Son yorum ve kaçış. (5 dk grafik üstünden)
14:50 barında yukarı hareket devam edecekse, hareket başlamalı.
Kısacası bence bu bar yukarımı yoksa aşağıya devam mı garar noktası.
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Son yorum ve kaçış. (5 dk grafik üstünden)
14:50 barında yukarı hareket devam edecekse, hareket başlamalı.
Kısacası bence bu bar yukarımı yoksa aşağıya devam mı garar noktası.
eyyy sazangral geldiysen masada 3 kere ew say...patron tercihen boğasal ve sazanik bir analiz olsun ..üühühü..longuz gururluyuz ama mutlu da olabilecekmiyiz noktasında bir teşhis koyabilmek için bir tad bir dokunuş pliz
evet stetom arkadaşımıza katılıorum...mümkünse az raning triangle lı olsun...lakin sevmioruz ranning leri..
ayrıca stetomdan dolayı tahtayı da göremiorum sayın sazan...ha bi de derste çok konuşturuo,not alamıorum..:)
ehmm..patron koşulalr değişti..ayuyuz guruluyuz şeklinde
[IMG]http://i53.tinypic.com/2lx6rg2.png[/IMG]
[IMG]http://redaktion.boerse-go.de/cms/gallery/0000031767.jpg[/IMG][IMG]http://www.voborsa.com/forum/data:image/png;base64,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[/IMG]
[IMG]http://redaktion.boerse-go.de/cms/gallery/0000031794.jpg[/IMG]
[quote=dede2;369048][IMG]http://i53.tinypic.com/2lx6rg2.png[/IMG][/quote]
Saygıdeğer Dedepatron,
Patron günlük graftaki NUNU yada PUPU ların a) Çalışıp çalışmayacağı b)çalışacaksa da çalışmadan önce ne kadar derinleşeceği, hususları her zaman gridir.. ki o grilik hem de günlük periyotta bir kaç MC ye denk gelebilir.. O yüzden ben nu ve pu lara sadece kısa periyotlarda 15 dk bakıyorum.. bence...
astatin patron macd yükselen trende aşağı kırarsa pozitif uyumsuzluk biter..düşüş derinleşir.çünkü endeks yeni dibe giderse macd yükselen trende yapışmış durumda anında sat verir.
Artık ew ciler son kozlarını oynuyor..yukarı hareketler eylül ekim gibi bitecek..obsidyen patronun üçgenide bizi eylüle kadar yukarı taşıyabilir.
Sessizlik, sessizlik, sessizlik. :)
İmddiiii efenim,
Interbank dolar (yani meali matriks'cesi, IB_ORT), 1.745-1.75 seviyesine çıktığında doların tansiyonu düşecek diye düşünüyorum. Meali Ew'cesi 4. dalgaya girecektir. Sonrada son bir tepe daha yapmaya çalışacaktır.
Bu bilgilerin çalışacağını düşünürseniz ve Pala olsaydınız, What would you do ? Haaa. :)))
1.80 güm aşagımı?
Şüphesiz düşüncenizi yazabilirsiniz, ama benden cevap beklemeyiniz lütfen.
Sadece dolar artışının stabilize olacağı bölgeye yaklaştığımızı (dabi ki sayım ve öngörüler dogru ise) düşünüyorum.