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(#6931) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | péntek, 00:01
ema (150)

link

link

link

pitcairn2
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(#6930) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 23:41
10/20/50-es ema-val sem tűnik rossznak

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pitcairn2
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(#6929) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 23:20
a dollár index is biztatónak tűnik

link

pitcairn2
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(#6928) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 23:15
a sil és az slvp is

link

link

pitcairn2
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(#6927) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 23:13
a hui és a gdx is biztatónak tűnik

link

link

pitcairn2
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(#6926) Re: GDXJ ETF
Értékelés:  0
előzmény (#6925: pitcairn2) | válasz erre | csütörtök, 23:07
vagy legalábbis emelkedés az arany-ezüst arányszámban
pitcairn2
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(#6925) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 23:05
lehet, hogy most inkább aranyrali lesz?

link

gregory mannarino néhány napja vmi naagy ezüstrobbanásról hadrikált, ebből kiindulva kifejezetten logikusnak tűnne egy aranyrali:)

pitcairn2
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(#6924) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 23:02
a 8/20 exponenciális mozgóátlaggal is ígéretesnek tűnik

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megjegyzem ebből a nézőpontból az arany tűnik ígéretesebbnek

pitcairn2
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(#6923) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 14:57
a silj még a gdxj-nél is jobban néz ki

link

pitcairn2
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(#6922) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 14:53
ha az 50/200 napos exponenciális mozgóátlagra gondolsz, akkor az kifejezetten hasznosnak tűnik az arany/ezüst/GDXJ/stb. árak tekintetében

csináltam néhány grafit, amelyen csak a mozgóátlagokat tüntettem fel

gdxj

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gdxj:gold
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arany és ezüst 2010-től
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arany és ezüst 2000-től 2010-ig
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gold:silver
2000-2010
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2010-present
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pitcairn2
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(#6921) Re: GDXJ ETF
Értékelés:  0
előzmény (#6920: mozarto) | válasz erre | csütörtök, 08:12
gou
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(#6920) Re: GDXJ ETF
Értékelés:  -1
előzmény (#6917: pitcairn2) | válasz erre | szerda, 21:04
Szervusz Pitcarn,
Lenne egy kérdésem, támasz szempontból az exponenciális MA mennyire tekinthető megbízhatónak?Az EMA 50/200 DMA ban már 2 napja felette van(GDXJ).Előre is köszönöm.
mozarto
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(#6919) Re: CBOE Silver ETF Volatility Index© (VXSLVCLS)
Értékelés:  0
előzmény (#6918: pitcairn2) | válasz erre | kedd, 20:33
ez meg egyenesen rekordgyanús

CBOE Gold ETF Volatility Index© (GVZCLS)
link

az aranyárral együtt talán még érdekesebb

link
pitcairn2
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(#6918) CBOE Silver ETF Volatility Index© (VXSLVCLS)
Értékelés:  0
válasz erre | kedd, 20:11
CBOE Silver ETF Volatility Index© (VXSLVCLS)
link

rég volt ilyen langyos nyugalom az ezüstpiacon
pitcairn2
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(#6917) Re: GDXJ ETF
Értékelés:  0
előzmény (#6916: mozarto) | válasz erre | 2017. március 18. - 22:04
ítéld meg magad

daily

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weekly
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pitcairn2
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(#6916) GDXJ ETF
Értékelés:  0
válasz erre | 2017. március 18. - 21:46
Heti bontásban a GDXJ inverz H&S még él. célár kb.60$. Ez lehet? Megnézné más is?
mozarto
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(#6915) Re: mire jó a COT?
Értékelés:  0
előzmény (#6914: pitcairn2) | válasz erre | 2017. március 18. - 14:59
talán így kellett volna linkelni

silver COT - 20 years

link

pitcairn2
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(#6914) Re: mire jó a COT?
Értékelés:  0
előzmény (#6912: daxlisgyuszi) | válasz erre | 2017. március 18. - 14:52
köszönet a normális belinkelésért!

az ezüst esetében különben ha a ___20 éves___ opcióra kattintasz egészen extrém rekordszintek láthatók

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közvetlen képet már inkább nem linkelek a barchart-ról, mivel az előző igen durván félrement

(ezúton is sorry ezért a balesetért...)

ha vki különben a COT adatok vizualizációja iránt érdeklődök, itt több tucat termék esetében generálhat grafikonokat

link

pitcairn2
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(#6913) Re: mire jó a COT?
Értékelés:  0
előzmény (#6912: daxlisgyuszi) | válasz erre | 2017. március 18. - 14:47
ez ment volna hozzá:

Gold & Silver Prices - SPECIAL BROADCAST - Commitment of Traders (COT) Report
link

a lényeg kb. a következő:

a sokak által állandóan előszedett COT report:

1. úgy alapjáraton nem mond semmit a közeljövőben várható áralakulásról
2. a rekordszintre növő short és (long) pozíciók pedig inkább pozitív jelnek tekinthetők mint negatívnak

pitcairn2
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(#6912) Re: mire jó a COT?
Értékelés:  -5
előzmény (#6911: pitcairn2) | válasz erre | 2017. március 18. - 12:48
Mit kellene itt látnunk? link
daxlisgyuszi
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(#6911) az előző kommentemet nyugodtan ki lehet törölni
Értékelés:  0
válasz erre | 2017. március 18. - 12:26
az előző kommentemet nyugodtan ki lehet törölni

valami nagyon félrement a barchartos link kapcsán...
pitcairn2
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(#6910) mire jó a COT?
Értékelés:  0
válasz erre | 2017. március 18. - 12:23
COT - 30 éves kitekintés

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pitcairn2
Jelzés a moderátornak
(#6909) Re: Nemsfémek, ahogy én látom
Értékelés:  1
előzmény (#6907: pomperj) | válasz erre | 2017. március 17. - 22:53
Szia pomperj,

Ne haragudj nagyon elfoglalt voltam, vagyok...
Rengeteg megbeszeles, targyalas, talalkozom volt es van...
Ugy nez ki a kovetkezo hetekben is eleg elfoglalt leszek.
Nemesfemek ill. a nemesfem szektor meg mindig remek befektetesi lehetoseget jelentenek...
Rovidebb tavon 3-6 honap alatt azonban ovatosagra intek mindenkit ill. eleg valoszinunek tartom, hogy a szezonalitas miatt ill. a kamatemeles miatt lesz 1 kis volatilitas a szektorban ill. lesznek nehez napok...
akik kisebb pozikkal operalnak es kepesek elviselni 25-30% esetleg meg ennel nagyobb DD-t azoknak remek lehetoseg adodik, hogy a kovetkezo hetekben, honapokban amikor megontik a nemesfemeket ill. banyaszokat olcsobban gyujtogethesenek...

Legyen szep hetveged!
Kisvuk
Jelzés a moderátornak
(#6908) GLD future
Értékelés:  0
válasz erre | 2017. március 17. - 17:08
USD/JPY ma még esett, de jövő héten már fordulnia kellene. Ez GLD nyengülést jelent szerintem a továbbiakban...
Sajtkukac
Jelzés a moderátornak
(#6907) Re: Nemsfémek, ahogy én látom
Értékelés:  0
előzmény (#6905: eurocent) | válasz erre | 2017. március 17. - 12:54
kisvuk,
reg nem neztel be. Hogy latod a tavaszra a gld kilatast es a piacok allapotat?
Epp erre a hetre VL elso helyen ajanlja a Precious Metals sectort;

link

szerintem ilyen nem volt sok-sok eve.

pomperj
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(#6906) Ródium
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válasz erre | 2017. március 16. - 09:06
pistu34
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(#6905) Nemsfémek, ahogy én látom
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válasz erre | 2017. március 13. - 14:28
DX 1M: link
Úgy néz ki dollár felkészült a szerdai napra. Jelen pillanatban azt valószínűsítem, hogy rövidtávon USD esni fog. A legvalószínűbb azonban, hogy 97,5 előtt elakad, majd újból északnak veszi az irányt. De a szaggatott útvonal sem kizárt.
Nemesfémek parallel egy mini fel korrekcióra készülnek. Egyelőre nem számítok nagy rallyra.
eurocent
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(#6904) Re: Érdemes elolvasni
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előzmény (#6903: varganya1970) | válasz erre | 2017. március 13. - 09:09
Na aranyban es ezüstben megtörtent a fordulat es irany fel.....!!??
bankos
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(#6903) Érdemes elolvasni
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válasz erre | 2017. március 12. - 22:47
Mindkét szerző nagyon megfontolt, jó találati aránnyal rendelkezik. Érdemes elolvasni a cikküket.

link

link
varganya1970
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(#6902) Re: dow-gold technikai chartok
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előzmény (#6901: daxlisgyuszi) | válasz erre | 2017. március 12. - 22:16
szerintem Maloney fizetett dezinformátor, persze ez nem jelenti azt, hogy totál egyszerű kódolni a dezinformálását

pl. most rövidtávon bejött a prognózisa (elég ritka ez), az 1:100-hoz arany-ezüst arányszám szerintem azonban egy baromság, én arra tippelnék, hogy inkább masszív short squeeze lesz ebből

a rövid és középtávú prognózisok tekintetében egy szavát sem hiszem Maloney-nak, elvégre 1900 USD-s aranyár mellett 20 ezer USD-s aranyárról delirált, 1050 USD környékén meg 700 USD-t várt... (hosszan lehetne még hasonló példákat hozni)

PS. a Hiden Secrets of Money című opusa persze ettől még fantasztikusan jó (legalábbis a populáris ismeretterjesztés témakörben),

kb. azzal halmozta fel azt a "bizalmi tőkét" amelynek mentén totálisan rossz rövid és középtávú előrejelzéseket ad azoknak akik még hisznek neki

pitcairn2
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(#6901) Re: dow-gold technikai chartok
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előzmény (#6899: pitcairn2) | válasz erre | 2017. március 12. - 21:15
"Even a stopped clock is right twice a day." ))
daxlisgyuszi
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