{"id":1885,"date":"2026-01-12T13:09:07","date_gmt":"2026-01-12T18:39:07","guid":{"rendered":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/?p=1885"},"modified":"2026-01-13T15:26:29","modified_gmt":"2026-01-13T20:56:29","slug":"borsen-ticker-und-news-fed-streit-eskaliert-gold-2","status":"publish","type":"post","link":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/borsen-ticker-und-news-fed-streit-eskaliert-gold-2\/","title":{"rendered":"B\u00f6rsen-Ticker und News: FED-Streit eskaliert, Gold auf Rekordhoch"},"content":{"rendered":"<p>Dazu hat die Eidgen\u00f6ssische Steuerverwaltung ESTV in der Kursliste &#8220;Kryptow\u00e4hrungen&#8221; auch die Jahreskurse&nbsp;von den&nbsp;g\u00e4ngigsten Kryptow\u00e4hrungen ver\u00f6ffentlicht. Um diese Frage zu beantworten, werden wir die Rendite  und Risikoeigenschaften von Bitcoin im Zeitraum von 2019 bis 2023 untersuchen. Dabei liegt der Fokus auf der Perspektive eines Schweizer Franken-Investors. Ziel dieser Untersuchung ist es herauszufinden, ob Bitcoin tats\u00e4chlich eine sinnvolle Erg\u00e4nzung zu einem traditionellen Aktienportfolio sein kann. Die wichtigsten Eckdaten und Konditionen zum Handel mit Kryptow\u00e4hrungen. Kein anderes Unternehmen steht so sehr im Zentrum des weltweiten KI-Booms wie der US-Chipriese.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"302px\" alt=\"btc\"\/><\/p>\n<h2>Akzeptanz zus\u00e4tzlichen Risikos aufgrund geringerer Korrelation:<\/h2>\n<p>Insbesondere im Krisenmodus, wie im Jahr 2022, ist auff\u00e4llig, dass sowohl Aktien als auch Bitcoin an Wert verloren haben. Der Zinsanstieg wirkte sich also nicht nur auf die Aktienm\u00e4rkte, sondern auch auf Bitcoin aus. In der ersten Phase des Corona-Ausbruchs war ebenfalls ein deutlicher Wertverlust bei Bitcoin feststellbar. Die Korrelation steigt also in Zeiten erh\u00f6hter Aktienvolatilit\u00e4t an, was negativ f\u00fcr die Diversifikation ist.  Ausgerechnet in dem Zeitraum, in dem eine niedrige Korrelation erwartet wird, ist ein Anstieg zu verzeichnen.<\/p>\n<p>Alle anderen Marken sind Eigentum der jeweiligen Rechteinhaber. Im Zuge der vorliegenden Untersuchung wird der Einfluss einer 5%-igen Beimischung von Bitcoin auf die Portfoliokennzahlen analysiert. Beim Backtesting werden neu 95% des Verm\u00f6gens in Aktien (analog dem SPI) investiert und die restlichen 5% in BTC.<\/p>\n<p>Die Untersuchung basiert auf monatlichen Auswertungen f\u00fcr den Zeitraum vom 1. Dezember 2023, und betrachtet dabei den Schweizer Aktienmarkt SPI sowie Bitcoin in Schweizer Franken (BTC). Bei den Aktien werden etwaige Dividenden vollst\u00e4ndig reinvestiert, w\u00e4hrend bei Bitcoin die W\u00e4hrungsschwankungen in die Analyse einfliessen. Bitcoin wird in USD gehandelt und der Ausweis in CHF ber\u00fccksichtigt den aktuellen Wechselkurs.<\/p>\n<h3>Top-Kryptow\u00e4hrungen steigen; Bitcoin \u00fcbersteigt 91.000&nbsp;Dollar<\/h3>\n<ul>\n<li>Seit dem H\u00f6chststand Ende 2021 verlor BTC bis Dezember 2022 \u00fcber 70% an Wert!<\/li>\n<li>Mit Hilfe von Verschl\u00fcsselungstechniken (Kryptographie) wird sichergestellt, dass nur der Besitzer von BTC diese f\u00fcr Gesch\u00e4fte verwenden kann und die Geldeinheiten nicht mehrfach ausgegeben werden k\u00f6nnen.<\/li>\n<li>Die Angaben zur Wertentwicklung basieren auf dem Nettoinventarwert (NIW) des ETF, der vom Marktpreis des ETF abweichen kann.<\/li>\n<li>Energiepreise reflektieren staatliche Steuerung und Angebotsprognosen, Bitcoin hingegen gilt zunehmend als unabh\u00e4ngiger Werttreiber, der nicht direkt \u00fcber staatliche Eingriffe formbar ist.<\/li>\n<\/ul>\n<p>2021 best\u00e4tigte die ESTV, dass diese Regeln auch f\u00fcr Kryptow\u00e4hrungen gelten. Die Jahresendkurse werden jeweils per Jahresende zu einem Durchschnittswert verschiedener Handelsplattformen und Preisen berechnet und gelten f\u00fcr die kantonalen Steuerbeh\u00f6rden f\u00fcr die Veranlagung. Diese Grafik zeigt die Wertentwicklung des Produkts als prozentualer Verlust oder Gewinn pro Jahr in den letzten 1 Jahren gegen\u00fcber seiner Benchmark. Dies kann Ihnen helfen zu beurteilen, wie das Produkt in der Vergangenheit verwaltet wurde, und erm\u00f6glicht einen Vergleich mit der Benchmark. Dieses Diagramm zeigt die Wertentwicklung des Fonds als prozentualer Verlust oder Gewinn pro Jahr in den letzten 1 Jahren. Dieser Beitrag ist ein erweitertes Kapitel des Buchs \u00abBitcoin verst\u00e4ndlich erkl\u00e4rt\u00bb das von den beiden Autoren Pascal H\u00fcgli und Costantino Lanni im Verlag SKV herausgegeben wurde.<\/p>\n<h2>Bitcoin legt zu und steuert auf siebten Handelstag im Plus in diesem Jahr zu<\/h2>\n<p>Die Geheimgespr\u00e4che der beiden haben auch in Amerika f\u00fcr Aufregung gesorgt \u2013 die demokratische Senatorin Elizabeth Warren (76) schrieb dem UBS-Pr\u00e4sident diese Woche deswegen gar einen Brief. Die 2015 gegr\u00fcndete Chat-Plattform hat laut Bloomberg einen vertraulichen Antrag auf einen B\u00f6rsengang gestellt. Demnach spannt das in San Francisco ans\u00e4ssige Unternehmen f\u00fcr den Schritt an die Wall Street mit den beiden US-Grossbanken Goldman Sachs und JPMorgan Chase zusammen.<\/p>\n<p>Ausserdem ist ihr Kurs gegen\u00fcber anderen W\u00e4hrungen sehr instabil. Gerade im letzten Jahr ist der Wert des Bitcoin stark gefallen. Einerseits kann eine begrenzte Verf\u00fcgbarkeit eines Guts \u2013 im Fall von Bitcoin die festgelegte Obergrenze von 21 Millionen \u2013 bei gleichbleibender oder steigender Nachfrage zu einer Wertsteigerung f\u00fchren. Andererseits wirkt diese Begrenzung als Schutz vor Inflation, da keine zentrale Instanz existiert, die das Angebot an Bitcoin nach Belieben ausweiten k\u00f6nnte.<\/p>\n<p>Letztlich wird aufgrund der grenz\u00fcberschreitenden Struktur von Kryptow\u00e4hrungen auch in zivilrechtlicher Hinsicht eine <a href=\"https:\/\/arbiquant-ai.ch\/\">https:\/\/arbiquant-ai.ch\/<\/a> l\u00e4nder\u00fcbergreifend abgestimmte Regelung notwendig sein. Hierzu m\u00f6ge dieser Aufsatz einen konkreten Denk\u00adanstoss bieten. Grunds\u00e4tzlich ergibt sich der Marktwert eines BTC aufgrund von Angebot und Nachfrage.<\/p>\n<p>Nvidia habe die Gr\u00f6sse, einen Markt zu machen oder zu brechen, sagte Fondsmanager Neil Azous im Vorfeld gegen\u00fcber \u00abReuters\u00bb. Bleiben die Nvidia-Zahlen unter den Erwartungen, k\u00f6nnte dies die Abw\u00e4rtsbewegung bei den KI-Firmen beschleunigen. Dieser KKS-Vorschlag schmeckt der UBS-F\u00fchrung bekannterweise gar nicht. UBS-Pr\u00e4sident Colm Kelleher soll sich deswegen gar mit Trumps Finanzminister Scott Bessent (63) getroffen haben.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Dazu hat die Eidgen\u00f6ssische Steuerverwaltung ESTV in der Kursliste &#8220;Kryptow\u00e4hrungen&#8221; auch die Jahreskurse&nbsp;von den&nbsp;g\u00e4ngigsten Kryptow\u00e4hrungen ver\u00f6ffentlicht. Um diese Frage zu beantworten, werden wir die Rendite und Risikoeigenschaften von Bitcoin im Zeitraum von 2019 bis 2023 untersuchen. Dabei liegt der Fokus auf der Perspektive eines Schweizer Franken-Investors. Ziel dieser Untersuchung ist es herauszufinden, ob Bitcoin tats\u00e4chlich [&hellip;]<\/p>\n","protected":false},"author":10,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[90],"tags":[],"class_list":["post-1885","post","type-post","status-publish","format-standard","hentry","category-trading"],"_links":{"self":[{"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/posts\/1885","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/users\/10"}],"replies":[{"embeddable":true,"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/comments?post=1885"}],"version-history":[{"count":1,"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/posts\/1885\/revisions"}],"predecessor-version":[{"id":1886,"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/posts\/1885\/revisions\/1886"}],"wp:attachment":[{"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/media?parent=1885"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/categories?post=1885"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/woodemo.webkul.in\/restaurant-pos-bundle\/wp-json\/wp\/v2\/tags?post=1885"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}