Crude Oil

Ölpreis und Zukunftsausblick

Für übergeordnete Betrachtungen ist der CoT Report beachtenswert.

Seit Mitte Januar haben die grossen Hedger umgeschichtet und wechseln auf die Long Seite.

Das Tief haben wir laut diesen Reports gesehen.

Short sind nur mehr die small specs, die üblicherweise falsch liegen und die "zwanzig" vorm geistigen Auge sehen.

(Von Horrormeldungen der Banken und meiner Analystenfreunde an der Nase herumgeführt .. )

Hier ein Zitat von ivolatility.com, letzte Ausgabe des Monthly revue:

The latest COT report dated January 26, shows Managed Money reduced their shorts by 5,443 contracts while adding to their longs by 23,032, for a net long increase of 28,475 contracts in addition to a net long increase of 12,202 contracts the week before. While the open interest increased by 114, 219 contracts the Managed Money long percentage increased to 4.39% from 3.41% for the week ending January 19 and 2.75% for the week ending January 12. While there has yet to be a significant decline in open interest reflecting short covering by other categories, the increasing long position by the Managed Money implies the cyclical low and perhaps even the secular longer-term low was 27.56 on January 20.

Für Quellenfritz:

http://www.ivolatility.com/roller/page/trader?entry=volume_16_issue_5_br

don

 
Hallo Don

Kurze Frage zu den CoT-Daten, nicht zu deren Interpretation. Als ich auf

https://www.wellenreiter-invest.de/cot-daten

die CoT-Daten kontrolliert habe, bin ich auf diese gestossen:

data:image/png;base64,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

und diesen Chart:

data:image/png;base64,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Irgendwie passen die nicht zum Artikel vion ivolatility.com. Kannst du das erklären?

Gruss

Kurt

 
Kurze Frage zu den CoT-Daten, nicht zu deren Interpretation. Als ich auf

https://www.wellenreiter-invest.de/cot-daten

die CoT-Daten kontrolliert habe, bin ich auf diese gestossen:




Ich finde, dass die Daten genau stimmen. Seh ich da was falsch ?

Die CoT-Reports werden mit einer Woche zeitlicher Verzögerung veröffentlicht.

Man erkennt, dass die Comercials long gehen und die Produzenten short.

Das heisst: Beide grossen Teilnehmer gehen von steigenden Preisen aus.

Okay, das ist vielleicht (noch) nicht signifikant und wir warten mal bis zum nächsten Report.

Open Interest und weitee Details fundest Du auf den offizellen Seiten des US Gov.

Übrigens:

Wellenreiter zählt aus meiner Sicht zu den besten Seiten.

CoT_Oil.PNG

Hier zur Verdeutlichung

cl-067.PNG

Man erkennt sehr schön, dass der Kurs des Öls ansteigt, bzw stagniert, wenn die Commercials eine Weile "an der Decke geklebt" haben und dann anfangen zu fallen.

Umgekehrt ist viel schwieriger zu interpretieren.

Ideale Zeiten für Verkauf von naked Puts oder Verkauf von Bull put Spreads  *händereib*

Ein zufrieden grunzender Don und ein irritierter Kurt ?

 
Hey vielen Dank für Eure Einschätzungen! Diese und das Verhalten von einzelnen Kanadischen Produzenten, haben mir sehr gute Gewinne in den letzten 2 Wochen beschert.

Gestern wieder zeigten die Kanadier erstaunliche Stärke! Einer befindet sich im Depot.

Plan für nächste Zukunft rebuy WTI Long. Vorhin hatte ich OCLALV.

Aber Vorsicht vor dem Rollen...!!! Das rollen allein könnte ein Blutbad anrichten!

http://futures.tradingcharts.com/marketquotes/CL_.html

P.S.: @  donblanco was für Optionen handelst du? Sehe ich diese bei SQ? USO habe ich gefunden auch deren Optionen.

Grüsse

 
Zuletzt bearbeitet von einem Moderator:
Hehe... Bis jetzt wieder gut erwischt. Diesmal OCLAHV. Schon plus 8% ohne Gebühren.

Der fliegt aber höchstwahrscheinlich diese Woche wieder... ab nächster Woche droht rollen... wenn ich das richtig im Kopf habe...?

 
Hi,

Darf man fragen, was Dich zu dieser Ansicht bringt ?
Hallo don

Der Aufpreis auf den nächsten Monat-Kontrakt beträgt aktuell 1.65$  laut http://futures.tradingcharts.com/marketquotes/CL_.html

Im Termsheet zum Open End KO schreiben die, ab 10 Tage vor dem letzten tradingtag des aktuellen Monatskontraktes (März sollte doch mitte Februar das letzte mal gehandelt werden) können die rollen wann sie wollen.

Also könnte der KO doch am Roll-Tag dann 17 Rappen weniger wert haben, nur durch das rollen! Oder nicht?

Danke zu deiner Einschätzung!

Grüsse

Tom

 
Zuletzt bearbeitet von einem Moderator:
@  donblanco was für Optionen handelst du? Sehe ich diese bei SQ? USO habe ich gefunden auch deren Optionen.


Der Unterschied zwischen Optionen und Warrants ist riesig.

Genauso unausrottbar ist im Deutschen und in der Schweiz die Ansicht, dass "Optionen" einzig von Emittenden gehandelt werden können.

Aber ich mag das nicht mehr erläutern. Sonst fange ich jeden Tag von vorn an.

Ich handle Optionen an der CBOE oder NYMEX usw.

Im Fall des Öls sind es Future Optionen (FOP's), verkaufte Put Optionen und Prämien dafür bekommen.

Gewinn entsteht durch Vola-Rückgang, Zeitwertverlust und Rollverlust.

Wenn ich tiefer und/oder in den weiteren Verfall rolle, erhalte ich gewöhnlich erneut Prämie.

Also nix mit "Blutbad". Im Gegenteil ;-)

Swissquote ist eher eine teure Spielwiese für Beginner. Das meine ich gar nicht abwertend.

Fast alle Trader fangen so an.

Manche sind ganz erfolgreich. Spätestens dann schauen sie sich nach besseren Alternativen um.

Bin aber gern bereit, mehr zu berichten.

Don

 
BP CEO ‘Very Bearish’ on Oil as Storage Tanks Are Filling Up

BP is planning for oil prices to stay low for the first six months of the year and expects surplus production to only start diminishing when storage tanks fill up in the second half.

“We are very bearish for the first half of the year,” Chief Executive Officer Robert Dudley said at the IP Week conference in London Wednesday. “In the second half, every tank and swimming pool in the world is going to fill and fundamentals are going to kick in. The market will start balancing in the second half of this year.”


-1x-1.png


Global oil supply still exceeds demand by as much as 1.7 million barrels a day, Igor Sechin, CEO of Russia’s largest producer Rosneft OJSC, said at the conference.


Crude stockpiles in the U.S., the world’s largest consumer, rose above 500 million barrels last month to the highest since 1930,


Investiere in Lager Facilities (z.b. Oeltanker) wird im Artikel vorgeschlagen.

In der Schweiz dürfte das Swimming Pool wohl kaum für diesen Zweck eingesetzt werden (dürfen).

Es finden sich nirgendwo Anzeichen für Anstrengungen, den Verbrauch anzukurbeln, wie es das Marketing für "normale" Güter in dieser Situation die Regel vorsieht. Also, wie schon mehrfach gesagt gesagt praktisch ein reiner angebotsgesteuerter Markt.

Im Fachjargon: Die Preiselastizität der Nachfrage (price elasticity of demand) ist extrem unelastisch. Zwar mag eine Preissenkung eine kurzfristig erhöhte Nachfrage bewirken, weil alle Speicher gefüllt werden, aber das Problem für die Produzenten ist damit nur aufgeschoben.

 
Danke für den Artikel.

Der stimmt mich noch mehr bullish. :D

War heute lustig zu traden.

Als wäre Cushing ein Problem. Einfach aufhören zu importieren und die Tanker kann man dann auch gleich verschrotten. ;-)

Grüsse

 
Eine Veränderung im CoT Report scheint klein, aber doch interessant:

Die Zahl der Open Interests ist angestiegen.

So schwierig auch diese Reports zu interpretieren sind, so haben doch Veränderungen im OI oftmals einen Trendwechsel begleitet,

http://www.cftc.gov/dea/options/petroleum_lof.htm

Lesenswerter Artikel zu diesem Thema:

http://www.ivolatility.com/roller/page/trader?entry=volume_16_issue_7_br2

Was mich stutzig macht, sind die noch immer hohen VIX Werte und dennoch der Übergang von backwardation der Terminstrukturkurve der VIX-Futures ins beginnende Contango.

Offensichtlich traut man dem Long-Braten noch nicht.

Weder im Öl, noch im S&P Index.

TSK_17_02_15.PNG

Vorsicht ist angesagt.

Immerhin wird nicht jeder Upmove sogleich wieder abverkauft.

Bisher galt im Öl:

Jede Nachricht, auch "positiv" konnten den Downtrend über lange Zeit nicht stoppen.

Jetzt gilt:

Jede kleinste positive Nachricht wird aufgegriffen wie ein rettender Strohhalm. Folge: Der Kurs steigt.

und

Auch 'bad news' führen nicht mehr zum stärkeren downmove.

Bin gespannt, ob für Juni/Juli die Richtung "50" stimmt. (Grund meiner Annahme, die ich bereits im letzten November geschrieben hatte, waren die extrem hohen Open Interests gleichzeitig sowohl bei den Puts UND den Call-Optionen im Juni und Juli CL Futures) am 50-er Strike.

Meine FOP-Spreads im Öl kommen vom rot-gelb Bereich langsam ins Grüne

:)

 
So schwierig auch diese Reports zu interpretieren sind, so haben doch Veränderungen im OI oftmals einen Trendwechsel begleitet,


Ja, schwierig zu interpretieren und zu lesen. Ich nehme an, Du meinst den hier. Sind die 48'645 die Zunahme im OI gegenüber dem letzten Report?

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Bin gespannt, ob für Juni/Juli die Richtung "50" stimmt. (Grund meiner Annahme, die ich bereits im letzten November geschrieben hatte, waren die extrem hohen Open Interests gleichzeitig sowohl bei den Puts UND den Call-Optionen im Juni und Juli CL Futures) am 50-er Strike.


Da bin ich ehrlich gesagt auch gespannt wie das im Sommer aussieht

 
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Ölfutures im ausgeprägten Contango

Zur Zeit sind die Differenzen der CL futures sehr gross.

Der Dezember future valutiert mehr als 6 Dollar höher als der aktuelle Frontmonat.

Offensichtlich glauben die grossen Händler, dass sie jetzt billig kaufen können um im Verlauf des Jahres das Öl auf Termin teurer zu verkaufen.

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Bin gespannt, ob für Juni/Juli die Richtung "50" stimmt. (Grund meiner Annahme, die ich bereits im letzten November geschrieben hatte, waren die extrem hohen Open Interests gleichzeitig sowohl bei den Puts UND den Call-Optionen im Juni und Juli CL Futures) am 50-er Strike.


Da bin ich ehrlich gesagt auch gespannt wie das im Sommer aussieht


Auf Grund der Open Interest habe ich einiger Zeit einen horizontalen Spread mit 2 Optionen aufgesetzt, um diese Diskrepanz zwischen den Futures, bzw, den Optionspreisen zu nutzen.

Die Marginbelastung ist relativ klein. (SPAN Berechnung)

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Ein kleiner Anreiz, sich mit dem Optionsthema zu beschäftigen ;-)

Kombo.PNG

 
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Hallo Don

Öl ist so bullish wie das letzte Mal im August 2015 eher mehr, USD 42/47 sollten drin sein.

 
Öl ist so bullish wie das letzte Mal im August 2015
Woran siehst Du das ?

im Chart ?

Ich meine, es ist abhängig davon, welchen Futures Monat man anschaut

Der 067'er Continuous sieht noch indifferent aus, finde ich.

Man kann eine Bodenbildung hineinterpretieren

Ich urteile anhand der Optionsprämien, des parallelen Open Interest (Strikes der Puts UND der Calls), der CoT-Reports mit den Veränderungen der Netto-Positionen  und des OVX

.. bin vom chart her nicht sicher

 
Hi Don

Ich habe das erst jetzt gesehen, klar sehe ich das im Chart, sonst wäre ich doch nicht mich :)

Dachte nur macht keinen Sinn immer den selben Chart zu posten, MACD hat auf Wochenebene getriggert, das passiert nicht alle Tage.

Keine Ahnung welche Futures nimmst, bei meinen ist der Kurs gestiegen.

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Keine Ahnung welche Futures nimmst
Hoi Plena,

Danke für den Chart.

Für die grobe Betrachtung nehme ich bei den Futures die volumenmässig adjustierten Endloskontrakte

(067')

Für die Auswahl der Optionen benutze ich die einzelnen Monats-Futures.

Zur Zeit gibt es ein extremes Contango in den Öl-Futures. Daher die unterschiedliche Sicht und daher meine Frage, WELCHEN der Futures Du zur Beurteilung und zum Trading hernimmst.

Die Spreads zwischen den Futures sind so gross, wie seit der Finanzkrise nicht mehr.

Teilweise sechs Dollar oder mehr !

(Aus diesem Grund habe ich meine Bull Put Spreads im April-Future  in time spreads verändert)

Jetzt muss "nur" noch der NG steigen ;-)

Im Natural Gas habe ich naked Puts geschrieben.

Handelt jemand Commodities ?

 
Hi Don

Siehst du auch immer auf dem Chart, JFD Kurse, das ist vermutlich eine Indikation, um einen Chart zu zeichnen brauche ich einen möglichst weiter laufenden Kurs, auf in grösseren Zeiteinheiten funktionieren auch keine Indis mit einer eingeschränkten Vergangenheit.

Was du da machst ist mir zu kompliziert, ich mag es einfach und übersichtlich, am liebsten mit klaren Signalen nach denen ich handeln kann, darum geht es mir.

Früher habe ich auch alle möglichen Infos zusammengetragen, habe mit meiner Technik heute einen klar besseren Erfolg.

Das heisst nicht, dass mich die News nicht interessieren, sie sind einfach nicht mehr entscheidend für mein Trading, wie sonst könnte ich da bullish sein.