Derivate und Dekotierung

HeimliFace

New member
28. Dez. 2011
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Hallo Leute :)

Ich wollt hier mal was fragen, das Internet spuckt mir Antworten einmal quer über den Regenbogen aus :D

Mal angenommen, man hält seit langer Zeit einen Warrant, ein Mini Future oder was für ein Derivat auch immer. Man liegt weit im Gewinn, und dann kommt die Meldung, dass der Basis-Wert dekotiert wird. Was passiert mit dem Derivat, wenn der Titel dann tatsächlich dekotiert ist? Bei Mini Futures hat man ja eine theoretisch unendliche Laufzeit, solange der KO nicht berührt wird. Ist das Papier dann von einem Tag auf den anderen wertlos, und wer nicht aufpasst, verliert den ganzen Einsatz?

Das würd mich mal wundernehmen. Hat jemand gesicherte Erkenntnisse zum Sachverhalt?

Und Nein, die Frage ist rein theoretisch - ich halte keinen Transocean Short :D:D

 
Hat jemand gesicherte Erkenntnisse zum Sachverhalt?


Erkenntnisse ...  ?

Du bist schon ein Lustiger  :)

Hier zum Mitschreiben - für den Fall, dass jemand nicht weiss, was man bei der Swissquote alles an geheimnisumwitterten Papieren kaufen kann:

Der Erwerber eines Call bekommt das Recht, eine festgelegte Zahl eines definierten Underlyings zum festen Zeitpunkt und zu einem festen Preis kaufen zu können.

Der Erwerber eines Put bekommt das Recht, eine festgelegte Zahl eines definierten Underlyings zum festen Zeitpunkt und zu einem festen Preis verkaufen zu können.

Ob irgendeine Indexverwalterfirma dieser Welt das Underlying auf eine Liste nimmt oder aus einer Liste herausnimmt, ist dem Recht, das Du erwirbst so egal, wie die Vermutung, dass der Weihnachtsmann eine Pollenallergie bekommt, falls er versehentlich unterm Regenbogen hindurch zu Ostern kommt.

Fröhlich lachend grüsst Dich

Don

 
Ich glaube HeimliFace hat nicht einen Ausschluss aus dem Index gemeint, sondern die Dekotierung von der Börse. @HeimliFace Ist dem so? Ansonsten - sorry fürs Reinplatzen :)

Ich versuche mal die Frage nach Dekotierung zu beantworten - in der Annahme, das wäre deine Frage. Bleiben wir beim Beispiel von Transocean. Die Eurex hat bereits im letzten November dazu ein Rundschreiben veröffentlicht und dazu Stellung genommen [1]:

Demzufolge ist der 30. März 2016 auch der letzte Handelstag der Optionskontrakte auf die Transocean Ltd.-Aktie.



Börsenteilnehmer der Eurex Exchange können innerhalb einer Frist von fünf Börsentagen nach Einstellung des Handels in den entsprechenden Optionsserien ihre Optionskontrakte ausüben. Letzter Ausübungstag ist somit der 6. April 2016.


Weiter habe ich hier den entsprechenden Abschnitt aus dem Rundschreiben [2] (copy&paste macht Formatierung kaputt, deshalb Bild, Links sind ja unten).

Zuerst zu den Options-Ausgaben vor der Dekotierung:

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M2ImXWjtOqn4sp8OPyCvSTftRnM2QZXYU0OjRGOx4ZCiH7EQfU2JX5crZogaPzdu5d8k2+EiZBE8aN9wnMlGHvI3wlg1GX5pciTXjahNWrfBTeDfOucnnvYHjpR6jChblcs8gIX8GR4LO7Pxn6Jl8pNFAEpsHzK7h4Gw5BL82yswlSBlJlcD8Ihan3fQRInMeV41c+ET23okx4UyyrbqroZSEJIpwyb/Ymx3joTHl7HpSkNmY/d+1l1Wpj2TJvc3zF96V6yOwTF3UVaiRZ1wolB7L183g8NGGYaGNky/wi1BKaaxi7irzuEa6jHDpAg8rUZ9zMdLujxaIZ1WcxBTVfQWZvtkiWZRn32RDmgeHE+oqHn5cRITMHDLeoltf2qIfmKYHfiNFGfF3jXG/ylTAJtoTjhsBN0nDpzgQKP2QzBeFDTpEmWslXinyU8pWszpt8JQsE7R58BcNBpoF3+IrZ9G3v8ZVQhg/xlQ5TPK4c5CvhjPwIX9m1jXN8JbTtmq8cekj1KPgKStheefoTfCULiyN8pb8euWRlRXWiYrzJVxY479Lh2fQ0X8mWFkYeQ7PC8zxPr+MsoQBmq2h+nUB6vLZEs67f5ysjPhvCpDffmn+MPs1XaiHP8ZWCsHbIxDoFyFfC7HATvjLBQW/klLveaoasqPlKliYu5iuF++3ylXo/KMv0WsaYIAaIT/MVrFho4DRfMYJ9wYZ6lg/q/aDQqS7hK2FI2l0X7cPulHWUhcLMG4/ylUKSQiocSLEftBunzOWIJLsrB+F+kB+OHpg4vR8U2mch3iBfkaA2TRMudyO/D/nKyH6QH057b30FT9j4rwZJf0+e6AR6meUeDRpauJiCcb6S7QeN+Gz4rfcF30sRfnti236Yu0LWDpjtBw2ezvHmlNn5Ib5yIgmO7AeZiXtuD1CaQwKFt5qbxX5QliYu5it9+/MQHNguX+l75211ehY4xmiip6p+guNFH+UryB5qDZzmK8Y6ZWg1XzFSSVD7ep23Rf1Pr7OWV62vTNNk2sGBDyoH5wgnRZ4p+zBfwerY3Qm+kknih49n9EKO4j972y7C5YgktTEb81CZTf7WCFLzlXCkqrTQPr3YLVrL8ZdmgNrCuj3Ym/GVwi8QOEYJRKf5ilT38gt89i3gPVSXwVAJ3tr9QPROOAXjfMXo34vRc5/1AwlVgQZQPA6FniJVwjC1K2TR7FKet/W+bEhAc2d7u7NMbeoQX+nHkyDKbHwq07CYHAZSNDmNGOGQsyl4uPO2YZq4nq90YP2o0xG+0t3vmbU67rYaRZjNTtXm7lR5/1cqUIT75uDdLNTAO/tB6/andxkV9U9UqEx8BNGvdI4v3A8yG5BGPyPKwUscexa5ilBoVFdXL/hKJonH5H7P3HO+0hPbrqPwriS75BvNA1sIW0b7lMk1mwt9O+k+vYWX/jxWH+YrPQpqPtp4PRR+ocAZWddVg+9RvoIRKdS2r1IMOfRQw4dCa8dBme7CKRjnK9idEdWPt3BSdBmFzAvOlx9Uj6YY1V7ksFrI2gGX7e+ZDc8Q7Jp63+Z+M1IkAT6Refbpxz6SBLuz9vAxzHj35H4FKapA082GHE7BlP+euYH5tU/wlUtQ7wcTBEEQxI9jcBuI+EFcz1fME1K4kUYQBEEQP4jmNm52TxEQP4uPrK/gAh3JCkEQBHE3mG0+kpX74+P7QQRBEARBEG+CfIUgCIIgiLuDfIUgCIIgiLuDfIUgCIIgiLuDfIUgCIIgiLuDfIUgCIIgiLuDfIUgCIIgiLuDfIUgCIIgiLuDfIUgCIIgiLuDfIUgCIIgiLsj5ivmDZP+7ZffgPBVny1/pXuBlrzi/KeAL9J8U7b7jMu/XvuSl4d9fX3xZZkEQRBExVd+Nk9c+LbMW/EVebmSXur73E80Vb96+zth3pB+lVR3sEOCIAjiDiBf+W74ca3reu6tkOQrBEEQxH8EZ/iKLPjr2yzxUnIVbnPgu5qVNOB7m6Uvv9NU8BVpU1uTHkVa7R1TpixghPsv8zz7zSYZEe7a4Ks7tcqyLCgkbqIVG2fTNIXfSnWUDXmMF1LF0DI6dpy7ZVmWZUGZUc7slaRhUyKPalL71Z27eZ5xF08aD5sydiKXKKTR51XMlSAIgviluJ6v4Fdm7wMTj6aleZ7D/F2vr0jLcrhBRTUJHumRSiUsRFMpdq0iSZv6lfAS+YzSSsYVIQ3bwCoGGQ3y8qgGUBVYBlcysEcURoSUzzIu5Deh5rOmROcqyTRN2nu2vpI1ZexELmUSsRjXVwiCIAjBsfO2kjlqvmIYACabx+Oh2UvStslbiPC8LTIYWahosJRiKI42aypiasQeNdEiB9JLVQvW0pZlGWOj2TLRmtFhR5i2pa+MuqnAXrB1XWUiPCdTUoXTgUrLmjLsU+/3hK8UTRk78ZfIAslXCIIgiI/sB2EjHtoOPvp77J5fkfYx42atmfvNbbuobJI1swEKxwqFNPtKgpFDM2bNQxWIa0XFzhQSLAOpXvOV5n5vVTRlztngZchXiqbMGZfsknyFIAiCEHycr2QnJPprjSE7m7nLVzSL4zrKIb6iTEXu61P+Ob4SSotkKBspdqddhMM3nM8wg7Dxc3wlbOocXwmbIl8hCIIgDuEMXzFEBE+EmMRTrDFIIjc7L4hdvtJak/2FcFfClAz5irmvJ2EzvlLvB438OY1pWWCaba/TwRnVU42N5PWjfKVo6ihfKZoiXyEIgiAO4eTvmdv23GXGV0zeld+PdPgBTn/tCvkuar6iTeH/l2AGRUkyvmLOsba9/aC+d95WWxMqkKVqM16jNGnW7HOZlr22jRqVex3lK0VTR/lK0RT5CkEQBHEIx87btu3JUEGxvtKj0yHSOBabpskf/Mz+3/b5fEoWNAs8yH7a9hfFGV/BUSzLoudJC77S3e+ZtWWjtGIjDHXS3I91pTtzcDhsWXfE5BJ/OYyM4ShfyZoq+IqMKDybEjY1yFf6S9tyeeFf8hAEQRC/C3x/0FtoY4dqD2H33A9BEARB/NdAvnIA5k9WzO97rwL+TpggCIIgiE6+chTmVYXXNq77PlxcIQiCIAgE+QpBEARBEHcH+QpBEARBEHcH+QpBEARBEHfH/wBVwcn7DFdo/wAAAABJRU5ErkJggg==

Und jetzt noch zum Barausgleich nach dem letzten Handelstag, was hoffentlich deine Frage beantwortet:

data:image/png;base64,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

Weiter wurde im Dezember nochmals die Dekotierung angekündigt [3,4] und auf die Richtlinien [5] verwiesen. Unter II "BETEILIGUNGSRECHTE" sind noch weitere Details, wie z.B. Dauer Aufrechterhaltung der Kotierung.

Gruss

Hönig

[1] Blog Post: https://www.eurexchange.com/exchange-de/ressourcen/rundschreiben/Transocean-Ltd.--Dekotierung-der-Aktie-an-der-SIX-Swiss-Exchange/2320512

[2] Rundschreiben PDF: https://www.eurexchange.com/blob/2271378/4404504eb71ac7d0888835bccd9602e0/data/er15209d.pdf

[3] Blog Post: https://www.eurexchange.com/exchange-de/ressourcen/rundschreiben/Transocean-Ltd.---Ankuendigung-zur-beabsichtigten-Dekotierung-der-Aktie-an-der-SIX-Swiss-Exchange/2271380

[4] Rundschreiben PDF: https://www.eurexchange.com/blob/2320508/ca9c023d245f1e67f25d49b64a301c86/data/er15237d.pdf

[5] Richtlinien "Dekotierung von Beteiligungsrechten, Derivaten und Exchange Traded Products": http://www.six-exchange-regulation.com/dam/downloads/regulation/archive/admission-after-01-07-2009/directives/dd_2010_10_15_de.pdf

Update: Fix typo.

 
Zuletzt bearbeitet:
ahhhh...

Sorry Heimi für meinen Schnellschuss.

Danke Hönig, für Deine sorgfältig recherchierte Aufklärung.

Ich war auf einem ganz falschen Dampfer ..

Bei den Eurex-notierten Optionen gibt es für solche Fälle einen last Trading Day, mit anschliessenden Barausgleich.

Bei den Warrants müsste man beim Emittenen selbst nachfragen. Denen sollte eine Börsenkotierung im Grunde egal sein, solange sie sich nicht nach aussen hedgen müssen.

Aber auch das ist eine Vermutung, die man konkret beim Emittenden erfragen muss.

Asche auf mein Haupt.

Gut haben wir solche Hönigs

:)

 
Super, allerbesten Dank für diese Recherche Hönig! Die Rundschreiben explizit zum Transocean-Fall hab ich nicht mitgekriegt :)

Genau das meinte ich - was ein Call und ein Short is weiss ich natürlich @ blanco ;) Is immer doof, sowas in ein paar Sätzen zu beschreiben =) Gut möglich, dass man nichts versteht =)