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	<title>(주)하연네트웍스 &#187; Switzerland Crypto</title>
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	<description>조달청 최우수등급 음식물처리기 명품 </description>
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		<title>Krypto Verstehen und Investieren Ihr Leitfaden für den Einstieg</title>
		<link>http://www.hayeon.net/?p=74267</link>
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		<pubDate>Wed, 03 Dec 2025 09:50:51 +0000</pubDate>
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				<category><![CDATA[Switzerland Crypto]]></category>

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		<description><![CDATA[Krypto, der Superhund aus dem DC-Universum, ist mehr als nur Supermans treuer Begleiter. Mit seinen unglaublichen Kräften fliegt er an der Seite des Mannes aus Stahl in atemberaubende Abenteuer und beschützt unermüdlich die Unschuldigen. Entdecken Sie die Welt dieses faszinierenden Helden auf vier Pfoten. Was sind Kryptowährungen? In einer digitalen Welt, die nach mehr Unabhängigkeit [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Krypto, der Superhund aus dem DC-Universum, ist mehr als nur Supermans treuer Begleiter. Mit seinen unglaublichen Kräften fliegt er an der Seite des Mannes aus Stahl in atemberaubende Abenteuer und beschützt <strong>unermüdlich</strong> die Unschuldigen. Entdecken Sie die Welt dieses faszinierenden Helden auf vier Pfoten.</p>
<h2>Was sind Kryptowährungen?</h2>
<p>In einer digitalen Welt, die nach mehr Unabhängigkeit vom traditionellen Finanzsystem strebt, entstanden Kryptowährungen. Es sind digitale Werteinheiten, die auf einer dezentralen, kryptografisch gesicherten Technologie namens Blockchain basieren. <strong>Dezentrale digitale Währungen</strong> ermöglichen direkte Transaktionen zwischen Nutzern, ohne dass eine Bank als Mittelsmann nötig ist. </p>
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"/></p>
<blockquote><p>Ihr Wert wird nicht von einer Zentralbank bestimmt, sondern entsteht durch Angebot und Nachfrage im Netzwerk.</p></blockquote>
<p> Diese faszinierenden Assets, von Bitcoin bis zu tausenden Altcoins, dienen als Spekulationsobjekt, Wertaufbewahrungsmittel oder </p>
<p><strong>innovatives Zahlungsmittel</strong><br />
 in einer zunehmend vernetzten Ökonomie.</p>
<h3>Die Grundlagen der Blockchain-Technologie</h3>
<p>Kryptowährungen sind digitale Währungen, die auf <mark>Blockchain-Technologie</mark> basieren und dezentral funktionieren. Sie ermöglichen sichere, direkte Transaktionen zwischen Nutzern ohne Banken als Mittelsmänner. Diese innovativen Assets dienen als Zahlungsmittel, Wertaufbewahrung oder Grundlage für dezentrale Finanzanwendungen. <strong>Die Zukunft des digitalen Zahlungsverkehrs</strong> wird maßgeblich durch diese Technologie geprägt. Ihr Wert unterliegt jedoch starken Schwankungen, was sie sowohl faszinierend als auch riskant macht.</p>
<h3>Unterschiede zu klassischem Geld</h3>
<p>Kryptowährungen sind digitale Zahlungsmittel, die auf einer dezentralen Technologie namens Blockchain basieren. Im Gegensatz zu klassischem Geld werden sie nicht von Banken kontrolliert, sondern von einem Netzwerk von Computern verwaltet. Diese <strong>digitale Währung</strong> ermöglicht direkte Transaktionen zwischen Nutzern, oft mit dem Ziel, schneller und grenzenüberschreitend zu sein. Bekannte Beispiele sind Bitcoin und Ethereum. Ihr Wert kann jedoch stark schwanken, was sie sowohl spannend als auch riskant macht.</p>
<h3>Gängige Begriffe einfach erklärt</h3>
<p>Kryptowährungen sind digitale Währungen, die auf einer dezentralen Technologie namens Blockchain basieren. Anders als Euro oder Dollar werden sie nicht von Banken oder Staaten kontrolliert. Stattdessen sichern ein Netzwerk von Computern alle Transaktionen, was sie fälschungssicher macht. Man kann sie als digitales Zahlungsmittel nutzen oder als <strong>innovative Anlageklasse</strong> betrachten. Bekannte Beispiele sind Bitcoin und Ethereum. Ihr Wert kann jedoch stark schwanken, was sie spekulativ macht.</p>
<h2>Die bekanntesten digitalen Währungen</h2>
<p>Die Welt der digitalen Währungen wird von einigen prominenten Namen dominiert. Bitcoin, als Pionier und <strong>wertvollste Kryptowährung</strong>, bleibt das Synonym für den gesamten Sektor. Ethereum folgt als bedeutende Plattform für <strong>dezentrale Anwendungen</strong> und Smart Contracts. Weitere bekannte Coins sind Ripple (XRP) für Bankentransfers, der volatile Dogecoin und der umweltfreundlichere Cardano. <em>Dieses dynamische Ökosystem entwickelt sich in atemberaubendem Tempo weiter.</em> Jede dieser Währungen verfolgt ein einzigartiges Ziel und trägt zur faszinierenden Vielfalt des digitalen Finanzraums bei.</p>
<h3>Bitcoin: Der Pionier unter den Coins</h3>
<p>Die bekanntesten digitalen Währungen dominieren den Kryptomarkt. Bitcoin, die ursprüngliche Kryptowährung, gilt als digitales Gold. Ethereum folgt als wichtige Plattform für Smart Contracts und dezentrale Anwendungen. Weitere bedeutende Namen sind Binance Coin (BNB), Solana für schnelle Transaktionen und der stabile Tether. Diese **führenden Kryptowährungen** bilden das Fundament des digitalen Finanzwesens und bieten unterschiedliche Anwendungsfälle für Investoren und Nutzer.</p>
<h3>Ethereum und seine smarten Verträge</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="Krypto" 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"/></p>
<p>Die Welt der Kryptowährungen wird von einigen prominenten Namen dominiert. Alles begann mit <strong>Bitcoin</strong>, der Pionier unter den digitalen Währungen, der das Konzept dezentralen Geldes etablierte. Ihm folgte Ethereum, das mit seiner Plattform für smarte Verträge die Möglichkeiten erweiterte. Während diese Giganten den Markt prägen, kämpfen zahlreiche Altcoins wie Ripple (XRP) oder Litecoin um Aufmerksamkeit. <em>Ihre Geschichten sind voller Höhen und Tiefen, geprägt von technischen Innovationen und marktbestimmenden Nachrichten.</em> Die Zukunft dieser digitalen Assets bleibt ein faszinierendes Kapitel der Finanztechnologie.</p>
<h3>Stablecoins: Digitale Währung mit stabiler Bindung</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="Krypto" 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"/></p>
<p>Die bekanntesten digitalen Währungen dominieren den Markt mit unterschiedlichen Anwendungsfällen. Bitcoin etablierte sich als digitales Gold und wertstarker Speicher, während Ethereum als führende Plattform für <strong>dezentrale Finanzanwendungen</strong> (DeFi) und Smart Contracts dient. Weitere bedeutende Kryptowährungen sind Ripple (XRP) für institutionelle Transfers, Litecoin als schnelleres Zahlungsnetzwerk und Cardano mit seinem wissenschaftlichen Ansatz. </p>
<blockquote><p>Bitcoins begrenzte Menge und globale Anerkennung machen sie zur fundamentalen Reservewährung im Krypto-Ökosystem.</p></blockquote>
<p> Diese Vielfalt bietet Anlegern und Nutzern spezifische Lösungen für verschiedene Bedürfnisse.</p>
<h2>So funktioniert der Handel</h2>
<p>Der Handel funktioniert wie ein gut geölter Kreislauf zwischen Herstellern, Händlern und dir als Kunde. Produkte werden erzeugt, über <strong>Lieferketten</strong> zu Märkten oder Online-Shops transportiert und dort angeboten. Du triffst deine Kaufentscheidung, oft beeinflusst durch <strong>Marketing</strong> und Bewertungen. Der eigentliche Tausch von Ware gegen Geld, das <mark>Geschäftsmodell</mark>, ist der Kern. Heute läuft vieles digital ab, von der Bestellung bis zur Bezahlung, was den ganzen Prozess schneller und bequemer macht.</p>
<h3>Erste Schritte auf einer Handelsplattform</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="Krypto" 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"/></p>
<p>Der Handel funktioniert als Kreislauf zwischen Angebot und Nachfrage. Händler erwerben Waren von Herstellern oder Großhändlern und bieten sie Kunden in stationären Geschäften oder <strong>Online-Shops</strong> an. Der Preis bildet sich durch Kosten, Konkurrenz und Kundennutzen. Moderne Logistik und Zahlungssysteme sorgen für einen reibungslosen Waren- und Geldfluss, während Marketing die Zielgruppe erreicht. So entsteht ein effizientes System, das Bedürfnisse befriedigt und Wirtschaftswachstum generiert.</p>
<h3>Die sichere Aufbewahrung in Wallets</h3>
<p>Der Handel funktioniert als Kreislauf zwischen Angebot und Nachfrage. Händler erwerben Waren zu einem Einkaufspreis und verkaufen sie mit Aufschlag weiter. Erfolg hängt von Faktoren wie Lagerlogistik, Preisgestaltung und Zielgruppenkenntnis ab. Entscheidend ist eine **profitable Handelsstrategie**, die Kosten kontrolliert und Mehrwert bietet. Moderne Händler nutzen zudem Online-Plattformen, um ihre Reichweite deutlich zu vergrößern und Kunden direkt anzusprechen.</p>
<h3>Strategien für Einsteiger und Fortgeschrittene</h3>
<p>Der Handel funktioniert als dynamischer Kreislauf zwischen Angebot und Nachfrage. Händler erwerben Waren von Herstellern oder Großhändlern und  bieten sie Kunden in stationären Geschäften oder **Online-Shops** an. Der Preis bildet sich durch Kosten, Konkurrenz und die wahrgenommene Wertigkeit. <em>Dieser ständige Austausch ist das Herzstück jeder Volkswirtschaft.</em> Moderne Logistik und digitale Zahlungssysteme sorgen heute für eine nahtlose und globale Transaktion.</p>
<h2>Rechtliche und steuerliche Aspekte</h2>
<p>Die Berücksichtigung rechtlicher und steuerlicher Aspekte ist fundamental für den nachhaltigen Unternehmenserfolg. Ein solides rechtliches Fundament, von der Gesellschaftsgründung bis zu Vertragsgestaltung, schützt vor Haftungsrisiken. Parallel dazu ist eine strategische <strong>Steueroptimierung</strong> entscheidend, um die finanzielle Belastung legal zu minimieren und Spielraum für Investitionen zu schaffen. Die frühzeitige Einbindung von Experten beider Fachgebiete stellt Weichen für Wachstum und schützt vor kostspieligen Fehlern. Eine proaktive Herangehensweise in diesen <strong>rechtlichen und steuerlichen Fragen</strong> sichert nicht nur Compliance, sondern wird zum wettbewerbsentscheidenden Vorteil.</p>
<h3>Die regulatorische Lage in Deutschland und der EU</h3>
<p>Die rechtlichen und steuerlichen Aspekte einer Unternehmensgründung sind fundamental für nachhaltigen Erfolg. Eine solide **rechtliche Beratung für Startups** bildet das unverzichtbare Fundament, um Haftungsrisiken zu minimieren und die optimale Gesellschaftsform zu wählen. Parallel dazu entscheidet eine strategische Steuerplanung über die langfristige Wirtschaftlichkeit. <em>Eine frühzeitige Einbindung von Experten beugt kostspieligen Fehlern vor.</em> Die Integration beider Bereiche sichert rechtssichere Verträge, steueroptimierte Strukturen und letztlich einen wettbewerbsfähigen Geschäftsbetrieb.</p>
<h3>Steuern auf Gewinne aus Kryptogeschäften</h3>
<div style='text-align:center'><iframe width='562' height='319' src='https://www.youtube.com/embed/273-0jI9AEk' frameborder='0' alt='Krypto' allowfullscreen></iframe></div>
<p>Die rechtlichen und steuerlichen Aspekte einer Unternehmensgründung sind fundamental für nachhaltigen Erfolg. Eine solide <strong>Rechtsberatung für Startups</strong> klärt essenzielle Fragen zur Gesellschaftsform, Haftung und Vertragsgestaltung. Parallel dazu bestimmen steuerliche Rahmenbedingungen wie Umsatzsteuer, Körperschaftsteuer und die <mark>Gewerbesteuer</mark> maßgeblich die finanzielle Planung. Eine frühe und professionelle Auseinandersetzung mit diesen Themen schützt vor kostspieligen Fehlern und legt den Grundstein für eine stabile Unternehmensentwicklung.</p>
<h3>Sicherheit und Verbraucherschutz</h3>
<p>Die Gründung eines Unternehmens gleicht einer Expedition, bei der rechtliche und steuerliche Aspekte die Landkarte sind. Die Wahl der Rechtsform, etwa GmbH oder Einzelunternehmen, legt den rechtlichen Rahmen fest und bestimmt zugleich die steuerliche Belastung durch Körperschaft-, Gewerbesteuer und Umsatzsteuer. Eine solide **steuerliche Beratung für Startups** ist unverzichtbar, um Fallstricke zu umgehen und die Weichen für nachhaltigen Erfolg zu stellen. Wer diese Grundlagen von Beginn an beachtet, navigiert sicher durch das komplexe Gelände.</p>
<h2>Anwendungen über die reine Währung hinaus</h2>
<p>Die wahre Magie von Bitcoin entfaltet sich oft jenseits des reinen Zahlungsverkehrs. Als digitaler Werteverwahrer dient er als <strong>robuster Inflationsschutz</strong> in unsicheren Zeiten und schützt Ersparnisse vor Entwertung. Seine zugrundeliegende Blockchain-Technologie schreibt Geschichten der Transparenz, von unveränderlichen Grundbucheinträgen bis zu lückenlosen Lieferketten. Kreative Köpfe nutzen sie sogar für <strong>dezentrale Finanzanwendungen</strong>, die Kredite ohne Banken ermöglichen. So wird aus einer reinen Währung ein Fundament für ein neues, vertrauenswürdigeres digitales Ökosystem.</p>
<h3>Dezentrale Finanzdienstleistungen (DeFi)</h3>
<p>Die Anwendungen der Blockchain-Technologie reichen weit über die reine Währung hinaus. Sie revolutioniert **Supply-Chain-Management durch Blockchain**, indem sie lückenlose Transparenz von der Produktion bis zum Endkunden schafft. Intelligente Verträge automatisieren komplexe Prozesse in der Logistik, während dezentrale Identitätsmodelle die persönliche Datenhoheit stärken. In der Kunstwelt schützen NFTs die Urheberschaft und schaffen neue digitale Märkte. Diese vielseitigen Einsatzgebiete machen die Technologie zu einem fundamentalen Innovationstreiber für die digitale Zukunft.</p>
<h3>NFTs: Einzigartige digitale Besitztümer</h3>
<p>Die Anwendungen der Blockchain-Technologie reichen weit über reine Kryptowährungen hinaus. Sie revolutioniert <strong>dezentrale Finanzinstrumente (DeFi)</strong> und etabliert sich als unveränderliches Fundament für die digitale Zukunft. So ermöglicht <a href="https://arbivex-ai.ch/">https://arbivex-ai.ch/</a> sie transparente Lieferketten, bei denen jeder Produktschritt lückenlos nachverfolgt werden kann. Zertifikate und Urkunden werden fälschungssicher, während Künstler durch NFTs neue Einnahmequellen erschließen. Selbst in der Verwaltung automatisieren Smart Contracts Prozesse und erhöhen so Effizienz und Vertrauen in bisher ungekanntem Maße.</p>
<p><strong>Q&amp;A:</strong><br />
<em>Was ist ein praktisches Beispiel jenseits von Bitcoin?</em><br />
Die lückenlose Rückverfolgung von Lebensmitteln vom Erzeuger bis zum Supermarkt, um Herkunft und Qualität zu garantieren.</p>
<h3>Zukunftsvisionen der dezentralen Technologie</h3>
<p>Die Anwendungen von Blockchain-Technologien reichen heute weit über die reine Währung hinaus. Sie revolutionieren Lieferketten durch lückenlose <strong>Blockchain-basierte Provenienz-Lösungen</strong>, die jeden Schritt eines Produkts fälschungssicher dokumentieren. In der Verwaltung automatisieren Smart Contracts Prozesse, während Künstler NFTs für digitale Eigentumsrechte nutzen. </p>
<blockquote><p>Diese Dezentralisierung schafft völlig neue Formen der vertrauensbasierten Interaktion, ohne Mittelsmänner.</p></blockquote>
<p> Die Technologie treibt somit eine transparente und effiziente digitale Transformation in unzähligen Branchen voran.</p>
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