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o da bir önceki 108950 tepesine daha 116900 var ondan sonra bilmem anlatabildimmi,...
burada sadece şu olabilir gerçek tepe 108950 ise yani 116900 aslen bir yanılgı ise,....bir tek o etkiler,
yok tepe 116900 ise 108950 den 116900 e kadar short baskı kalkmaz,..
ben ne diyorum baskın yükseliş,...boğa demiyorum ki,...
yani dxy sabit kalmak üzere, 80.701 gold ve emtiya yükselişi yaşanacaksa sp düşüşünün kazası belasız atlatılmasını tek bu sağlayabilir,
aksi ne şelale,..
kaç puvandır şelale,...başladığı yerden,
17000 puvan,...2000-3000 de yanılma koy,
hani 84000 mü yoksa 82000 mi tarzında portföyünü ku sonra ,
yok bir bölümünü short gelip sonra başalrsın, yok pas geçip bir yerden alımamı geçersin gibi,..adamına göre,
ama burada bu sonra,..
gold yükselirse senin kurun söner,...agresifliğini bir süre kaybeder,
o zamn dersinki MC BANK niye madem müdehale etti, sonra bir dah saorarsın, sonra bulursun,...
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üstad ben short tarafındayım ve daha da süreceği kanaatindeyim
bu 17000 puanı ben 84850 den aldığımı varsayıyorum
benim tahminim ilk en kötü rakamımız 68-70 arası olacağıdır
2 alternatifim var bu konuda
ya bu dip (A) OLACAK
yada bu dip c.3 olup 4 için yükselip bu dibi yeniden delecektir
bakalım nolacak
pazartesi endeksin mevsimselliğini vereceğim
normalde şöylr hatırlıyorum
25 şubata kadar düşer
mart iyi geçer
nisanın başında bir düşüş gelip ardından 2. haftası alım gelir sonra mayıs sat git başlar idi
neyse pazartesi bakarım duruma
ama martın iyi geçtiğini hatırlıyorum herseferinde
yani şubat sıkıntılı geçeceğe benziyor yine
bu da 2.sayım olan c.3 ardına 4 ardına 5 i destekliyor gibi
passat
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[quote=polo;442407]Hocam altında agresif harekeler yaşıoruz ancak 1550 atında da tutmuyorlar fazla, sanırım sizin dediğiniz en azından 163x u görmeden ciddi bi aşağı salınım olmayacak[/quote]
[quote=indregandi;442408]valla polo süper yazdım ama, bir tuş sayfayı değiştirdi yazılan gitti,..
ama
1614.x
1601.x
1592.x
1582.x
son olarak 1582.x denedi, geçti 1592.x den döndü, bana göre güçlü gold bir güvensizlik sembolü olarak, 1601.x üstinde 1614.x kırmalı,...
ancak görünen o ki, dxy yükselmeden gold direlemiyor,...regülasyon işleri,...ve stokla ters,..işte dün bakın agresif stok bir kez daha bunu ispatladı,...
1614.x ise tam güvensizliğin başlangıç yeri, ama dedik ya bu olursa sakal götürür dxy yi yukarı,..
şöle idi,..dxy sakalın, stok sakalın, gold sakalın deyil demiştik,...
öyleyse para otaritesi çökmeden gold güvensizlik unsuru olarak çalışamaz,..otarite ise bunu hissederse dxy ye yol verir ve py yi düşürerek kendi dayanak varlığını muhafaza eder,
artık gold sünger deyildir,...güvensizliğin sembolüdür, ve doru olan okuz yerden kovulur, işte kovulmaktadır,
dolayısı ile emtia fiyatında üst sıınır olarak 1470.x ler,...takip edilmelidir,...
et/kemik işleri,...[/quote]
[quote=indregandi;442409]kısaca şu,...
stok bir koalisyona hizmet için yükseliyor,...
golddan koalisyon olmaz, tersine bozar,...
dxy dende koalisyon kısmen olur, ama agresif yükselişi yine bozar,
geriye ne kalıyor, stok,....
başka parite ki, bunu ayakta tutmalılar ki stok yükseliş anlamında yaşayabilsin,..
koalisyon bozulmasın,....
bu nedemek, macro siyaset, başka, para transformasyonu, başka parayı akdeniz emecekti, başka, para bir su (likit)ise suyu su emecekti,..
para nerde basıldı, qe de,...e emilecek,..kaldıracı en yüksek yerlerden,...bunlar stok, evet gold kaldıraç yüksek ama oynayanlar için, diğer türlü dengede tutulmalı,...yoksa bozar,
kimi,...
koalisyonu,...
neyle güvensizlikle,..
işte bir de bunlara rakam kodumu,
1614.x
1601.x
1592.x
1582.x
emtiya başlangıç, 1470.x[/quote]
11 nisan 2013 emtia için [I][B][U]üst sınır[/U][/B][/I] 1470.x demişiz
11 nisan 2013 kapanış fiyatı 1561.x,...ayani daha 1470.x kırılmadan biz bunu sonraki olaylara emtiya üst sınırı vermişiz,...
nitekim 1180.x sonrası ilk bant içi çıkışıda 1430.x se kadar oldu,...ve bu 1430.x tahminimiz o dönemde tuttu,
1296.x saykılından çıkş yaptı,...bir önceki saykıl 1296.x bu arada,...
şimdi dedikki gerçek yükseliş yani boa anlamında olan, geri gelmeyen kalıcı yükseliş için bu oluşacak saykıl sonrası bir saykıl daha bağlamalı ve son bağlayavcağı bu oluşacak olandan 1224.x ten yukarıda kalmalı,...
bir iki gün önce dedik bunu,...
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[quote=indregandi;442499]şöle söyliyim:
kalanda 20 ile 21 hafta sürcek bir döngünün içindeyiz,..
1.döngü bitmiş,...bittiği yer 102250 up,... 108950 bunun kırlışı olmuş,..
bu döngü ise başlayalı 13 hafta olmuş,...muhtemelen range dediğim periyoddayız, buu belli edecek işte 108950 üstünde fiyat okumalarımız olacak,..anlayacağız ki bu range trend, düşüş olacak hissedilir anlayacağızki rangenin bumerangındayız, kafalarımız hayli bölünecek,..short long ayrı gayrı olacak, ve son aykta tükeniş rallisi olacak,..
sağ adam bırakmayacaklar bu tükenişte, rallide...olursa buna dikkat,...
[U][I][B]muhtemelen eylül ayı başında yada temmuz sonunda bir fırtına olay olacak,...ki piyasaları bu olay düşürebilsin,...[/B][/I][/U]
[U][I][B]piyasaların tansiyonu alınabilsin,...[/B][/I][/U]
[U][I][B]yaptığım teknik analizdir, başka bir şey aranmamalı,...geleceğe dönüklük haliylen soru işareti yapıyor, ama döngüler böyle,...[/B][/I][/U]
her dibe .......hafta koyarsanız bunu görürsünüz,...
kaptırmayın paranızı pulunuzu,....bilgi oynar bunu unutmayın,...yüksekliler haliylen baş döndürüyor, ekonomiler bunu gerçeklemiyor,...globun hiç bir yerinde bu yok, bakın ingiliz sallantıda, bilmem kim öyle,...
ama bu iş en temelde bir vurgun ve bu vurgun hep psikolojiye vuruluyor,...ana olay ise transformasyondur, akım bittiğinde,...para evine döner,..
bunun bir karşı çıkışı şu olabilir, globun diğer ülkelerinin ve halklarının artık buna dur demesi,..
bu çok olanaklı deyil,...işte moğalistan borsası 1.5 mil usd işleme dayanmış, her yeri bozkır,..madeni bulmuşlar, şimdi bu madene kazak tişört,...ne varsa dayarlar,...beton çimento,..fayans, çöle bozkıra rezidans,..
eğer bu yoksa yıkım vardır, yeniden yapamak için,...
bu benim bu durumu kanıksadığım anlamına gelmez,..saptama budur,...
saptama transformasyonun wall streete doğru akımının tamamlanması içindir,..
dubai örneğin akmıştır, 80 mil usd ile,..bu iş budur,....ama dubai yerindedir, fakat bu herkesin bu iş sonunda yerinde kalacağı veya son hali ile kalacağı anlamınada gelmez, strateji ve konum söz sahibidir,..
gücünümü artırmıştır, gücünümü tüketmiştir,..yörüngedenmi çıkmıştır, yörüngesindemidir,..
tüzel basar, özel alır,..alana kadar şişirir,...bir para matbaada basıldıktan sonra ertesinde düşerek alınması mümkün deyildir,...para basılır, şişirilir, düşürüldiğinde alınmış olur, aradaki fark kardır, son kalan düşüş ise yaniden basım işidirn ,..basitçe budur, bu bizim proceksiyon kalanımızlada uyum arzetmekte,..kalnlar
aynı yada bir hafta oynuyor ya tam,..
kalın sağlıcakla,[/quote]
bakın bunu nisan 11 2013 te yazmışız,...temmuz sonu bir fırtına
haziran da olmuş,...gezi olayları, 1 ay hata yapmışız,...
erken düştü namıısız şaka değil,...çünkü sadece ben deilim bu tahminleri yapan,..
ben shorttum zaten ve yaralandım gezi düşüşünden,..
hatada şu,...
hani 63 hafta total zaman vardı, boğa olarak ve bunun son 21 haftası düşüştü
42+21=63
bu 42 haftayı tamamlamadan 4 hafta önce indiler,..ama fırtına olay tutmuş en azından,
bakın bu 74050 ye 27.12.2013 te vurdular
o da 6 ocak olacak,...yazdıydık bu nuda geçen gün,...sp yi esas aldılar orada 27.12.2013 sp realizasyonunu 74675 e düşüşte kullandılar,...
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neyse uzatmıyım o nisan aylarına dönülürse gold için yazdığım bu bant ve 75 hafta olayını nisandan bugüne doğru gelirseniz mutlaka bulacaksınız,..çok defa yazmışımdır illaki usandırır gibi,...
daha önce yazdıklarımda global süngerlerde bulunabilir,
şu spek primi
güvensizlik primi
ve emtiya primi ile
dayanak varlık ve ikame varlık konularına atıflar,...
mutlaka bu yazıları bir den çok defa bulursunuz,....
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usta şöyle bir çalışmam var. Buna göre altın en fazla 1325 lere çıkabilir diye düşünüyorum.Siz ne dersiniz.
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[/IMG]
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resim ekleyemedim kusura bakmayın.
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[/IMG]
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Kılıçdaroğlu: Adam gibi adamsan o villaları kim sana verdi açıkla
[URL]http://www.cumhuriyet.com.tr/video/v...di_acikla.html[/URL]
CHP Lideri Kemal Kılıçdaroğlu, Başbakan Erdoğan ve Sümeyye Erdoğan'ın telefon kayıtlarında geçen Urla'daki villaları sordu.
Tayip Erdğanin sit %100 sit alanına izin verdiği karşı çikan valiyi sürdürdüğü yapılan villalardan kendisine villalar verildiği
[URL="http://www.cumhuriyet.com.tr/haber/siyaset/33501/Urla_arsalari_ve_tapeleri_Meclis_te.html"]http://www.cumhuriyet.com.tr/haber/s...Meclis_te.html[/URL]
Urla arsaları ve tapeleri Meclis'te
Başbakan Erdoğan'ın Urla ilçesinde 1. derece sit alanı olan koyu, 3. derece sit alanı haline çevirmeye çalıştığı ve Kaymakam'a baskı yapmak için Erdoğan Bayraktar'a telefon ettiği yeni tapeler ortaya çıktı.
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ustad bu altın gumus rasyosunda ındıkatorlerın baglama noktaları nereleri gösteriyor ?
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pt düşebilir,...
salıdan itibaren,....
9 gün çıkar
3 gün düşer,
17 gün çıkar,
10 gün düşer,
25 gün çıkar,
6 gün düşer,
7 gün çıkar,...
total çıkış 78 gün,.....
haftalık olarak total 16 hafta çıkar,.....
17*5=85
haftalık ya -1 hafta yapar, ya +1 hafta,....
yani ya 16 haftada kalır ki bu durumda 80 gün yapar, bu günlük toplamı 78 ile uyum arzeder,....yada 1 hafta daha geç kalır,..85 gün yapar,....
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[quote=indregandi;468667]pt düşebilir,...
salıdan itibaren,....
9 gün çıkar
3 gün düşer,
17 gün çıkar,
10 gün düşer,
25 gün çıkar,
6 gün düşer,
7 gün çıkar,...
total çıkış 78 gün,.....
haftalık olarak total 16 hafta çıkar,.....
17*5=85
haftalık ya -1 hafta yapar, ya +1 hafta,....
yani ya 16 haftada kalır ki bu durumda 80 gün yapar, bu günlük toplamı 78 ile uyum arzeder,....yada 1 hafta daha geç kalır,..85 gün yapar,....[/quote]
siz şimdi burada şunlara bakacaksınız,...
önce şart,...yani bu çıkışı sağlayacak mantık,...
uzun uzadılarını yazdık
sadece dxy nin 80.701 etrafında bir kaç puvanla dolaşmasını gözlemlemek, bu şart,....
diğer yöndende gelişmekte olan ülkelerde, örneğin tr de nedensiz bir usd realizasyonu gözlemlemek,...bunu merkez başaramadı, ama bu nedensiz durum başarabilir,...zira goldun bu yükselişi de nedensiz olmalı,...nedeni ni burada yazdık ama bu kabul görmeyecektir ,...
bu sürede sp düşüşü sürmeli 10 hafta boyunca daha belki 9 a geçtik,...ayrıca buna paralel,....gelişmekte olanlarda kurlar realizeye girmeli,...dxy ise yerinde saymalı,....