylı
analizler ve karşılaştırmalar yapılabilmesini ve bu yöntemle ön plana çıkan
şirketlerin, kolayca tesbit edilebilmesini sağlayan, web tabanlı bir temel
analiz platformudur.<o:p></o:p></span><br />
<span style="color: #333333; font-family: Arial; font-size: 11.0pt;"> Şirket bilançolarının ve finansal
rasyolarının her dönem için analiz edilebilmesi, rakip şirketlerle
kıyaslamaların yapılabilmesi, şirketin dahil olduğu sektör içindeki başarı
performansının mali göstergeler baz alınarak değerlendirilebilmesi, temel
analiz konusunda yoğun bilgi birikimi ve analitik bakış açısı gerektirmektedir.
Stockeys bu bilgi yoğun kompleks yapının, daha kolay anlaşılabilmesi ve
yatırımcıların karar süreçlerinde, temel analizi de pratik olarak kullanarak,
kararlarını daha sağlıklı verebilmeleri için, temel analiz konusunda uzman bir
ekip tarafından geliştirilmiştir. <o:p></o:p></span><br />
<b><span style="color: #333333; font-family: Arial; font-size: 11.0pt;">Stockeys’ te Neler Var ?</span></b><b><span style="color: #3672b0; font-family: Arial; font-size: 11.0pt;"><o:p></o:p></span></b><br />
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</span></span><!--[endif]--><b><i><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Şirket Analizleri
başlığı altında;<o:p></o:p></span></i></b></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: TR;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Borsa şirketlerinin en temel bilgi ve verilerini
içeren profil sayfalarına,<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: TR;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Bilançolarda Hızlı Mali Analiz Raporlamalarına,<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: TR;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Temel Analiz uygulamalarına (Yatay – Dikey ve Trend
Analizi),<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: TR;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Finansal Oran Analizlerine,<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: TR;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Özelleştirilebilir Kullanıcı Raporlarına ve<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: TR;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt;"> </span></span><!--[endif]--><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Şirket bazında Sermaye artışı ve Temettü Tabloları ile
bilanço dipnotlarına ulaşılabilmektedir.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: TR;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><b><i><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Finansal Radar<o:p></o:p></span></i></b></div>
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<span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Stockeys Finansal Radar, finansal oranların seçilip
ağırlıklandırılarak, hisse senetlerinin filtrelenebilmesini sağlayan bir analiz
platformudur. Kullanıcının belirlediği finansal rasyolar, artan yada azalan
olarak gruplandırılarak, seçilen sektör bazında hisselerin filtrelenmesi
sağlanmaktadır. Sektör/endeks, dönem ve finansal oranlar seçildikten sonra,
tanımlanan puan değerleri baz alınarak hisseler puanlanmakta ve puan
sıralaması oluşturulmaktadır. Finansal radarda, sınırsız sayıda yeni tablo
dizayn edilebilmektedir. <o:p></o:p></span></div>
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<span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;"> </span><span style="color: #333333; font-family: Arial;"> </span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: TR;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><b><i><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Değişim Analizleri<o:p></o:p></span></i></b></div>
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<span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Stockeys Değişim Analizlerini kullanarak, şirket bilançoları içinde temel
gösterge durumundaki kalemlerde meydana gelen değişimler, kolayca analiz
edilebilmektedir.</span><span style="color: #333333; font-family: Arial; font-size: 9.0pt; line-height: 115%;"> </span><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Şirketler, satış, karlılık, borçluluk durumları ile aktif ve öz sermaye
değişimlerine göre filtre edilebilmektedir. Raporlama sonucunda yapılan tüm
kriter seçimlerini eş zamanlı sağlayan şirketler liste halinde ekrana
getirilmektedir.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: TR;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><b><i><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Sektörel Analizler<o:p></o:p></span></i></b></div>
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<span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Sektörel Analizler başlığı altında, sektör, bilanço dönemi ve finansal oran
tercihlerine göre, spesifik raporlamalar yapılabilmektedir. Kullanıcının
belirlediği sektör için, anlamlı olacak finansal oranlar, sistem tarafından otomatik
olarak listelenmektedir. Kullanıcılara, resmi borsa endeks / sektör tasnifleri,
daha detaylı alt başlıklara indirilerek sunulmaktadır. (Gıda sektörüne bağlı,
İçecek şirketleri alt sektör tasnifi vb.)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: TR;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><b><i><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Sermaye Artışları ve
Temettü Analizleri<o:p></o:p></span></i></b></div>
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<span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Şirketlerin yıllar itibariyle Sermaye Artışları ve Temettü Ödemeleri,
Stockeys’ te yer alan detaylı tablolarda takip edilebilmektedir. Kullanıcılar
seçtikleri başlangıç ve bitiş yılı aralığında, tüm şirketler arasından, nakit
temettü ödeyenleri, bedelsiz temettü ödemesi yapanları ve temettü ödemesi
yapmayan şirketleri, sık sermaye artışı yapan şirketleri, sermaye artışı
yapmayan şirketleri, en son sermaye artış tarihleri ile temettü ve sermaye
artış yoğunluklarını takip edebilmektedirler. <o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: TR;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><b><i><span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Yeni Bilançolar<o:p></o:p></span></i></b></div>
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<span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;">Yeni açıklanan bilanço verileri, bilançoların yayınlanmasını takiben,
Stockeys’ te güncellenmektedir. İçinde bulunulan ayda bilanço açıklayan, son 1
aylık periyotta bilanço açıklayan ve son 3 ay içinde bilanço açıklayan
şirketler kolayca listelenebilmektedir. <o:p></o:p></span></div>
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<span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;"> Stockeys’te
her analiz başlığı, detaylı yardım ekranları ve eğitim videoları ile
desteklenerek, kolay anlaşılabilir ve yorumlanabilir tablolarda sunulmaktadır. Grafik
desteğini de kullanan Stockeys, kullanıcıların bir kaç tuşlama ile detaylı
raporlama sonuçlarına ulaşabilmelerini sağlamaktadır. Şirketlerin borsadaki
performanslarında temel belirleyici unsur olan mali yapılarının analizi,
Stockeys’in pratik kullanımlı menüsü ile kolaylaşmaktadır.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: TR;"> Tüm
bu özellikleri ile Stockeys, amatör yatırımcılardan, sektörde uzman yatırım
danışmanlarına kadar çok geniş bir kullanıcı kitlesine hitap etmektedir. <o:p></o:p></span></div>
</div>
ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-77650609013886139532012-09-14T11:48:00.000+03:002012-09-14T11:49:17.340+03:00Referans Fonksiyonu / Geçmiş Verilerin Çağrılması / Öteleme<br />
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<span style="font-family: Tahoma; font-size: 10.0pt;">Matriks
Veri Terminali programında, Teknik Analiz için kullanılan modüller içinde yer
alan fonksiyonlardan Referans fonksiyonunun işlevini anlatıp, kullanımı için
örnekler vereceğiz.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Referans
fonksiyonunun uygulama şablonu aşağıdaki şekildedir :<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">REF(Data,Adım)<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Data
yerine, geçmiş değerini kullanmak / görmek istediğimiz veriyi (Kapanış, her
hangi bir indikatör vb), adım yerine de ( Data kısmına yazdığımız değişkenin)
kaç bar önceki değerine ulaşmak istiyorsak,
o sayıyı ( – (negatif) ) değer olarak yazıyoruz.<o:p></o:p></span></div>
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<b><span style="color: red; font-family: Tahoma; font-size: 10.0pt;">İpucu :</span></b><span style="font-family: Tahoma; font-size: 10.0pt;"> ‘Bar’ ifadesi, grafik üzerinde her
bir çizgiyi gösterir. Mesela, seçtiğimiz grafik periyodu ‘Gün’ ise gün sayısı;
seçtiğimiz grafik periyodu ‘ 5 dk’ ise, ‘ 5 dk’ sayısı anlamına gelecektir. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Örnek
üzerinde bakarsak : <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">REF(c,-4)
ifadesi bize 4 bar önceki kapanış değerini getirir.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">REF(MAV(c,5,s),-3)
ifadesi bize, 5 periyotluk hareketli ortalamanın 3 bar önceki değerini
gösterir. <o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Bu iki
formül çizgisinin kesişim noktalarını yakalamak istiyorsak bunu sağlayacak olan
gene ‘CROSS’ fonksiyonudur. Yazım şekli aşağıdaki gibi olacaktır. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Cross(REF(MAV(c,5,s),-3),
REF(MAV(c,-4))<o:p></o:p></span></div>
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<br /></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Başka
örneklerle devam edelim.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">V : Volume
( Hacim) verisini gösterir<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">REF(V,-1)
: Bir önceki günün volume verisini gösterir.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Benzer
biçimde -1 yerine -2, -3, … koyarak 2, 3 … gün öncesinin volume verisini
kullanabilirsiniz.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Buna bağlı
olarak aşağıda göreceğiniz biçimde formüller oluşturabilirsiniz.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">*<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">V >
REF(V,-1) Hacim verisinin 1 önceki günün hacminden yüksek olması
koşulunu içerir. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">V>2*(REF(v,-1)
+ REF(v,-2) + REF(v,-3) + REF(v,-4) + REF(v,-5))/5 Hacim verisinin son 5 barın
hacim ortalamasının 2 katından daha fazla olması koşulunu içerir. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Bu son
örnekte gördüğünüz gibi geçmişte kullanmak istediğiniz her veri için ayrı ayrı REF
fonksiyonu yazmalısınız.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: Tahoma; font-size: 10.0pt;">*<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: Tahoma; font-size: 10.0pt;">c>REF(h,-1)
AND c>REF(h,-2) AND c>REF(h,-3) Bu formül, kapanış değerinin ( Son
fiyatın) bundan önceki 3 barın üçünün de yükseğinden daha yüksek olması
koşulunu içerir. <o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: Tahoma; font-size: 10.0pt;">*<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: Tahoma; font-size: 10.0pt;">(Ref(HHV(H,10),-1)+
Ref(LLV(L,10)-1))/2<br />
Bu formül, son 10 barın en yüksek ve en düşük fiyatının ortalamasını hesaplar.<o:p></o:p></span></div>
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<br /></div>
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<b><i><span style="color: red; font-family: Tahoma; font-size: 10.0pt;">İpucu :</span></i></b><i><span style="font-family: Tahoma; font-size: 10.0pt;"> Teknik analizle ilgili uygulamalar, Grafik üzerinde KHN (Kahin) butonu
altında bulunmaktadır. Bu konuda temel bilgileri <a href="http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf">http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf</a>
linkinde bulunan dokümanda bulabilirsiniz.</span></i><span style="font-family: Tahoma; font-size: 10.0pt;"> <i><o:p></o:p></i></span></div>
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<br /></div>
ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com1tag:blogger.com,1999:blog-1616576716766601001.post-75110336804703150592012-09-03T15:54:00.002+03:002012-09-13T13:25:12.650+03:00Matriks Veri Terminali 3.1.5 Versiyonunda Yapılmış Olan Yenilikler <br />
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<b><span style="font-family: Tahoma; font-size: 10.0pt;">1.Genel Değişiklikler<o:p></o:p></span></b></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.1. Kademe analizi, derinlik
penceresinin gerçekleşen işlemler kısmından izlenebilir hale geldi. Bu uygulamayı,
derinlik penceresinde sağ klik/ düzen/kademe analizini işlemlerin sağında
göster seçeneğini kullanarak devreye
alabilirsiniz. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.2. Şirket kartı modülünde
değişiklik yapıldı. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.3. Derinlik, fiyat pencereleri, tahvil sayfaları ve birçok
analiz modülünün düzen/özellikler/ayarlar/renk/font gibi düzenlemelerinin
yapıldığı formlar değiştirildi.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.4. Analizler altındaki mali
analiz modülü ayrıca Matriks başlığı ana menüleri altında ‘StockKeys’ başlığı ile
de ulaşılır hale getirildi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.5. Varant analizine Olasılık
Deltası, Duyarlılık ve Theta% verileri
eklendi.. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.6. Aktif derinlik ve aktif
grafik, "Sembol Tanımı" (Açıklama) kolonunda gezinirken de çalışır
duruma getirildi. . <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.7. Yükselen/Düşenler penceresinde
Renk ve Yazı Tipi seçeneklerine "Update Yazı Rengi" seçeneği eklendi.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.8. Bavul.com adlı seyahat projesi
için Matriks ana toolbardan web sitesine erişim için ikon eklendi.. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.9. İlgi haritasına "Bu
Hafta" (Hafta Başından Bugüne) ve "Bu Ay" (Ay Başından Bugüne)
seçenekleri eklendi. Ayrıca sembol arama opsiyonu eklendi. Grid üzerindeyken
klavyeden bir harfe tıklarsanız, sembol arama bölümü açılacaktır. Buraya sembol
ismi girerek; istediğiniz sembolün farklı bir zemin rengi ile görünmesini
sağlayabilirsiniz. Escape tuşuyla işaretleme kaldırılabiliyor. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.10. Vob derinlik penceresinde,
kademe toplamı satırı kaldırılabilir hale getirildi. . <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.11. Anadolu Ajansı haberleri,
Matriks menüsü Analizler başlığı altına ve ana tollbara ikon olarak eklendi. .<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.12. Otomatik haber tamamlama
eklendi. Serverda haberler tam ise, terminal eksik haberleri çekerek tamamlıyor.
Ayrıca haber penceresi üzerine sağ klik menüsüne "Haberleri Serverdan
Tamamla" seçeneği eklendi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">1.13. Matriks üzerindeki tüm
semboller yine programda var olan tüm alanlar ve birçok matematiksel fonksiyon
kullanılarak alarm üretilebilecek detaylı bir alarm modülü olan "Gelişmiş
Alarm" eklendi. Modül içindeki sihirbaz yardımıyla çok kolay bir şekilde
sık kullanılabilecek alarmlar tanımlanabiliyor. Sihirbaz dışında, gelişmiş
bölümüyle de çok detaylı veriler üzerinden alarm oluşturmak mümkün hale geldi.<o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: Tahoma; font-size: 10.0pt;">2. Tahviller ile İlgili Değişiklikler :<o:p></o:p></span></b></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">2.1. Özel sektör tahvilleri, ana
menüde tahvil/repo piyasası altında ayrıca izlenebilir hale getirildi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">2.2. Tahvil/repo başlığı altındaki
pencerelerde mouse Wheel ile kaydırma seçeneği eklendi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">2.3. Tahvil sayfası DDE link
aktarımlarına "Sadece Bugün Valörlüleri Aktar" seçeneği eklendi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">2.4. Bir tahvil analiz modülü olan
‘Verim Eğrisi’ ne ulaşım tahvil/repo başlığı altında da sağlandı.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">2.5. Matriks -> Analizler ->
Tahvil & Bono -> Analiz Modülü başlığı altına tahvil bono analiz modülü
eklendi.<o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: Tahoma; font-size: 10.0pt;">3. Fiyat Bilgisi Seçeneklerine Eklenenler : <o:p></o:p></span></b></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">3.1. Fiyat penceresindeki
sütunlarda ‘Birim Grafik’ izlenebilecek. Kolon başlık seçeneklerinden "Birim
Grafik" seçilerek, sembollere ilişkin birim grafik verileri fiyat
penceresinden de takip edilebilir hale geldi.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">3.2. Fiyat penceresinde
izlenebilecek verilere "Önceki Hafta Kapanış ", "Önceki Ay
Kapanış " ,"Bu Hafta Fark", "Bu Hafta Fark %",
"Bu Ay Fark" ve "Bu Ay
Fark %" fiyat bilgi sütunları eklendi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">3.3. Haftalık, aylık ve yıllık
olarak geçen fiyat bilgi sütunları 7 gün, 30 gün,52 hafta olarak değiştirildi. <o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: Tahoma; font-size: 10.0pt;">4. Grafik İle İlgili Değişiklikler :<o:p></o:p></span></b></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">4.1. İndikatör çizgi tiplerine
"Bölge" seçeneği eklendi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">4.2. İndikatör builder çizgi
tiplerine "Bölge" ve "Çizgi Yok" seçenekleri<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">eklendi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">4.3. Özellikle Explorer modülünde
ciddi bir kolaylık sağlayacak olan "Sembol Grubu Ekle" seçeneği
Sistem Tester ve Explorer'a eklendi. Bu seçenekle birlikte; Explorer taraması
yapılacak semboller için topluca farklı periyotların eklenmesi çok kolaylaştı. <o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: Tahoma; font-size: 10.0pt;">5. Matriks Trading Platform İle İlgili Değişiklikler :<o:p></o:p></span></b></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">5.1. Matriks Deneme Ortamı
üzerinden, İMKB-VOB-Yurtdışı-FX sistemlerine tek bir kullanıcı tanımlamasıyla
erişim sağlandı. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">5.2. Sanal Klavye eklendi. <o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: Tahoma; font-size: 10.0pt;">5.3. Ön tanımlı emir penceresi
Klasik Ticket olarak değiştirildi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">5.4. İMKB emir düzeltme ekranı
değiştirildi. <o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: Tahoma; font-size: 10.0pt;">5.5. Matriks Trader menüsü altına
"MatriksTrader Deneme Ortamı" ve "MatriksTrader FX
İşlemleri" menüleri eklendi. <o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">5.6. Emir giriş penceresinde, emir
tipi/süre tipi/fiyat tipi/açığa satış tipi parametreleri (Normal / Günlük / Limit
Fiyatlı Emir) seçeneklerinden, "Normal" haricinde bir değer
seçilirse, emir girişinden sonra "Normal" değerlere dönmesi
"Ayarlar" penceresinde seçeneğe bağlandı.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">5.7. Hesap özeti penceresinde hisse
fiyatlarının sunucudan dönen değer değil de "Matriks Verilerinden"
alınması seçeneğe bağlandı.<o:p></o:p></span><br />
<span style="font-family: Tahoma; font-size: 10.0pt;"><br /></span>
<span style="font-family: Tahoma; font-size: 10.0pt;"><b><span style="color: red;">İpucu : </span></b>Versiyon kontrolü ve yenileme işlevini nasıl yapabileceğiniz, 03/02/2012 tarihli 'Matriks Veri Terminali Programı Versiyon Kontrolü ve Yenileme' başlıklı Blog'da anlatılmaktadır.</span></div>
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ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-54510187614590868122012-07-26T16:24:00.002+03:002012-07-31T13:23:18.022+03:00Teknik Analiz ve İndikatörlerİndikatörler, Teknik Analiz'in yapı taşlarıdır. İnidkatörlerin Türkçemizdeki karşılığı olarak 'Gösterge' diyebiliriz.<br />
Kullanımda çok sayıda indikatör vardır.<br />
İndikatörler, muhtelif verileri (Fiyat, Hacim vb) kullanarak fiyatın gidiş yönü hakkında bir fikir vermeyi amaçlayan hesaplamalar yapan uygulamalardır.<br />
Matirks Veri Terminali programında 80'in üzerinde indikatör vardır.<br />
<span style="background-color: white;">Bizim önerimiz, öncelikle indikatörleri tanımanız, sinyal verme yöntemlerini anlamamanız, neyin sinyalini verdiğini bilmeniz gerektiği yönündedir.</span><br />
Size sunduğumuz indikatörlerin çok büyük bölümünde açıklamalar vardır.<br />
Bununla beraber, şunu her zaman aklınızda tutunuz.<br />
Bazı indikatörler bazı sembollerde daha iyi sonuçlar verirken, bazı sembollerde daha zayıf sonuçlar verebilirler.<br />
Ve daha önemlisi, bazı indikatörlerin sonuçları sizin alım-satım yapma üslubunuza uyarken, bazı indikatörler uymayabilir.<br />
<span style="background-color: white;">Bu sebeple kullanıcılarımıza ısrarla şunu önermekteyiz :</span><br />
İndikatörleri inceleyiniz. Grafik üzerinde takip ediniz. İndikatörün verilerine göre hareket etmiş olsanız alacağınız sonuçlara bakınız. Ve sonra algınıza göre iyi olduğunu düşündüğünüz indikatörler üzerinde yoğunlaşınız.<br />
<span style="background-color: white;">Ek olarak indikatörleri için şu genel bilgileri vermek isteriz :</span><br />
Bir çok indikatör sadece fiyat hareketlerini kullanarak hesaplamalar yapar.<br />
Bazı indikatörler hacim miktarlarını kullanarak hesaplamalar yapar.
<br />
Bazı indikatörler fiyat ve hacim bilgilerini bir arada kullanarak hesaplama yaparlar.<br />
<br />
Takip ettiğiniz indikatörler içine, Hacim verisini kullanan en azından 1 indikatör almanızda fayda vardır.<br />
<br />
AL-SAT sinyalleri / taraması için sistem oluştururken, indikatörleri olduğu gibi kullanmakla yetinmeyebilirsiniz.<br />
Bir kaç indikatörü birlikte kullanabileceğiniz gibi, indikatörlerler üzerinde kendinizce bir takım düzenlemeler / yorum değişiklikleri yapabilirsiniz.<br />
Mesela RSI indikatörü 30 ve 70 referans değerlerini kullanır. Siz bu indikatörü izlediğinizde belki de bu referans değerlerini 25 ve 75 olarak kullanmayı tercih edebilirsiniz.<br />
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İndikatörlerin önemli bir kısmı periyod vb bazı parametreler kullanır. Bu parametreler için genelde kabul görmüş ön tanımlı değerler vardır. Mesela CCI için ön tanımlı periyot 10'dur.<br />
Ön tanımlı parametreler genellikle Günlük veriler için geçerlidir.<br />
Siz fiyat hareketlerini 15 dk.'lık bazda veya haftalık bazda izliyorsanız, ön tanımlı periyot değerleri uygun sonuçlar vermeyebilir.<br />
Günlük verilere bakarken bile alım satım tarzınıza ve takip ettiğiniz sembole bağlı olarak ön tanımlı periyotlar en iyi sonucu vermeyebilirler.<br />
Programımız modüllerinden Sistem Tester içinde parametreler için değişkenler tanımlayabilir ve test ederek (en azından geçmiş dönemde) hangi periyodun daha iyi sonuç verdiğini araştırabilirsiniz.<br />
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<br />ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-33781699797196714942012-07-26T12:28:00.001+03:002012-07-26T12:50:44.496+03:00Hareketli Ortalama (Moving Average)<span style="font-family: Arial, Helvetica, sans-serif;">Teknik Analiz uygulamalarında en çok kullanılan indikatörlerden birisi, hatta en çok kullanılanıdır. Sadece fiyatlara değil, başka indikatörlere de uygulanıp, indikatörün kendi hareketli ortalaması ile kesişim noktalarının bulunması için de kullanılır. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Çeşitli hareketli ortalama hesaplama yöntemleri vardır. Bunlardan belli başlılarını kısaca şöyle açıklayabiliriz :</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>S – Simple (Basit) : </b>Verilerin hepsi eşit ağırlığa sahip olarak kullanılır. Mesela son 5 günün kapanış </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">ortalamasında, 5 kapanışın toplamı 5’e bölünerek bulunur.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>E – Exponential (Üssel) :</b> Son gün en ağırlıklı olmak üzere, son günden geriye doğru ortalama </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">ağırlıkları üssel olarak hesaplanır. En çok kullanılan yöntemdir. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>W – Weighted :</b> (Ağırlıklı) Ağırlık son günlere kaydırılır. Mesela 1. gün 1 ile, 2. gün 2 ile, ……5. gün 5 </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">ile çarpılır. Toplam 15 e ( 1+2+3+4+5) bölünür.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>TRI – Triangle (Üçgensel) :</b> <span style="background-color: white; text-align: justify;">Belirlenen periyodun orta kısmına düşen günlere daha fazla ağırlık vererek hesaplanan bir hareketli ortalamadır. </span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>VAR – Variable (Değişken) :</b> Bu da bir çeşit üssel hareketli ortalamadır. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>ZL - Zero Lag : </b>Fiyat ile ortalama arasındaki açıklığı olabildiğince daraltmayı hedefleyen bir </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">indikatördür. Fiyat hareketlerine daha duyarlı bir grafik verir.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>WW - Welles Wilder :</b> Bu ortalama şeklini türeten analistin adı ile anılmaktadır. Ağırlıklı ortalamaya </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">benzer. Eski fiyatlar ağırlıklı ortalamaya daha az katkı sağlarken, yakın tarihli fiyatlar, ortalama </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">üzerinde daha fazla ağırlık sahibidir.</span><br />
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<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">Seçeceğiniz ortalama tipine göre, fiyat ile hareketli ortalamanın kesişme noktaları yer değiştirecektir. </span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">Hareketli ortalamanın AL-SAT sinyalleri oluşturması ile ilgili bir örnek yapalım.</span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">Fiyatların 5 günlük hareketli ortalamanın üstüne çıkması durumunu AL koşulu olarak</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Fiyatların 5 günlük hareketli ortalamanın altına inmesi durumunu SAT koşulu olarak tanımlayalım. </span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">Formülü oluşturmak için CROSS fonksiyonu kullanalım. </span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">Matriks Veri Terminali programının 'Sistem Tester' modülü üzerinde yeni sistem seçimi sonrasında, pencerenin fonksiyonlar kısmından Cross fonksiyonunu seçip üzerine çift tıklarsanız tanım kısmına </span><br />
<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif;">Cross(Data1,Data2)</span></span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif;"> ifadesi gelecektir. Bunun anlamı şudur :</span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">Data1 yerine koyacağınız verinin değeri, Data2 yerine koyacağınız verinin değerini aşağıdan yukarıya doğru kestiği zaman koşul gerçekleşmiş olsun (ve sinyal ver). </span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;"><br /></span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">AL koşulu olarak :</span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">Cross(c,MOV(c,5,e)) yazmalıyız.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Bu formülün kısaca açıklaması şudur :</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Data1 yerine C(close) yazdık. Bu veri seans içinde son fiyatı, seans bitiminde ise kapanış fiyatını gösterir.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Data2 yerine yazdığımız </span><span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">MOV(c,5,e) ifadesi ise, kapanış fiyatının 5 periyotluk (Bar) hareketli ortalamasını gösterir.</span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;">Hareketli ortalama yazım şablonunu da, Sistem Tester penceresinin indikatörler kısmından Moving Average (Hareketli Ortalama) üzerine çift tıklayarak tanım kısmına indirebilirsiniz. </span><br />
<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif;">MOV(Data,Period,Yöntem S E W TRI VAR ZL WW)</span></span><br />
<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif;">Data yerine C (kapanış / son fiyat) yazdık. Amaca göre buraya başka bir veri / indikatör de yazılabilir. Bu durumda o indikatörün hareketli ortalamasını hesaplatmış olursunuz. </span></span><br />
<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif;">Period kısmına hesaplamanın yapılmasını istediğiniz periyod değerini yazmalısınız.</span></span><br />
<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif;">Yöntem kısmında ise, hesaplamanın yapılmasını istediğiniz yöntemi sembolize eden harf(ler) yazılmalıdır. Blogun girişinde yöntemlerden bahsetmiştik. </span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">SAT koşulu olarak : </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Cross(MOV(c,5,e),c) yazalım. Dikkat ederseniz Data1 ve Data2 için yazdığımız veriler yer değiştirdi. </span><br />
<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Sistem Tester'da formüllerimizi girip, sistemi tanımladıktan sonra, çalıştırdığımız takdirde, sistem bize koşulumuzun gerçekleştiği zamanlarda AL-SAT sinyalleri verecektir. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Verimli trade dileklerimizle...</span><br />
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<br />ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-26004025936651146772012-06-29T10:43:00.000+03:002012-07-26T09:30:06.531+03:00DEMA (Double Exponential Moving Average)Merhabalar,<br />
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<span style="background-color: white; font-family: Arial; font-size: 10pt;">Dema’nın sinyal verme
yollarından ilki fiyat ile kesişmesidir. </span></div>
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<span style="background-color: white; font-family: Arial; font-size: 10pt;">Fiyat'ın DEMA'nın üstüne çıkması AL, altına
inmesi ise Sat sinyali olarak yorumlanır.</span></div>
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<span style="background-color: white; font-family: Arial; font-size: 10pt;">Formülü şu şekilde üretebilirsiniz :</span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Kesişim için CROSS fonksiyonu kullanılır. </span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Matriks Veri Terminali programının Sistem Tester modülünde yeni sistem penceresi üzerinde fonksiyonlar kısmından cross fonksiyonu üzerine çift tıklarsanız.<o:p></o:p></span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Cross(Data1,Data2) şeklinde yazılması gerektiğini göreceksiniz.<o:p></o:p></span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Bu yazımın işlevi şudur: Data1’in Data2’yi aşağıdan yukarıya kestiği zamanı gösterir.</span></span></div>
<br />
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<span style="font-family: Arial; font-size: x-small;"><br /></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Fiyatın DEMA'nın üstüne
çıkması demek, DEMA’yı aşağıdan yukarı kesmesi
demektir.<o:p></o:p></span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Bu durumda Data1 yerine
C yazmalıyız.<b> C kapanış anlamındadır ama
seans içinde her zaman son fiyatı baz alır.
</b><o:p></o:p></span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Data2 yerine ise
DEMA(Data,Period) ( Bunu da gene sistem tester’da üzerine çift tıklayarak koşul
kısmına indirebilirsiniz.) yazmalısınız.<o:p></o:p></span></span></div>
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<br /></div>
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<span style="font-family: Arial; font-size: x-small;">DEMA içinde, Data olarak C, periyod olarak ise hesaplamada hangi periyodun baz alınmasını istiyorsanız onu yazmalısınız. Genel kullanımda ön tanımlı periyod 14 tür. </span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Formülün son hali şu olmalıdır
:<o:p></o:p></span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Cross(C,DEMA(c,14))
Bu AL sinyali için olacaktır.<o:p></o:p></span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">SAT sinyali için
Demanın fiyatı aşağıdan yukarı kesmesi baz alınır.<o:p></o:p></span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">Bunun formülü de :
Cross(DEMA(c,14),C) olacaktır.<o:p></o:p></span></span></div>
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<span style="font-family: Arial; font-size: x-small;"><span style="font-size: 10pt;">İndikatörü
tanıdığınız ( koşulunuzu iyi belirlediğiniz) zaman, sistem testerda yeni bir
sistem yazmak zor değildir.<o:p></o:p></span></span></div>
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<span style="color: black;"><a href="http://www.matriksdata.com/egitimler.html">http://www.matriksdata.com/egitimler.html</a> l<span style="background-color: white; font-family: Arial; font-size: 10pt;">inkinde bulunan eğitimler sayfamızdaki Dokümanlardan, 'İleri Teknik Analiz' dokümanında gerekli temel bilgilere ulaşabilirsiniz. </span></span></div>
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<br /></div>
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<span style="font-family: Arial; font-size: x-small;">DEMA ile AL-SAT sinyalleri oluşturmanın diğer yöntemi ise DEMA'nın kendi hareketli ortalaması ile kesişmesine bakmaktır. Hareketli ortalama konusu için ilgili bloga bakabilirsiniz. </span></div>
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<span style="font-family: Arial; font-size: x-small;"><br /></span></div>ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-8103636993641575622012-06-27T14:01:00.000+03:002012-07-26T09:27:17.769+03:00Talep Konsantrasyon EğrisiTeknik Analiz literatüründe TKE olarak bilinen bir indikatördür. Bir kaç indikatörün birleşiminden oluşmuştur. Matriks Veri Terminali programı içinde yazımı aşağıdaki gibidir.<br />
(STOFK(14,6)+RSI(C,14)+CCI(14)+MFI(14)+WillR(14)+Mo(C,14)+ULT(7,14,28))/7;0;80;20<br />
20 ve 80 sınır çizgileri olarak kabul edilmekte olup, 20 nin altı alım bölgesi, 80'in üstü ise satım bölgesi olarak yorumlanmaktadır.<br />
Programımız içinde TKE indikatörünü oluşturmak ve çizgilerini renklendirmek için bilgiye ihtiyacınız var ise, <a href="http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf">http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf</a> <span style="background-color: white;">linkinde bulunan 'İleri Teknik Analiz' dokümanı içinde 1. İndikatör Builder başlığına bakabilirsiniz.</span>ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com2tag:blogger.com,1999:blog-1616576716766601001.post-29876970741389844922012-06-27T13:29:00.000+03:002012-06-27T13:29:32.011+03:00Fibonacci Trend Çizgileri<br />
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<b><span style="font-family: Tahoma; font-size: 10pt;">Fibonacci Altın Oran</span></b><span style="font-family: Tahoma; font-size: 10pt;"><br />
Fibonacci sayı dizisinin Leonardo Fibonacci tarafından bir problemin çözümünde
bulunduğunu ve bu sayıların 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144,...
şeklinde (ilk iki sayı hariç) kendinden önce gelen iki sayının toplamı şeklinde
ilerlediği görülmektedir. <br />
<br />
Eğer bu sayı dizisindeki terimleri kendilerinden sonra gelen sayıya bölerek
ilerlersek (F1 / F2 = 2, F2 / F3 = 1/2... gibi);<span class="apple-converted-space"> </span><br />
<br />
1,000000<br />
0,500000<br />
0,666666<br />
0,600000<br />
0,625000<br />
0,615385<br />
0,619048<br />
0,617647<br />
0,618182<br />
0,617978<br />
0,618056<br />
0,618026<br />
0,618037<br />
0,618033<br />
0,618034<br />
0,618034...<br />
<br />
Bu yöntemle ilerleyecek ve bu işlemi sonsuza devam ettirecek olursak
0,618033989 sayısına giderek yaklaşacaktır.<br />
<br />
Diğer taraftan, F2/ F1 = 2, F3/F2 = 1,5 olarak devam edersek, yani dizilim içinde
bir sayıyı kendisinden önce gelen sayıya bölerek ilerlersek ulaşacağımız sonuç:
1,618 rakamına sürekli yaklaşacak şekilde oluşacaktır (bkz. Şekil 1).<br />
<br />
Altın Oran olarak tanımlanan 1,618034 rakamı Altın Bölüm, Altın Sayı gibi
ifadelerle tanımlanır. Greek (Yunan) alfabesindeki Phi Ø ile gösterilir.<span class="apple-converted-space"> </span><o:p></o:p></span></div>
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<span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Tahoma; font-size: 10pt;">Altın Oran ile doğada hemen hemen her yerde karşılaşmaktayız;
bitki yapraklarında- tohumlarında, çiçek yapraklarında, çam kozalaklarında,
deniz kabuklarında, en yakın örneği ise insan vücudunda. İnsan boyuna x, göbek
deliğinden ayak uçlarına kadar olan bölüme de y dersek; göbekten başa kadar
olan uzunluk “x-y” olacaktır. Bu durumda ideal yani altın orana göre olan insan
vücudunun denklemi:</span><span style="font-family: Tahoma; font-size: 10pt;"><br />
<span style="background: white;">x / y = y / (x – y ) olacaktır <o:p></o:p></span></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;">Teknik
analiz modülleri içinde Fibonacci adı ile çizilen muhtelif trend çizgileri
vardır. Ve 0,618 ve 1,618 değerleri ve katları da bu analizlerde
kullanılmaktadır.<o:p></o:p></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;"><b><br /></b></span></div>
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<span style="font-family: Tahoma; font-size: 10.0pt;"><b>Örnek : </b></span></div>
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<b><span style="font-family: Tahoma; font-size: 10.0pt;"><br /></span></b></div>ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-51862977984183706402012-06-27T13:04:00.000+03:002012-07-26T09:26:37.285+03:00İndikatör / Builder (Gösterge / Oluşturma)Teknik Analiz dünyasında İndikatör kavramı, fiyat hareketlerini analiz etmek için kullanılan hesaplama ve sonuç çıkarma yöntemlerini anlatır.<br />
Literatürde kullanılan çok sayıda indikatör vardır. Sürekli olarak yeni indikatörler de oluşturulmaktadır. Siz de, indikatör oluşturabilirsiniz.<br />
<br />
Matriks Veri Terminali programı içinde yer alan İndikatör Builder modülü, programımızda var olan indikatörleri ya da data tiplerini kullanarak, yeni indikatörler <span style="background-color: white;">oluşturulması içindir. Bu modülde, var olan indikatörler belli işlemlerden geçirilerek farklı indikatörler oluşturabileceğiniz</span><span style="background-color: white;"> gibi; kapanış, işlem hacmi gibi muhtelif data alanlarını kullanarak da yeni indikatörler oluşturabilirsiniz. </span><span style="background-color: white;">İndikatör oluştururken matematiksel işlevler ve fonksiyonları kullanarak muhtelif </span><span style="background-color: white;">hesaplamalar da yapabilirsiniz. Konu hakkında daha ayrıntılı bilgiyi </span><a href="http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf">http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf</a> <span style="background-color: white;">linkinde bulunan 'İleri Teknik Analiz' dokümanı içinde 1. İndikatör Builder başlığı altında bulabilirsiniz.</span>ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-41261260381416639652012-06-27T12:45:00.000+03:002012-07-26T09:26:12.121+03:00Finansal Teknik Analiz FonksiyonlarıTeknik analizde indikatörlerin yanı sıra fonksiyonlar da kullanılır. Kullanılan bu fonksiyonlardan, önemli gördüğümüz bir kısmı ve kullanım yöntemleri şöyledir:<br />
<br />
<b>Bars Since : </b><span style="background-color: white;">Yazım: BarsSince(Data)</span><br />
Tanımladığımız koşulun gerçekleşmesinden bu yana geçen bar sayısını hesaplar.<br />
Örnek : Barsince ( macd (26,12,9) < 0 )<br />
Burada vereceği sonuç, yukarıdaki verilere göre hesaplanan Macd nin 0 dan küçük olduğu en son<br />
bardan bu yana geçen bar sayısı olacaktır.<br />
**<br />
<br />
<b>Cross : </b><span style="background-color: white;">Yazım: Cross(Data1,Data2)</span><br />
Cross fonksiyonu; yazılı ilk datanın, ikinci datayı aşağıdan yukarıya kestiği anı ifade eder. Bu haliyle<br />
klasik >,< kullanımından farklıdır<br />
Örnek : Cross ( C , mov( c , 5 , s ) ) Bu formülasyonun vereceği sonuç, Data serisinin kapanışının 5<br />
günlük basit ortalamasını kestiği bar olacaktır.<br />
Koşul, kapanışın 5 günlük basit ortalamayı yukarı doğru kestiği bar içinde gerçekleşmiştir. Bununla<br />
beraber kapanış ortalamanın üzerinde kalmaya devam etse bile, diğer tüm barlarda koşul<br />
gerçekleşmesi söz konusu olmaz. Ancak kapanış ortalamayı aşağıya kesip, sonra tekrar yukarıya keser <span style="background-color: white;">ise, bir kez daha koşul gerçekleşmiş olur.</span><br />
<span style="background-color: white;">**</span><br />
<span style="background-color: white;"></span><br />
<b>Cumulate: </b><span style="background-color: white;">Yazım: cum(data)</span><br />
Grafikte ilk datadan itibaren data düzeninin toplamını kümülatif olarak hesaplar.<br />
Örnek : Cum (1) grafiğin başından itibaren her bar için 1 değeri ekleyerek artar.<br />
Cum (C) ise grafiğin başından itibaren bütün kapanışları hesaplar.<br />
Bu sayede farklı tarzda ortalama hesaplaması yapabiliriz.<br />
<span style="background-color: white;">**</span><br />
<span style="background-color: white;"></span><br />
<b>Formula Call :</b><br />
Kullanıcının tanımladığı bir indikatör değerinin, başka bir indikatörde yada koşul içinde kullanılmasını<br />
sağlar. <span style="background-color: white;">İndikatör Builderda varolan / oluşturduğumuz herhangi bir indikatörü explorer’da / bir başka yerde </span><span style="background-color: white;">sistem oluştururken Formula Call fonksiyonu ile çağırıp kullanabilirsiniz.</span><br />
Formula Call’u çift tıkladığınızda koşul kısmına FML("Indicator") olarak gelen koşulun içinde indikatör <span style="background-color: white;">kısmına çağırmak istediğiniz indikatörün kısa adını yazmanız yeterlidir.</span><br />
Bu kısa ad, söz konusu indikatorun tanımlanırken, indikatör builder'da verilen kısa adıdır.<br />
Örnek : : FML("MTX") şeklinde. Bu ifade 'MTX' kısa adıyla yazılan indikatörün değerini getirir.<br />
<br />
**<br />
<br />
<b>Referans : </b><span style="background-color: white;">Yazım: ref(data,periyot)</span><br />
Bir data serisinde, önceki veya sonraki bir elemanın değerine gönderme yapar. Pozitif bir periyot, "n"<br />
periyot ileriye, negatif bir periyot "n" periyot geriye gönderme yapar.<br />
Örnek: "ref(C,-12)" formülü, 12 bar önceki kapanış fiyatını gösterir. Buna göre, 12-günlük değişimi<br />
(puan olarak) "C-ref(c,-12)" olarak yazmak mümkündür. "ref(c,+12)" formülü, 12-gün sonraki kapanış <span style="background-color: white;">değerini verir. Tabiî ki, son periyodu aşan bir ileri götürme tanımlarsanız değer sıfır gelecektir.</span><br />
**<br />
<br />
<b>Security Data :</b><br />
Yazım: Security("Sembol",DataSerisi O H L C W V TLVOL)<br />
Başka bir sembolün dilediğimiz bir datasını getirip, kullanmamızı sağlar.<br />
Örnek : Security ( "DJI", C ) , Dow Jones kapanışını ifade eder.<br />
Grafikte hangi sembol olursa olsun, başka<span style="background-color: white;"> bir sembol ( Burada Dow Jones) sabitlenecek ve o sembole</span><br />
ait değerler ( Burada kapanış) alınacaktır.<br />
<br />
Yukarıda listelediğimiz fonksiyonlar, Matriks Veri Terminali programının içinde kullanılan fonksiyonların bir kısmıdır. Tümüne, <a href="http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf">http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf</a> <span style="background-color: white;">linkinde bulunan 'İleri Teknik Analiz' dokümanından ulaşabilirsiniz.</span><br />
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<br />ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-26117474102970758122012-06-27T12:27:00.000+03:002012-07-26T09:25:42.344+03:00Finansal Enstrümanların Analizi 2 / Sistem Tester<br />
<div class="post-body entry-content" id="post-body-3907228395132155599" itemprop="articleBody" style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 1.4; position: relative; width: 578px;">
Matriks Veri Terminali programı içinde, Finansal Enstrümanların analizi için kullanabileceğiniz çeşitli modüller vardır. Bu modüller grafik penceresi üst bandında bulunan KHN (KAHİN) adlı butonun altındaki menüler içinde yer almaktadır.<br />
Bunlardan bir tanesi de 'Sistem Tester' adlı analiz yöntemidir. Sistem Tester modülü, oluşturduğunuz sistemin, analiz ettiğiniz sembol için geçmiş performansını ölçer. Ve gene oluşturduğunuz sistem için gelecekteki fiyat hareketlerine göre AL-SAT sinyalleri verir. Konu hakkında ayrıntılı bilgi edinmek isterseniz, lütfen <a href="http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf" style="background-color: white; font-size: 14px; line-height: 1.4;">http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf</a> <span style="background-color: white; font-size: 14px; line-height: 1.4;">linkinde bulunan 'İleri Teknik Analiz' dokümanımızın 4. Sistem Tester başlığına bakınız.</span></div>ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-39072283951321555992012-06-27T12:16:00.000+03:002012-07-26T09:25:05.310+03:00Finansal Enstrümanların Analizi 1 / ExplorerMatriks Veri Terminali programı içinde, Finansal Enstrümanların analizi için kullanabileceğiniz çeşitli modüller vardır. Bu modüller grafik penceresi üst bandında bulunan KHN (KAHİN) adlı butonun altındaki menüler içinde yer almaktadır.<br />
Bunlardan bir tanesi 'Explorer' adlı analiz yöntemidir. Explorer modülü, seçeceğiniz semboller arasında istenen kriterlere uyanları listeler.Konu hakkında ayrıntılı bilgi edinmek isterseniz, lütfen <a href="http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf">http://217.118.24.4/documents/ILERI_TEKNIK_ANALIZ.pdf</a> <span style="background-color: white;">linkinde bulunan 'İleri Teknik Analiz' dokümanımızın 5. Explorer başlığına bakınız.</span><br />
<br />ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-12922187232986954912012-02-03T12:33:00.004+02:002012-09-13T13:21:59.716+03:00Matriks Veri Terminali Programı Versiyon Kontrolü ve Yenileme<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--> <br />
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<span style="font-size: 85%;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt;">Versiyon Kontrol Etme :</span></b><span style="font-size: 10pt;"> İmlecinizi matriks butonu üzerine getirip biraz beklerseniz, ekranda programın versiyon bilgisi görünecektir.</span></span></div>
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<span style="font-size: 85%;"><span style="font-size: 10pt;"></span><img alt="" 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<div class="MsoNormal" style="color: black; margin-left: 18pt;">
<span style="font-size: 85%;">Versiyon yenilediğimizde haberler altında bunu kullanıcılarımıza duyurmaktayız.</span></div>
<div class="MsoNormal" style="color: black; margin-left: 18pt;">
<span style="font-size: 85%;">VersiyonYenileme İşlemi ise şu şekilde yapılmaktadır :</span><span style="font-family: Arial; font-size: 85%;"><span style="font-family: arial; font-size: 10pt;"> Matriks başlığı altındaki, Ayarlar menüsü altında bulunan <span style="font-weight: bold;">V</span>eri Kütüphanesi seçeneğini tıkladığınızda aşağıda göreceğiniz, </span></span><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style> <![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style="font-family: Tahoma; font-size: 85%;">Matriks verileri içinden istediklerinizi seçerek indirmenizi sağlayacak, ‘Matriks Veri Kütüphanesi’ penceresi açılır. İndirilecek Bilgiyi Seçin kısmının altında bulunan hücre içindeki Ok'a tıklayıp seçeneklerden 'BAK'ı seçiniz.</span></div>
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<span style="font-size: 85%;"><img alt="" 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" /></span></div>
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<span style="font-size: 85%;">Yukarıda görebileceğiniz gibi BAK başlığı altında son versiyonun exe dosyası bulunmaktadır. Üzerine tıklayarak seçtikten sonra sağa Ok ile, dosyayı pencerenin sağ tarafına aktarınız. </span></div>
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<span style="font-size: 85%;">Sonra İndir butonuna tıkladığınızda başka bir şey yapmanıza gerek kalmadan program versiyonunu yenileyecektir.</span></div>
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<span style="font-size: 85%;">İyi kullanımlar dileriz.</span></div>
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ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-91342344743649995772012-01-13T13:23:00.004+02:002012-08-28T11:34:18.009+03:00VOB (Vadeli İşlemler Borsası) Açık Pozisyon Sayısı<span style="font-family: courier new; font-size: 100%;">Merhabalar.</span><span style="font-family: Times New Roman; font-size: 100%;"><span style="font-size: 12pt;"><span style="font-family: courier new;">Finansal Trade ile uğraşanlar, VOB kavramı ile oldukça aşina oldu. Bununla beraber 'AÇIK POZİSYON SAYISI' konusunda hala biraz belirsizlik var. </span><br style="font-family: courier new;" /><span style="font-family: courier new;">Bireysel yatırımcılar olarak kendi açık pozisyon sayımız, kapatmadığımız ya uzun (+) ya da kısa (-) sözleşmelerin sayısıyla belirlenir. Örneğin, bugün dört dolar sözleşmesi satarsam, hem geçen hafta aldığım ve taşımakta olduğum iki vadeli dolar sözleşmesini (uzun pozisyon) kapatmış hem de iki yeni açığa satış (kısa pozisyon) yapmış olurum. Böylece kişisel pozisyonum “2 kısa” olarak tabir edilir. </span><br style="font-family: courier new;" /><span style="font-family: courier new;">Kişisel açık pozisyonların yanı sıra bir de borsanın toplam açık pozisyon sayısı bulunur. </span><br style="font-family: courier new;" /><span style="font-family: courier new;">Bu pozisyon kısa veya uzun olarak ifade edilmez, çünkü tüm bireysel kısa ve uzun pozisyonların sayısı eşit olacaktır. Başka bir ifadeyle, eğer borsada beş bin bireysel uzun pozisyon taşınıyorsa, karşılığında da beş bin bireysel kısa pozisyon taşınmaktadır. </span><br style="font-family: courier new;" /><span style="font-family: courier new;">Açık Pozisyon Sayısı, sadece vadeli işlem piyasalarında borsa (takas merkezi) tarafından yayınlanan önemli bir rakamdır. Gün sonunda açık kalan pozisyonların (kapatılmamış, likide edilmemiş, tasfiye edilmemiş tabirleri de kullanılır) sözleşmelerin miktarıdır (sayı olarak). </span><br style="font-family: courier new;" /><span style="font-family: courier new;">Başka bir ifadeyle, toplam uzun pozisyonların (veya toplam kısa pozisiyonların) sayısıdır (ikisinin toplamı değil). Uzun ve kısa pozisyonların sayısı her zaman eşit olacaktır. Bir sözleşme yeni işlem görmeye başladığında açık pozisyon sayısı sıfırdır. Bir alış ve satış ilk defa gerçekleştiğinde, açık pozisyon sayısı 1’e yükselir. </span><br style="font-family: courier new;" /><span style="font-family: courier new;">Gün içinde yapılan her işlem Açık Pozisyon Sayısı’nı da etkileyecektir: </span><br style="font-family: courier new;" /><b style="font-family: courier new;"><span style="font-weight: bold;">Eğer birbirlerine taraf olan hem alıcı hem de satıcı yeni bir pozisyon açıyorlarsa açık pozisyon sayısı artacaktır. Öte yandan, eğer ikisi de işlemlerini mevcut pozisyonlarını kapatmak amacıyla yapıyorlarsa, açık pozisyon sayısı da doğal olarak azalacaktır. Eğer alıcı veya satıcıdan bir taraf yeni pozisyon açıyor diğeri de kapatıyorsa, açık pozisyon sayısında bir değişiklik olmayacaktır.</span></b><span style="font-family: courier new;"> </span><br style="font-family: courier new;" /><br style="font-family: courier new;" /><span style="font-family: courier new;">Hisse senedi piyasalarında, bir şirketin belirli (sabit) bir miktar hisse senedi tedavüldedir. Dolayısıyla fiyatı talep belirler. Pozisyon almak isteyen bir yatırımcı, alımını pozisyon kapatmak için satan kişiden yapar. Vadeli işlem piyasalarında tedavül eden sözleşme sayısında bir kısıtlama yoktur. Dolayısıyla işlemin karşı tarafındaki kişinin yeni bir pozisyon mu aldığını, yoksa pozisyonundan mı çıktığını bilemezsiniz. </span><br style="font-family: courier new;" /><span style="font-family: courier new;">(Sayın Ali Perşembe'ye Teşekkürlerimizle)</span><br /></span></span>ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-20804330218773674112012-01-02T16:09:00.005+02:002012-01-03T09:01:28.728+02:00Yıllık Değişim - Bu Yıl değişim<span style="font-size:85%;"><span style="font-family:arial;">Yeni başlayan yıl ile birlikte, finansal enstrümanların verilerindeki değişim oranlarından 'Yıllık Değişim' konusunda bir karışıklık gündeme gelebilir.</span></span><span style="font-size:85%;"><span style="font-family:Arial;font-size:10.0pt;"><br />Programımızda yıllık değişim ve bu yıl değişim verilerini ayrı ayrı izleme olanağınız vardır.</span></span> <p class="MsoNormal"><!--[if !mso]> <style> v\:* 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alt="" /></p> <p class="MsoNormal"><span style=" ;font-family:Arial;font-size:10pt;" >Yıllık fark 1 takvim yılı öncesine göre değişimi gösterir.<br /></span></p><p class="MsoNormal"><span style="font-family:Arial;font-size:10.0pt;">Yılbaşından itibaren farkı görmek istiyorsanız 'Bu Yıl Fark' seçeneğini kullanmalısınız.<br /></span></p> <p class="MsoNormal"><span style="font-family:Arial;font-size:10.0pt;">Sütun başlığı üzerinde sağ klik yaptığınızda fiyat bilgi seçimi penceresi açılır.<br /></span></p> <p class="MsoNormal"><img src="data:image/png;base64,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" alt="" /></p> <p class="MsoNormal"><span style="font-family:Arial;font-size:10.0pt;"> İlgili veri seçeneği, fiyat bilgi seçim penceresinin en sonlarındadır. Ekle butonu ile veri sütunu olarak ekleyebilirsiniz.</span></p>ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-74065087226201187792011-12-21T08:39:00.022+02:002012-01-12T17:48:04.313+02:00Sembol Seçimi<span style="font-size:85%;"><span style="font-family:arial;">Matriks programı içinde muhtelif yerlerde 'Sembol Seçimi' ihtiyacınız olacaktır. En çok kullanacağınız, fiyat penceresi üzerinde sağ klik menüleri altında bulunan Sembol Seçimi menüsüdür.<br /><br /></span></span><img src="data:image/png;base64,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" alt="" /><br /><span style="font-size:85%;"><span style="font-family:arial;">Bu menünün alt menülerden herhangi birisini seçtiğinizde karşınıza, o alt menüye ait senetleri içerecek şekilde </span><span style=" ;font-family:arial;font-size:10pt;" >‘Senet Seçim’ penceresi açılacaktır.<br /></span></span><b style="mso-bidi-font-weight: normal"><i style="mso-bidi-font-style:normal"><span style=" ;font-family:Tahoma;font-size:10.0pt;color:red;" >İpucu :</span></i></b><i style="mso-bidi-font-style: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;"> Açılıştaki seçime bağlı kalmak zorunda değilsiniz. </span></i><br /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Sembol Seçimi menüsü altındaki alt menüler ile gelecek seçenekler ve açıklamaları : <span style="color:black;"></span></span><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-IMKB Senetleri Seçimi</span></b><span style="font-family:Tahoma;font-size:10.0pt;color:black;"> :</span><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" > Alt menülerin ilk kısmında IMKB 100 / IMKB 50 / IMKB 30 başlıkları ile bu endekslere dahil olan IMKB senetlerini;</span><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" ><br />IMKB Varantlar menüsü ile, IMKB’de işlem gören Varant’ları<span style="font-weight: bold;"></span></span><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" ><br />IMKB Endeksler menüsü ile, sektörel vb çok çeşitli endeksleri</span><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" ><br />IMKB Tüm ile, tüm IMKB senetlerini içerecek şekilde ‘Senet seçim Penceresi’ açılır.</span><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" ><br />Mesela IMKB Endeksleri seçelim. Aşağıdaki gibi bir pencere gelecektir. </span><span style="font-family:Tahoma;font-size:10.0pt;"></span><br /><br /><img 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" alt="" /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" >İMKB alt sektörlerinin endeks değerlerini izleyebileceğimiz seçimler olacaktır.</span><br /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" >IMKB 30 seçmiş olsak şöyle bir pencere açılacaktı:</span><br /><img src="data:image/png;base64,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" 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mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Pencerenin orta kısmında bulunan butonların işlevleri burada devreye girmektedir.</span><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Sol kısımdaki pencerede, ana seçimimize göre içinden seçim yapılacak senetler listelenecektir.</span><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Sağ kısımdaki pencerede, fiyat penceremizde zaten bulunan, ve de bulunması için seçeceğimiz semboller listelenir. Sağ taraftaki kısma ‘seçilmiş senetler kısmı’, sol taraftaki kısma ise ‘seçilecek senetler kısmı’ diyelim.</span><span style=" ;font-family:Tahoma;font-size:10.0pt;" ></span><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br /><br />Seçilmiş senetler kısmında, pencerenin ilk açılışında, yukarıda da bahsettiğimiz gibi fiyat penceremizde zaten var olan finansal enstrümanların listesi bulunur. Seçilecek senetler kısmında ise, bu pencereyi açarken seçtiğimiz ana başlığa göre, o gruba giren finansal enstrümanların listesi bulunur. Bunları topluca seçebileceğimiz gibi tek tek de, seçip ekleme / çıkarma yapabiliriz.</span><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" ><br />Topluca seçim yapmak istersek, pencerenin orta-alt kısmında bulunan 30 / 50 / 100 / TÜM kısayol butonları ile de, bu kategoriye giren tüm senetleri doğrudan seçilmiş kısmına ekleyebilirsiniz. </span><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;"><br />Gelişmiş arama</span></b><span style="font-family:Tahoma;font-size:10.0pt;"> butonu (Pencerenin orta kısmının en üstünde) ile açılacak mini pencereye aradığımız sembolün ismini yazarak, seçilecekler penceresine gelecek seçeneklerden aradığımız enstrümanı ekleyebiliriz. Sembol adını kısmen de yazsak, o harfleri içeren tüm seçenekler gelecektir. Aradığımız sembolün ne adla bulunduğundan emin olamadığımızda faydalı olacak bir özelliktir. </span><br /><img 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alt="" /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Mesela yukarıda olduğu gibi, Gelişmiş sembol arama penceresine ‘ade’ yazıp, tamam dediğimizde, bu harfleri sembolünde veya adında <b style="mso-bidi-font-weight:normal"><i style="mso-bidi-font-style:normal"><u>yan yana</u></i></b><i style="mso-bidi-font-style:normal"> </i>içeren finansal enstrümanlar, aşağıda göreceğiniz gibi, seçilecek senetler alanında listelenir. </span><br /><img 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" alt="" /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Benzer şekilde Altın ile ilgili fiyat verilerine ulaşmak için ‘Altın’ yazarak arayabiliriz.</span><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Yabancı sembolleri aramak için terimlerin İngilizcesini de deneyiniz. Mesela Altın ons fiyatı için Gold yazmalısınız.</span><b style=""><span style=" background: none repeat scroll 0% 0% yellow;font-family:Tahoma;font-size:10pt;color:red;" ><br /></span></b><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:red;">İpucu :</span></b><span style="font-family:Tahoma;font-size:10.0pt;"> Gelişmiş aramada Türkçeye özgü harf kullanmayınız. Örnek : Altın değil Altin yazınız.</span><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Gelişmiş arama butonunun altındaki okların işlevleri şöyledir.<br /></span><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">Sağa tek ok</span></b><span style="font-family:Tahoma;font-size:10.0pt;color:black;"> butonu ile seçilecek senetler alanında işaretlenmiş bir sembolü, sağ taraftaki seçilmiş semboller alanına aktarabilirsiniz.</span><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;"><br />Sola tek ok</span></b><span style="font-family:Tahoma;font-size:10.0pt;color:black;"> butonu ise, sağ taraftaki pencerede bulunan seçilmiş sembollerden işaretlediğimiz sembolü seçim listesinden çıkarır.</span><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;"><br />Sağa çift ok butonu,</span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" > seçilecek senet alanındaki tüm sembolleri sağdaki listeye ekler.</span><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;"><br />Sola çift ok butonu</span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" >, seçili listedeki tüm sembolleri kaldırır. </span><span style="font-family:Tahoma;font-size:10.0pt;"></span><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;"><br />Aşağı ve Yukarı ok işaretleri,</span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" > Sağdaki listede bulunan sembollerden, seçtiklerimizin yukarı-aşağı hareket ettirilmesini sağlar. Böylece sıralama yapma/ değiştirme olanağımız olur.</span><br /><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style> <![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><b style=""><span style=" ;font-family:Tahoma;font-size:10pt;color:black;" >İptal Butonu </span></b><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAbCAIAAACSpRrNAAAGo0lEQVRIibWVe1BTVxrA6a4g7/AIGIyWgigrgi4sKItYbalYpzquIlKY1lbXgR1mne5jVu26OKh1O3bsaGu7ulRGTCuOFRBK1QWF8AaTm9zcxzn33JvkQghseJnc3CiVQO7uH4jtzgbbf/zN9+c353fOd875Ph/7c8Zn6jnjI8zhcDicTlEUXaI3Hk5NuTwzosfj8syIbrfo8p4miqLwv/iMzDE6OsqbjSxDcwg8DdOAmR0ZhqPD3Y3f6D79nDh3njh3nrr6FWNCyGYxDZg5Fj5NZhEwcozNZhv5AT7OOVwuF29kKIMGkBggMAaRYIhvUV3iSkomin/Pbds5nJ47lrqlP3MH/07x4Mdn+bKP2iv+QTIGCHBAYIDEaEKLgEEQBFEUny77fYlEUeRNiCYwSOlZHnV82wBKS7jV6ZPBSsk3zP2C35hvmM0vciAoxqGMl5KyJrfvY4vLdSdPU7QeQgJSekDqWEg4HA6n0/l9if5fwJoZdbXKsHGD8PNgKVD+YEFIuzyKLi2hj5cRZUfIo4d6X95wb3EcH7dcWps3/ocjwxUXACQAJH6SAAC8s7EeX585tTBU8g8H8mhdaXHT55/oIIFsg8wQD618d/Pt2xc/ww79qSMqUFyXOVN8YvTiPxmWogHuRSCbIyQkhDciZOW7igqdC2XSQhkTG9tS/jdi0GS0WRhggKQOUnpI6VkOmG2DcGzozqcfNMojhYSsx/uOEX8/DQDOIupZgv5B/u7ZM/zSJZ4QJUxIVJ/5kB6xGi5WkF2tkKVmV2donEGUuqoSq/iMs/LNly7ckvk8TnndtuewuuICBLggCPMKLBMjba9usgfK7b6yvvJjRD/LvnfQlrzhQdlFRBE0IhgKZzigrrqEtmyz7T0Cyj9koEF9/pRVrhDzSsHuYoRrHaLTuyA4IABrvsMlJU+HxPb+Khm7W88NDdSlpzmDlkjpBY7jVQxJ0BbUeqWSzc59tDpXynq7I/9tUtcLGermmtVCUqZQUMJByj6fIMjXt/nwYUvUi1JoLH32IxzqEUO237yhTl83GR4npec7TqgMJ06bsl6T4rPcceu1b+T21lyDDEHgmpqiwvHg6LHcN0HlF3aH3fmD/zz3ipxOl8fTUvjmYFCMFKCwVFcDixFSeo5nexpq2tLXPoxaLmXscaS9IS3Lll5ai73+SmfdZchRDCQAJHQ114wRciFxI7Xvd/bxMafL5V3QlrdrOHLFuHIx/OoLwLNP3kw/13e7ASUkfhe5XIrL9CTnmrK39NyoAkbAAAOk9JCloaYLKpSTCVlU4QH72PyC9rxdNkUKvyrF8LUKmhGk9JDGGQ6011w3LVvhjlgmLf2lJ3nz2P7jiCIBS87uACIKdKnhohhxeSpd9Fv72Lg3gSA8nJlp2b9/IHblZGK2ufYm6EeQ0jMcaP2yypiWOhW+VIpcYl0QNB2dKL28VzipYigcME9OwGp7hiOjnEuSOg6+NzEx4V3waNpdc+R9EKWcycztO1aO9bYjDrSpLhvT0jwBkZJMYdi6VXfuTGf62seRSiljt+OEClEkZClSr6k9sP9BYPhUfCrxr1sPRKe3SxYE18NHuF5LpKSIr71L5O4w1F9nrGbtK5seL/CT/IKwnIyu+uvAYu5tqG1LXeOWK6W0nVTpnwGB0QZN52Ll5EK5Q7HUROgcLtc8vcjpGpoYrdm6bnBx4tS2P3aXndJhXeq3iuifLejNTumquwI4GkECmVFfQ+03a1ZD/1CmspIChqZ974r+Ae6IaPXmHIhrBVGct9n188aeew0gaaWwcee/3yqBd+/oNF1EtUrT3AAYggHE7LUjI+z+tp64pgIM0fzXQ1ZZmCdQzkdFaxpqEEs7hGc2O9ZiulFS3B0e/t2Og8JfPug8fUpP67lBHgIC0viTAAbOYqKt5qb3D1kVCil40VRwWGtRIUXpWRY8s5uaEKR02vtdV7ds1oTFODbvmDhwEhTsvXf0MK7tYYwQMiRkaRqRTR8f1WdmjCtflEJjJvyCOnI2aVubAI2zkPwRAU1gnBFg3W1f5uf1yuXT8ZmOnN/05xTYtxfAvF3k9g3jv15vz1g/kZD0KCDK7R9m8g9p3bP7fvMthqUBpf+xeTA7MkkdywFNT4eh7uvGdYmYTOaMiPVErRDjk0VFvDs01hOgmPaXm/2CalclY5cv4X2dEFGQxgGB/TQBpYekDiGK4dn7LY2GG9V1+fmNK1PaYpTtEYvUkYrmX6xqLSzCr17pu3ub5mjE0rNf2vvI/M9z5r9tSzHzcyOndwAAAABJRU5ErkJggg==" alt="" /><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">: </span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;color:black;" >Sağ alt köşede bulunan butonlardan, Çarpı işareti, değişiklikleri uygulamaya almadan pencereyi kapatır.</span><b style=""><span style=" ;font-family:Tahoma;font-size:10pt;color:black;" ><br />Tamam Butonu </span></b><img src="data:image/png;base64,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" alt="" /><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;"><span style="mso-spacerun:yes"> </span>: </span></b><span style="font-family:Tahoma;font-size:10.0pt;color:black;">Tamam işareti ile, fiyat penceresi sağ tarafta seçmiş olduğumuz sembolleri içerecektir. </span><span style="font-family:Tahoma;font-size:10.0pt;"></span><br /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><b style=""><span style=" ;font-family:Tahoma;font-size:10pt;color:black;" >-VOB Sembolleri Seçimi :<br /></span></b><span style=" ;font-family:Tahoma;font-size:10pt;" >Sembol seçimi alt menüsünde VOB Sembolleri’ni seçerseniz, aşağıdaki pencere gelir.<br /></span><img 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alt="" /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Dünya üzerindeki vadeli finansal enstrümanların hemen hemen tümünü, gerekli lisanslara sahipseniz izleyebilirsiniz.</span> <span style=" ;font-family:Tahoma;font-size:10pt;" ></span><p class="MsoNormal" style="margin-left: 45pt;"> </p><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-Online Spot (Pariteler) Sembolleri Seçimi : </span></b><span style=";font-family:Tahoma;font-size:10pt;" >Bu seçenek altında seçilecek finansal enstrümanlar kısmında, ülkeler döviz pariteleri ve emtia fiyatlarını izleyebileceğiniz seçenekler olacaktır.</span><p class="MsoNormal" style="margin-left: 45pt;"> </p><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-Serbest Piyasa Sembolleri Seçimi : </span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Bu seçenek altında, seçilecek finansal enstrümanlar kısmında, döviz paritelerini izleyebileceğiniz seçenekler olacaktır.</span> <p class="MsoNormal" style="margin-left:45.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" > </span></p><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-İnterbank Piyasası Sembolleri Seçimi : </span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Bu seçenek altında, seçilecek finansal enstrümanlar kısmında, bankalar arası döviz kurlarını izleyebileceğiniz seçenekler olacaktır.</span> <p class="MsoNormal" style="margin-left:27.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" > </span></p><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-Dünya Endeksleri Sembolleri Seçimi : </span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Bu seçenek altında, seçilecek finansal enstrümanlar kısmında, Dünya Üzerinde yoğun işlem gören tüm endeksleri izleyebileceğiniz seçenekler olacaktır.</span> <p class="MsoNormal" style="margin-left:45.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" > </span></p><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-Libor / Fibor / Euribor Sembolleri Seçimi : </span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Bu seçenek altında,, seçilecek finansal enstrümanlar kısmında, Dünya finans piyasalarındaki Libor / Fibor / Euribor fiyatlarını izleyebileceğiniz seçenekler olacaktır.</span> <p class="MsoNormal" style="margin-left:45.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" > </span></p><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-Future (Vadeli) - Gecikmeli Sembolleri Seçimi : </span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Bu seçenek altında, seçilecek finansal enstrümanlar kısmında, Dünya finans piyasalarındaki vadeli finansal enstrüman fiyatlarını gecikmeli olarak ( 15 dakika ) izleyebileceğiniz seçenekler olacaktır. Gecikmeli olması aldığınız lisansla ilgilidir. Talebe göre, verileri Real Time ( Gerçek Zamanlı) ya da gecikmeli izleyebileceğiniz seçenekler sunmaktayız.</span> <p class="MsoNormal" style="margin-left:45.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" > </span></p><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-Future (Vadeli)<span style="mso-spacerun:yes"> </span>Sembolleri Seçimi : </span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Bu seçenek altında, seçilecek finansal enstrümanlar kısmında, Dünya finans piyasalarındaki vadeli finansal enstrüman fiyatlarını Real Time ( Gerçek Zamanlı) olarak izleyebileceğiniz seçenekler olacaktır. Talebe göre, verileri Real Time ( Gerçek Zamanlı)<span style="mso-spacerun:yes"> </span>ya da gecikmeli izleyebileceğiniz seçenekler sunmaktayız.</span> <p class="MsoNormal" style="margin-left:27.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" > </span></p><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;color:black;">-Tüm Semboller Seçimi</span></b><span style=" ;font-family:Tahoma;font-size:10.0pt;" > : Bu seçenek altında, seçilecek finansal enstrümanlar kısmında, verisini sunduğumuz tüm finansal enstrümanları izleyebileceğiniz seçenekler olacaktır.</span><br /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Herhangi bir seçim sonucu pencere açıldığında,<span style="mso-spacerun:yes"> </span>aşağıda göreceğiniz kısmı ( üstteki seçenekler ve içi boş duran mini pencerenin yanındaki OK) kullanarak da detaylı gruplamalara ulaşabilir, seçimlerinizi buna göre yapabilirsiniz. </span><br /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style="font-family:Tahoma; mso-fareast-Times New Roman";mso-ansi-language:TR;mso-fareast-language: TR;mso-bidi-language:AR-SAfont-family:";font-size:10.0pt;" >‘Borsalar’<span style="mso-spacerun:yes"> </span>seçeneği altında çok çeşitli gruplamalar arasından seçim yapabilirsiniz.</span><br /><img 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" 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" alt="" /><br /><br /><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style> <![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10pt;" >‘İMKB Pazar Kodları’<span style="mso-spacerun:yes"> </span>seçeneği altında İMKB Pazar Gruplarına göre seçim yapabilirsiniz.<br /></span><img src="data:image/png;base64,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" alt="" /><br /><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style=" ;font-family:Tahoma;font-size:10.0pt;" >‘İMKB Varantlar ve İMKB Gruplar’<span style="mso-spacerun:yes"> </span>seçeneği altında İMKB Varantlarını seçebilir, ya da hisselerin gruplarına göre seçim yapabilirsiniz.</span><br /><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPsAAAB+CAIAAABtbfCaAAAHEklEQVR4nO2dUWLjKgxFvdj5mV1lb9lAVtD3PtpJCRKXC8hObN3z5WAhBBy7dZu020OITGzvLkCIQ5HxIhcyXuRCxotc/Bh/K3hvQetcaS6Wa8/uALbvtftbgFdzK4ipICjP458N/FwexXTmKixPVWGB8/pmYqdalbinykawLNsrKzNqVeXWDLoMlbF9r91XwbMlqqxOBUGr9rQhfC7AGECsDSuzY4xvLUV37oHTBAXjLsPGfxnu9/tJjZ+ey1CF7zJ+bnbVzbh86RrzXuPH9J3oYhcRLyW4GVRLiVfcvc2AXpiWEPxcqvZWha3Z2VMh8wqZHTYeO80b706TWSi3MNvuKkQu9UvfiXV0K6iOgS6tyG47YM6JR2M13UrcmO7EQcDes3MrcRWxHe2yuGdbAeClraHKDLLxS9qS8BF1j2fKqiYGLtAjjXfnYitp7SJj/Mq8VmZHGm9LAnsH6ncvg+oYrwNZDF7zllq/XQ4wnonsZsDEGu+eGp043tchQownD8AxqJ9cnPIYZOY7kgq9nAp5cmUGmy6XZPHJdWIuTPD6vNZnNyp6iPFDt+qhYlaNv9/v36tWLiLzja+dUtlYDW9fPhvLLm47ye12G52LLZuZiz1wg7sBe88OjNg69Vx5d1lw/Xb77MTx/rrFPLw9GlXopW+5duWaurP6cK40F8u1Z3cYP+6Xd473FrTOleZiufbsDmDmK6wQ50XGi1zIeJELGS9yIeNFLmS8yIWMF7n4MV6fJRNJmPnUX3WAT7V+A+x2BC0rxGazaQOXggzgaxMV85/6Y7bZ3W/bdyfjQakh7LEUtmWueBnfYv69k+6be8oYsHN4m6N260jjd1qK9dpExe/747/3qSs9uc2jToNbYCuzPdUqA3RhXGx9g3HAUlTt9vopZ21XA0w57SWxlbqX0h//WTL3uGrEp9za3F6tbK5MrcL2XgogcbfI7pRlfLDxj7Yf9hTuVW58lQScsvXgLqBvS9CdlgKPgmeK628lScXSdzX8ATiuGnGX6V3vdmEGciNHD8Cx27JiPLmAqVh6cu0edBtbyVtdDjAelMq7uLIU1VmcXMaPMvOpv+qge+q51uWXV5y8bHG/KHdPVUN3u4AyWmXvtxRuke6V0ErYnXJe40vL9Vmyk5JW3wl+VkqfJTs1Mp5HKyVyIeNFLmS8yIWMF7mQ8SIXMl7kYrsJkYntrxCZaP79eCFOwX0QGS/OTfWuMMztdpPx4tzg/w9QIePF6ZHxIhcyXuRCxotcyHiRi8r4zUPGi+tg7/Et3WW8uALudzWtjxHLeHF6un9mRsaLS6EnV5ELGS9yIeNFLmS8yMX9fh/7RMi7CxZiieFPhIy+oV6IU6N7vMjF9keITOgeL3Ih40Uuti/z/3B+z5l2JhLHPJksly4pir3zi4MJNh74wVwV/XIPMT6kVPGZ9I2v9r57/26OFKTRATrK+AsTbDwaaX/j7YXXeum2uL3I7nNzEcdDGe9q4UaikXpJ2IrbxtsYMqAK7g7RzS8+lmDjwfYzpro5+eFsnVUMDuga380vPp+BG+FQJIjBYVTRnvET7sY2ilMQbPxizEDdJoOMFwyUFr/RXCSw5Imbc6Bur5cdwh2rFUCKDvKLz0e7JXIh40UuZLzIhYwXuWB/AtNqse04xj65TtbdSzI9nB5Gr02w8UAX5qoYqBtmqM4ODSfjrw31O1f3pRtJWrhoVXe4lfwy/toEG49G+gzjy45uSdsr4cWL90IZ70rgRqKReknYign5XH1xd+YywIOKUxBsPFBhVJpWwiHjcRcZn5Dg99UAG6Kk4a/A7tAyPiHBxi/G9Ms1Hd1UdizGcsZ4cJmJU4BuYFgvEAnsscYMCUQab4fDpVrjW3XK+LOjnRO5kPEiFzJe5ELGi1ywP4Fptdh28lFyvmIuz/RwejC9NsHGA12Yq4KqmL66umV384vrQf3O1X3pRnZvuvZ4uOJx46fzi+sRbDwa6TOML0t1U22vxBYv3g5lvCuBG4lG6iVhKybyuPpWp1rHfKM4I8HGAxVGpWklZPJU7TJePAl+Xw2wIUoaGS9WCDZ+MYaqeGosxnLG+CqbOB3oBma3lowE9lhjRgVq5cFhuFRrfKtOGX92tHMiFzJe5ELGi1zIeJEL9icwrRbbjmNCnvyYVNPD6cH02gQb31UQ56Eq9n6EMhFD5hcXg/qdq/vSjQSu7GT8dMwefcXnE2w8GukzjC9LdUvaXoktXryd4PfVoJF6SdiKR4zn3WUuA74A8bEEGw9UGJWmlXDIeDy0jE9I8PtqgA1R0sh4sUKw8YsxVMVtm8FYjOWM8VU2cTrQDcxuLRkJ7LHGTAjUSgVicKnW+FadMv7saOdELmS8yMX2nxCZkPEiFzJe5ELGi1zIeJELGS9yIeNFLmS8yIWMF7mQ8SIX/wMIPKycnA+3qgAAAABJRU5ErkJggg==" alt="" /><br /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Son<br /><br /><br /><br /><br /></span> <p class="MsoNormal" style="margin-left:45.0pt;text-align:center" align="center"><br /></p><br /><br /><br /><br /><br /><br /><br /><br /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br /></span><br /><br /><br /><br /><br /><br /><span style="font-size:85%;"><span style=" ;font-family:arial;font-size:10pt;" ><br /><br /><br /><br /></span></span><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} </style> <![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]--><span style="font-family:Tahoma; mso-fareast-Times New Roman";mso-ansi-language:TR;mso-fareast-language: TR;mso-bidi-language:AR-SAfont-family:";font-size:10.0pt;" ></span><br /><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:hyphenationzone>21</w:HyphenationZone> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> </w:Compatibility> <w:browserlevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:latentstyles deflockedstate="false" latentstylecount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Normal Tablo"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:10.0pt; font-family:"Times New Roman"; mso-ansi-language:#0400; mso-fareast-language:#0400; mso-bidi-language:#0400;} </style> <![endif]-->ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com0tag:blogger.com,1999:blog-1616576716766601001.post-14650195868954137582011-12-20T18:03:00.007+02:002011-12-20T18:16:56.200+02:00Grafik Verilerinin Tamamlanması<span style="font-family:Times New Roman;font-size:100%;"><span style="font-size:12pt;"><span style="font-family:arial;font-size:85%;">Matriks programının kapalı olduğu zamanların 'Data' sı eksik kalacaktır. Bu datalardan Grafik Verisini tamamlamak için 2 yöntem kullanabilirsiniz:<br />1)</span></span></span><span style="font-family:Arial;font-size:85%;"><span style=" ;font-family:Arial;font-size:10pt;" ></span></span><span style="font-family:Arial;font-size:85%;"><span style=" ;font-family:Arial;font-size:10pt;" > Grafik verilerini pratik olarak grafik bazında tamamlayabilirsiniz. Grafiğin sağ alt köşesinde bulunan, aşağıda göreceğiniz yeşil yükleme butonu ile</span></span><span style="font-family:Arial;font-size:85%;"><span style=" ;font-family:Arial;font-size:10pt;" ><br /></span></span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFMAAAAeCAIAAADfFrXlAAACPklEQVRYhe2WoY7jMBCGC/dVDPMaB+cViiLDwqWFgYYBJYYDDSMdCjQ0NDlgaIOTTFaaA5PLZrPdNm1zzSnZX0NqTTz+7Pnt7nabVEpp6SUspG/y7embfHtahpzuVVmWc61hMfJft+t0Oq2EPEaKkXKmnN9PNf/94QYKIWiN6yEPgULo4GOM2tcyKg4kzMP9IDLGrJDcOVdoEJUQlSg0QADmd9Gtmdz7KCqx19IY07at1ggSRCUYvj/5VZF7TyGQVEqhGRo+ZzoejwyPhNrXSLg2cudIoeEt4M7nLQghiEpw20MAY82qyJ0jawkqkFEZ63r4uq7Z7V0gxBgRu7t9yps/JWdhcoVmeKsxf2MsSBCHbnyvZc6EuunJr775U3IWJgcpCw0cfM85l/nwDbbMb6z5TP7zo3jalNIwhwdHmX1OSmlXluWtf6ce9BuvzDTh5dC9ZIUGhcY5co68J3a+94S64b34iryf8gtyGvGfIb/qjV6P3zS8MlW3IKV8VS8HUWjQvraWGJ75bRv6LtA1jsgHzHSRnIb858nTNM1F3jTUNGQtgZQMz1a3bTDWKTR9I3g/Jv9INYV8nHOJnPP+NXnTkGkC/IBh57PtpVLWEjeCUuNu7yeb/8w5+wnkHPJVCdgXIMRBgJSqbhmb4zP5nD5/8pkjEseQHzH2LugHL5DPcLc/3+cTy43qXv52es47+ekWPU5+U7lh3avfTszpyO/QI+T3VZxXKaXzZt6Cdr/z2zZjd5/lVqD/wnWL6A/aERgPopBnZAAAAABJRU5ErkJggg==" alt="" /><span style="font-family:Arial;font-size:85%;"><span style=" ;font-family:Arial;font-size:10pt;" > 'Grafiğin ait olduğu sembolün' verilerini tamamlayabilirsiniz.<br />2) Çoklu sembol için</span></span><span style=" ;font-family:Tahoma;font-size:10pt;" > Grafik Verilerini Tamamlama :</span><span style="font-family:Arial;font-size:85%;"><span style=" ;font-family:Arial;font-size:10pt;" ><br />Matriks butonu altındaki menülerden Ayarlar altında ‘Grafik Verilerini Tamamla’ menüsünü tıklayınız. </span></span><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />‘Grafik Verisi Tamamlama’ penceresi açılır.</span><span style="font-family:Tahoma;font-size:10.0pt;"></span><span style=" ;font-family:Tahoma;font-size:10.0pt;" > Öncelikle, verilerinin yenilenmesini istediğiniz finansal enstrümanları içeren bir <span style="mso-spacerun:yes"> </span>portföy tanımlaması yapmalısınız.</span><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br />Eğer tanımlı bir portföy var ise üstte Portföyler adı altındaki boşlukta görünecektir. Bunun üzerine tıkladığınız takdirde seçmiş olursunuz ve Portföy ayarları kısmına bu isim ve Aktarılacak Hisse senetleri kısmına da, bu portföyün içeriğindeki finansal enstrümanlar listelenir.</span> <p class="MsoNormal" style="margin-left:18.0pt;text-align:center" align="center"><img 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" alt="" /></p> <p class="MsoNormal" style="margin-left:18.0pt"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIEAAAAXCAIAAACj/btZAAABEElEQVRoge2USRLFIAhEvf9p/xH+LmVsaJEMkJJepZApPqH9StFq0Q2UikEC7cigtVx/naubPWVi0M46jL2Dtd45iT3KfYoOvjnAJHgnPi0EXx9hH7altBf97Ueip5PuguutDG7UvgzwUfeDKU6o1iJOtLj3tPz9x2A/nMU2xAVLsk3/xbeXbmYwHIkY8Lq1PINFy8+jSOe8ND9Cflr4VG8zwPB2lhhlZKDl8THgXRFaq0rBgBea5ufkSOfG0fkAA/LupthEY4Zd9A0GP7h9yxz0002Mg8XCQIvCNtBfexx8F/Fwuzzc3pHvTWUrYVGKJlA4Kw9VebqERSma2FzFIF7FIF7FIF7FIF7FIF7FIF5/IBTQBOh0AJ8AAAAASUVORK5CYII=" alt="" /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><span style="mso-spacerun:yes"> </span>butonu ile seçimlerin hepsini silip, tekrar seçim yapabilirsiniz.</span></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10pt;" > </span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF8AAAAWCAIAAAApedcGAAAAi0lEQVRYhe3WOxKAIAyE4b2ut/JuXiA30MJGMJuOR2C/zgyF/DKMMOFwC4dLOIw+vFPLWgfo8eZZ6/QxoM7/s78TlNzFbN7IXHXcxd/5+nWs3Fu84R3rmHdeWB3zoixex7w7pbp0THXYYzVkmZpKU8fKO0h16uHudfS/k4nqRFQnojoR1YngFA6HcA94T0r7HzGOsQAAAABJRU5ErkJggg==" alt="" /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><span style="mso-spacerun:yes"> </span>Butonu ile, Pencerenin portföy ayarları kısmı, yeni bir portföy tanımlayabilmeniz için boş olarak<span style="mso-spacerun:yes"> </span>kalır. Bu menüyü ilk tuşladığınızda da, pencere bu hali ile gelecektir.</span></p> <p class="MsoNormal" style="margin-left:18.0pt;text-align:center" align="center"><span style=" ;font-family:Tahoma;font-size:10pt;" > </span><img src="data:image/png;base64,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" alt="" /></p> <p class="MsoNormal" style="margin-left: 18pt;"><span style=" ;font-family:Tahoma;font-size:10pt;" > Yeni bir portföy oluşturmak için :<br /></span></p> <p class="MsoNormal" style="margin-left:18.0pt"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGUAAAAYCAIAAABsoqSHAAAA3UlEQVRYhe2WQQ6FMAgFe93eqkfsEf7CmBgoFIR+q3mzMpUCjqKWDmy01mqt5ek2XgN8+YAvH/DlA758RH2Vk8Segsn1+GCrIV/X2sE++PbE5Imk+Qqi+9qHJb7IHB0HZLJ4DMlmTK6X46WfnEfeax/N0fBieMzt5MMVLkgpZCft+0ieFHJ7SZgeczs5KcH3TgtNWeJLOtXlpu2+phv39TWcFPvISCspyXf01YVfJLIoXbnybrInl8pt6msTghbsfMEXfwbX8QVf/wS+fMCXD/jyAV8+4MsHfPk4fP0AYye1UaXKEH0AAAAASUVORK5CYII=" alt="" /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><span style="mso-spacerun:yes"> </span>butonu ile verilerini güncellemek istediğiniz finansal enstrümanları seçmelisiniz.</span></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" >‘Senet Seçim Penceresi açılır ve buradan seçiminizi yapabilirsiniz. <b style="mso-bidi-font-weight:normal"><span style="background:lime;mso-highlight:lime">Bakınız Sembol seçimi </span></b></span></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10pt;" > </span><img src="data:image/png;base64,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" alt="" /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><span style="mso-spacerun:yes"> </span>kısmına portföyünüze vermek istediğiniz ismi yazınız.</span></p> <p class="MsoNormal" style="margin-left:18.0pt"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFoAAAASCAIAAABUwV5UAAAAiklEQVRYhe2Wyw3AIAxDvf8UHTEj9IZwG6IcUqjA7wSkAvzoDyY6sHoD/0I6iBk6ALjtuNRG2jiYT7b6xaTPNbo8o1JQDQyWM09HJq3b3lCHmyE4/OTzVc4yHfnAG+qwMNWJOuylYPSZOEWHDe4U95pkt5bZOqz6VVKL/koJ6SCkg5AOQjoIXKLjBqJPrlEp+7jmAAAAAElFTkSuQmCC" alt="" /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><span style="mso-spacerun:yes"> </span>butonu ile bu portföy de, üstteki portföyler penceresi altında yerini alır.</span></p> <p class="MsoNormal" style="margin-left:18.0pt;text-align:center" align="center"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALQAAABICAIAAADQ/0gHAAAC3ElEQVR4nO2bXXLjIBAGdaecKkfaN9/NF/AN2IdkFcLMNyB7+Uu6a8pFkDRCoYOwgo4HgOCY3QBYF+QASUWO4zvXUh/H+ZnXuLvBgtTlCH4M9m/vcuRYFuQAyZNyFDeas2wL7s55oZoTZnHcPL42e3MOO41QHd+ys5qa5DVuI6E3x+12S4ain0qh+shRWJgfaFsIA/iUwxowXo6WU8NIJsjxMDOSOCfM4hk5HnqO+RCdXcwuA2PcnDCFihy9zkrH78BoOfiCuhFzRg7YAuQACXKABDlAghwgQQ6QIAdIkAMkyAES5AAJcoDkshx91x7BKFSnX1js48rxDptzv98DOe7/eFKO/kvUoCNVOT7KyPEbGSTHcRxFId6UV570+h2AYEU5XEvcY6ErE+Qo+rtwojAAOSaylhzBuJKQYzhzbiv2M2k5mHPMYi05EreVlZg2IW0pBGUYwIpyVCthDCt+lc1/ZM4xEZ6QggQ5QNJXjrc/6SNSSmeZ2CUGyUHsGKNHDjuEuJvyyhN1DcUmu381A+HGinK4lqhjrQdFOc5ABDFBDvs3rfqysWuRo1PEcpxLCQfJEYwrQdciR6cI5MhXE/7n24r9fNNyVGcMyNEpAjlyBslh+4+RY2LMkaOx0Ni1yNEpVpSjWlkEcnSKeEJ6Mvo5R961J+oa7IHF/tUMhBt931uZfnnEK8Hjc0IG/5UFCXKAZNxKMLumS60ljl9QsDkvnaU4kbvMzK1vaZVqwKbr2YaOHMHK8nRRjuqC05ZjW5I83SpVuZEfi8phx4M4VVypsiFHDHI4Z1etqp4OOUbI4X7abG7H20qVLdhftSpof5DQrV+fjeVQB7pblRzVJIwcK8rhFlxa5KimRQ7LrnK09OultMhhmSlHarvruzX5sW62lk5VUwHVqqK+pcY2ADl4QvoTQA6QIAdIkAMkyAGSvu+tTL44eI2+763Mvjp4ib6rz2dfHbxEoxx/AaJD7FWbtte7AAAAAElFTkSuQmCC" alt="" /></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10pt;" > </span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFMAAAASCAIAAACo1HWeAAAAYUlEQVRYhe2UuQ3AMAwDuf+aWUAjpDLgB4grUQFOVxlqyCtoPVQUVOrNpZoO9eZVuM01mC/bw9TEGvYpTDE/j23uKuMMC+zOl2DUzpdglDn3b4/bzmfSm2QH/JY259HmPF7ntu2d1vmLrwAAAABJRU5ErkJggg==" alt="" /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><span style="mso-spacerun:yes"> </span>butonu ile, Portföyler penceresi içinde listelenen portföylerinizden, üzerine tıklayarak seçtiğiniz Portföyü silebilirsiniz.</span></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" > </span><b style="mso-bidi-font-weight: normal"><span style="font-family:Tahoma;font-size:10.0pt;">Verilerin Tamamlanması : </span></b></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Portföyü seçtiğinizde, Portföy adı ve içeriğinin Portföy Ayarları kısmında görüneceğini söylemiştik.</span></p> <p class="MsoNormal" style="margin-left:18.0pt"><img src="data:image/png;base64,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" alt="" /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><span style="mso-spacerun:yes"> </span>Kısmından, verilerini tamamlamak istediğiniz periyodları seçiniz. </span></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10pt;" > </span><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGoAAAAUCAIAAADqaz9xAAAA00lEQVRYhe2USw7DIAxEfd3eqnfrBThCdxGxjT8ZGinVvFUCA4YnQD4EQAYBoD4I6oOo6hPRSdviBoqx+XemuLwLbJn8h/pasS2j7i/RmGKuV69NfU499T1ftONbXd44FtQKhh8zpOuxydXCWqD6bKPqso7cWFDL7XIttJKXn6PTkF7ac6Fe+pW+OJbuJB1uT1NRn8r3hPTSi6NkM8Poi2OrXvtbP1OVZLyXlP6A5sa2XN6/1Te8p9quMo3Vqzz48hIF9UFQHwT1QVAfhLwJgLwIwBf4sgwF4eiZWAAAAABJRU5ErkJggg==" alt="" /><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><span style="mso-spacerun:yes"> </span>tuşuna tıkladığınızda, Matriks Programı eksik verileri tamamlamaya başlayacaktır.</span></p> <p class="MsoNormal" style="margin-left: 18pt; text-align: left;"><span style=" ;font-family:Tahoma;font-size:10pt;" >Pencerenin alt kısmındaki bantta, verilerin tamamlanmakta olduğunu anlayabileceğiniz şekilde, yüklenmekte olan veri bilgisi gösterilecektir.</span></p> <p class="MsoNormal" style="margin-left:18.0pt;text-align:center" align="center"><img src="data:image/png;base64,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" alt="" /></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" >Bu kısımdaki bilgi yükleme tamamlanana kadar sürekli güncellenecektir. Bu işlem internet hızınıza göre biraz zaman alacaktır ( 5-15 dk)</span></p> <p class="MsoNormal" style="margin-left: 18pt;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFgAAAAWCAIAAADLpcx/AAAAqUlEQVRYhe2YUQrEMAhEPaw/3sq7eQFv4P5Y2IS0xWxKt2XeVyI4OEOTQsiBu7sTA2ZmpgAREUEGzMyM7j6b/wKCSJYFQV909eGWWpbrlOef7uyFWjPDtbcGTuu/6FS5JAgvGr6iXgVBbI1zbQOhuoG9O2KJTnn+6c5eCF/EcAIEcbT2orGn/jX2Dmr1LliiU55/ru19IIgEQSQIIiEFqqpKAkREBG+WyQfhPNZYArFMawAAAABJRU5ErkJggg==" alt="" /><span style=" ;font-family:Tahoma;font-size:10pt;" ><span style="mso-spacerun:yes"> </span>Verileri tamamla butonu bu süreç boyunca Durdur butonuna dönüşür. Dilediğinizde veri tamamlamayı durdurup, daha sonra tekrar deneyebilirsiniz.</span></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" ><br /></span></p> <p class="MsoNormal" style="margin-left:18.0pt"><span style=" ;font-family:Tahoma;font-size:10.0pt;" > </span></p>ilhanhttp://www.blogger.com/profile/10790298829561042473noreply@blogger.com1tag:blogger.com,1999:blog-1616576716766601001.post-66882734437899443152011-12-09T10:22:00.001+02:002011-12-09T10:23:49.169+02:00Faiz swap oranları sembolleriMatriks terminalinizden aşağı semboller aracılığıyla faiz swap oranlarını takip edebilirsiniz.<div><br /></div><div><br /></div><div><br /></div><div><span >BNUSD_12M USD-NOK Basis Swaps 12M<br />BNUSD_1M USD-NOK Basis Swaps 1M<br />BNUSD_2M USD-NOK Basis Swaps 2M<br />BNUSD_2Y USD-NOK Basis Swaps 2Y<br />BNUSD_3M USD-NOK Basis Swaps 3M<br />BNUSD_4M USD-NOK Basis Swaps 4M<br />BNUSD_5M USD-NOK Basis Swaps 5M<br />BNUSD_6M USD-NOK Basis Swaps 6M<br />BNUSD_9M USD-NOK Basis Swaps 9M<br />BNUSD_SN USD-NOK Basis Swaps SN<br />BNUSD_TN USD-NOK Basis Swaps TN<br />DDEUR_10M EUR Domestic Deposits 10M<br />DDEUR_11M EUR Domestic Deposits 11M<br />DDEUR_12M EUR Domestic Deposits 12M<br />DDEUR_1M EUR Domestic Deposits 1M<br />DDEUR_1W EUR Domestic Deposits 1W<br />DDEUR_2M EUR Domestic Deposits 2M<br />DDEUR_2W EUR Domestic Deposits 2W<br />DDEUR_3M EUR Domestic Deposits 3M<br />DDEUR_4M EUR Domestic Deposits 4M<br />DDEUR_5M EUR Domestic Deposits 5M<br />DDEUR_6M EUR Domestic Deposits 6M<br />DDEUR_7M EUR Domestic Deposits 7M<br />DDEUR_8M EUR Domestic Deposits 8M<br />DDEUR_9M EUR Domestic Deposits 9M<br />DDEUR_DW EUR Domestic Deposits DW<br />DDEUR_ON EUR Domestic Deposits ON<br />DDEUR_SN EUR Domestic Deposits SN<br />DDEUR_TN EUR Domestic Deposits TN<br />E5EUR_10M EURIBOR Fixing (Act/365) 10M<br />E5EUR_11M EURIBOR Fixing (Act/365) 11M<br />E5EUR_12M EURIBOR Fixing (Act/365) 12M<br />E5EUR_1M EURIBOR Fixing (Act/365) 1M<br />E5EUR_1W EURIBOR Fixing (Act/365) 1W<br />E5EUR_2M EURIBOR Fixing (Act/365) 2M<br />E5EUR_2W EURIBOR Fixing (Act/365) 2W<br />E5EUR_3M EURIBOR Fixing (Act/365) 3M<br />E5EUR_3W EURIBOR Fixing (Act/365) 3W<br />E5EUR_4M EURIBOR Fixing (Act/365) 4M<br />E5EUR_5M EURIBOR Fixing (Act/365) 5M<br />E5EUR_6M EURIBOR Fixing (Act/365) 6M<br />E5EUR_7M EURIBOR Fixing (Act/365) 7M<br />E5EUR_8M EURIBOR Fixing (Act/365) 8M<br />E5EUR_9M EURIBOR Fixing (Act/365) 9M<br />EBEUR_10M EURIBOR Fixing (Act/360) 10M<br />EBEUR_11M EURIBOR Fixing (Act/360) 11M<br />EBEUR_12M EURIBOR Fixing (Act/360) 12M<br />EBEUR_1M EURIBOR Fixing (Act/360) 1M<br />EBEUR_1W EURIBOR Fixing (Act/360) 1W<br />EBEUR_2M EURIBOR Fixing (Act/360) 2M<br />EBEUR_2W EURIBOR Fixing (Act/360) 2W<br />EBEUR_3M EURIBOR Fixing (Act/360) 3M<br />EBEUR_3W EURIBOR Fixing (Act/360) 3W<br />EBEUR_4M EURIBOR Fixing (Act/360) 4M<br />EBEUR_5M EURIBOR Fixing (Act/360) 5M<br />EBEUR_6M EURIBOR Fixing (Act/360) 6M<br />EBEUR_7M EURIBOR Fixing (Act/360) 7M<br />EBEUR_8M EURIBOR Fixing (Act/360) 8M<br />EBEUR_9M EURIBOR Fixing (Act/360) 9M<br />EGTRY_12M TRLIBID/TRLIBOR Fixing 12M<br />EGTRY_1M TRLIBID/TRLIBOR Fixing 1M<br />EGTRY_1W TRLIBID/TRLIBOR Fixing 1W<br />EGTRY_2M TRLIBID/TRLIBOR Fixing 2M<br />EGTRY_3M TRLIBID/TRLIBOR Fixing 3M<br />EGTRY_6M TRLIBID/TRLIBOR Fixing 6M<br />EGTRY_9M TRLIBID/TRLIBOR Fixing 9M<br />EGTRY_ON TRLIBID/TRLIBOR Fixing ON<br />BSTRY_10Y TRY-USD Basis Swaps 10Y<br />BSTRY_12M TRY-USD Basis Swaps 12M<br />BSTRY_15Y TRY-USD Basis Swaps 15Y<br />BSTRY_20Y TRY-USD Basis Swaps 20Y<br />BSTRY_2Y TRY-USD Basis Swaps 2Y<br />BSTRY_3Y TRY-USD Basis Swaps 3Y<br />BSTRY_4Y TRY-USD Basis Swaps 4Y<br />BSTRY_5Y TRY-USD Basis Swaps 5Y<br />BSTRY_6Y TRY-USD Basis Swaps 6Y<br />BSTRY_7Y TRY-USD Basis Swaps 7Y<br />BSTRY_8Y TRY-USD Basis Swaps 8Y<br />BSTRY_9Y TRY-USD Basis Swaps 9Y<br />CSTRY_10Y TRY-USD Currency Swap (Ann/3Mo) 10Y<br />CSTRY_12M TRY-USD Currency Swap (Ann/3Mo) 12M<br />CSTRY_15Y TRY-USD Currency Swap (Ann/3Mo) 15Y<br />CSTRY_20Y TRY-USD Currency Swap (Ann/3Mo) 20Y<br />CSTRY_2Y TRY-USD Currency Swap (Ann/3Mo) 2Y<br />CSTRY_3Y TRY-USD Currency Swap (Ann/3Mo) 3Y<br />CSTRY_4Y TRY-USD Currency Swap (Ann/3Mo) 4Y<br />CSTRY_5Y TRY-USD Currency Swap (Ann/3Mo) 5Y<br />CSTRY_6Y TRY-USD Currency Swap (Ann/3Mo) 6Y<br />CSTRY_7Y TRY-USD Currency Swap (Ann/3Mo) 7Y<br />CSTRY_8Y TRY-USD Currency Swap (Ann/3Mo) 8Y<br />CSTRY_9Y TRY-USD Currency Swap (Ann/3Mo) 9Y<br />FRTRY_12MX15M TRY FRAs 12MX15M<br />FRTRY_15MX18M TRY FRAs 15MX18M<br />FRTRY_1MX4M TRY FRAs 1MX4M<br />FRTRY_2MX5M TRY FRAs 2MX5M<br />FRTRY_3MX6M TRY FRAs 3MX6M<br />FRTRY_6MX9M TRY FRAs 6MX9M<br />FRTRY_9MX12M TRY FRAs 9MX12M<br />IBTRY_10Y TRY Int Rate Swap (Ann/3mo) 10Y<br />IBTRY_12M TRY Int Rate Swap (Ann/3mo) 12M<br />IBTRY_2Y TRY Int Rate Swap (Ann/3mo) 2Y<br />IBTRY_3Y TRY Int Rate Swap (Ann/3mo) 3Y<br />IBTRY_4Y TRY Int Rate Swap (Ann/3mo) 4Y<br />IBTRY_5Y TRY Int Rate Swap (Ann/3mo) 5Y<br />IBTRY_6Y TRY Int Rate Swap (Ann/3mo) 6Y<br />IBTRY_7Y TRY Int Rate Swap (Ann/3mo) 7Y<br />IBTRY_8Y TRY Int Rate Swap (Ann/3mo) 8Y<br />IBTRY_9Y TRY Int Rate Swap (Ann/3mo) 9Y<br />NYTRY_12M TRY Implied Yield 12M<br />NYTRY_1M TRY Implied Yield 1M<br />NYTRY_1W TRY Implied Yield 1W<br />NYTRY_2M TRY Implied Yield 2M<br />NYTRY_2W TRY Implied Yield 2W<br />NYTRY_3M TRY Implied Yield 3M<br />NYTRY_3W TRY Implied Yield 3W<br />NYTRY_6M TRY Implied Yield 6M<br />NYTRY_9M TRY Implied Yield 9M<br />NYTRY_ON TRY Implied Yield ON<br />NYTRY_TN TRY Implied Yield TN<br />EPEUR_12M EUREPO Fixing (Act/360) 12M<br />EPEUR_1M EUREPO Fixing (Act/360) 1M<br />EPEUR_1W EUREPO Fixing (Act/360) 1W<br />EPEUR_2M EUREPO Fixing (Act/360) 2M<br />EPEUR_2W EUREPO Fixing (Act/360) 2W<br />EPEUR_3M EUREPO Fixing (Act/360) 3M<br />EPEUR_3W EUREPO Fixing (Act/360) 3W<br />EPEUR_6M EUREPO Fixing (Act/360) 6M<br />EPEUR_9M EUREPO Fixing (Act/360) 9M<br />EPEUR_TN EUREPO Fixing (Act/360) TN<br />HKUSD_10Y USD Treasury Constant Maturities 10Y<br />HKUSD_12M USD Treasury Constant Maturities 12M<br />HKUSD_1M USD Treasury Constant Maturities 1M<br />HKUSD_20Y USD Treasury Constant Maturities 20Y<br />HKUSD_2Y USD Treasury Constant Maturities 2Y<br />HKUSD_30Y USD Treasury Constant Maturities 30Y<br />HKUSD_3M USD Treasury Constant Maturities 3M<br />HKUSD_3Y USD Treasury Constant Maturities 3Y<br />HKUSD_5Y USD Treasury Constant Maturities 5Y<br />HKUSD_6M USD Treasury Constant Maturities 6M<br />HKUSD_7Y USD Treasury Constant Maturities 7Y<br />IBUSD_10Y USD Int Rate Swap (Ann/3Mo) 10Y<br />IBUSD_12M USD Int Rate Swap (Ann/3Mo) 12M<br />IBUSD_12Y USD Int Rate Swap (Ann/3Mo) 12Y<br />IBUSD_15Y USD Int Rate Swap (Ann/3Mo) 15Y<br />IBUSD_20Y USD Int Rate Swap (Ann/3Mo) 20Y<br />IBUSD_25Y USD Int Rate Swap (Ann/3Mo) 25Y<br />IBUSD_2Y USD Int Rate Swap (Ann/3Mo) 2Y<br />IBUSD_30Y USD Int Rate Swap (Ann/3Mo) 30Y<br />IBUSD_3Y USD Int Rate Swap (Ann/3Mo) 3Y<br />IBUSD_40Y USD Int Rate Swap (Ann/3Mo) 40Y<br />IBUSD_4Y USD Int Rate Swap (Ann/3Mo) 4Y<br />IBUSD_5Y USD Int Rate Swap (Ann/3Mo) 5Y<br />IBUSD_6Y USD Int Rate Swap (Ann/3Mo) 6Y<br />IBUSD_7Y USD Int Rate Swap (Ann/3Mo) 7Y<br />IBUSD_8Y USD Int Rate Swap (Ann/3Mo) 8Y<br />IBUSD_9Y USD Int Rate Swap (Ann/3Mo) 9Y<br />ICUSD_10Y USD Int Rate Swap (Ann/6Mo) 10Y<br />ICUSD_11Y USD Int Rate Swap (Ann/6Mo) 11Y<br />ICUSD_12Y USD Int Rate Swap (Ann/6Mo) 12Y<br />ICUSD_13Y USD Int Rate Swap (Ann/6Mo) 13Y<br />ICUSD_14Y USD Int Rate Swap (Ann/6Mo) 14Y<br />ICUSD_15Y USD Int Rate Swap (Ann/6Mo) 15Y<br />ICUSD_20Y USD Int Rate Swap (Ann/6Mo) 20Y<br />ICUSD_2Y USD Int Rate Swap (Ann/6Mo) 2Y<br />ICUSD_30Y USD Int Rate Swap (Ann/6Mo) 30Y<br />ICUSD_3Y USD Int Rate Swap (Ann/6Mo) 3Y<br />ICUSD_4Y USD Int Rate Swap (Ann/6Mo) 4Y<br />ICUSD_5Y USD Int Rate Swap (Ann/6Mo) 5Y<br />ICUSD_6Y USD Int Rate Swap (Ann/6Mo) 6Y<br />ICUSD_7Y USD Int Rate Swap (Ann/6Mo) 7Y<br />ICUSD_8Y USD Int Rate Swap (Ann/6Mo) 8Y<br />ICUSD_9Y USD Int Rate Swap (Ann/6Mo) 9Y<br />IFUSD_10Y USD Int Rate Swap (Semi/3Mo) 10Y<br />IFUSD_11Y USD Int Rate Swap (Semi/3Mo) 11Y<br />IFUSD_12Y USD Int Rate Swap (Semi/3Mo) 12Y<br />IFUSD_13Y USD Int Rate Swap (Semi/3Mo) 13Y<br />IFUSD_14Y USD Int Rate Swap (Semi/3Mo) 14Y<br />IFUSD_15Y USD Int Rate Swap (Semi/3Mo) 15Y<br />IFUSD_20Y USD Int Rate Swap (Semi/3Mo) 20Y<br />IFUSD_25Y USD Int Rate Swap (Semi/3Mo) 25Y<br />IFUSD_2Y USD Int Rate Swap (Semi/3Mo) 2Y<br />IFUSD_30Y USD Int Rate Swap (Semi/3Mo) 30Y<br />IFUSD_3Y USD Int Rate Swap (Semi/3Mo) 3Y<br />IFUSD_4Y USD Int Rate Swap (Semi/3Mo) 4Y<br />IFUSD_5Y USD Int Rate Swap (Semi/3Mo) 5Y<br />IFUSD_6Y USD Int Rate Swap (Semi/3Mo) 6Y<br />IFUSD_7Y USD Int Rate Swap (Semi/3Mo) 7Y<br />IFUSD_8Y USD Int Rate Swap (Semi/3Mo) 8Y<br />IFUSD_9Y USD Int Rate Swap (Semi/3Mo) 9Y<br /></span><br /></div><div><br /></div>Oğuz.http://www.blogger.com/profile/01077235360641284094noreply@blogger.com0