<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>K&#039;sアソシエーションズ株式会社 &#187; 2) 660 links English Mix (1-6) DONE</title>
	<atom:link href="http://ksasc.com/?cat=6159&#038;feed=rss2" rel="self" type="application/rss+xml" />
	<link>http://ksasc.com</link>
	<description>下関市の電気工事・デザイン会社</description>
	<lastBuildDate>Fri, 24 Apr 2026 12:06:56 +0000</lastBuildDate>
	<language>ja</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.6</generator>
		<item>
		<title>A Strategic Framework for Cryptocurrency Integration in Modern Business</title>
		<link>http://ksasc.com/?p=69577</link>
		<comments>http://ksasc.com/?p=69577#comments</comments>
		<pubDate>Sun, 08 Mar 2026 12:24:55 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[2) 660 links English Mix (1-6) DONE]]></category>

		<guid isPermaLink="false">http://ksasc.com/?p=69577</guid>
		<description><![CDATA[The integration of cryptocurrency is fundamentally resh ...]]></description>
				<content:encoded><![CDATA[<p>The integration of cryptocurrency is fundamentally reshaping global finance, moving digital assets from the fringe to the financial forefront. This powerful shift offers businesses and individuals unprecedented autonomy, enabling <strong>borderless transactions</strong> and new economic models directly on the blockchain.</p>
<h2>How Digital Currencies Are Reshaping Online Commerce</h2>
<p>Digital currencies are fundamentally reshaping online commerce by enabling faster, borderless transactions with reduced fees. They eliminate intermediaries like banks, allowing for direct peer-to-peer exchanges that enhance efficiency. This shift is fostering a new era of <strong>decentralized finance</strong> and expanding financial inclusion for unbanked populations globally. Furthermore, the integration of blockchain technology provides unprecedented transparency and security, reducing fraud. As adoption grows, businesses are leveraging these assets to tap into new markets and consumer bases, solidifying crypto&#8217;s role in the future of <strong>e-commerce innovation</strong>.</p>
<h3>Streamlining Payments for E-Commerce Platforms</h3>
<p>Digital currencies are fundamentally restructuring online commerce by enabling borderless, peer-to-peer transactions. This shift reduces reliance on traditional financial intermediaries, lowering fees and accelerating settlement times from days to seconds. For merchants, <strong>blockchain payment integration</strong> opens new global markets and mitigates fraud risks through cryptographic security. To stay competitive, businesses must evaluate accepting digital assets, as they represent a pivotal evolution toward a more efficient and inclusive digital economy.</p>
<h3>Enabling Micropayments and New Revenue Models</h3>
<div style="text-align:center">
<iframe width="567" height="316" src="https://www.youtube.com/embed/t96lNtUNt-E" frameborder="0" alt="cryptocurrency integration" allowfullscreen></iframe>
</div>
<p>Digital currencies are fundamentally transforming online commerce by enabling faster, borderless transactions and reducing reliance on traditional financial intermediaries. This shift empowers global merchants and unlocks new markets by **streamlining cross-border payments**. The integration of cryptocurrencies and central bank digital currencies (CBDCs) fosters a more inclusive financial ecosystem, allowing for innovative business models like microtransactions and programmable money. This dynamic evolution is creating a more efficient and accessible digital marketplace for the future.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="cryptocurrency integration" src="data:image/jpg;base64,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"/></p>
<h3>Reducing Transaction Fees and Chargeback Risks</h3>
<p>Digital currencies are fundamentally reshaping online commerce by enabling **borderless financial transactions**. They eliminate intermediaries, drastically reducing fees and settlement times for both merchants and consumers. This fosters a new era of global e-commerce, allowing seamless cross-border purchases without traditional banking hurdles. The integration of smart contracts further automates trust and fulfillment, creating more efficient and transparent digital marketplaces. This shift is not merely technological but represents a profound evolution in how value is exchanged online.</p>
<h2>Blockchain&#8217;s Role in Modern Financial Services</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="cryptocurrency integration" src="data:image/jpeg;base64,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"/></p>
<p>Blockchain technology is fundamentally reshaping modern financial services by introducing unprecedented levels of transparency, security, and efficiency. Its decentralized ledger system enables the immutable recording of transactions, reducing fraud and operational costs. This innovation is pivotal for <strong>financial inclusion</strong>, allowing unbanked populations to access services through digital assets. Furthermore, it facilitates near-instantaneous cross-border settlements and powers smart contracts that automate complex agreements. As a foundational technology, blockchain is driving the evolution toward decentralized finance (DeFi), creating more resilient and accessible <strong>financial ecosystems</strong> beyond traditional institutional frameworks.</p>
<h3>Facilitating Faster Cross-Border Money Transfers</h3>
<p>Blockchain technology is fundamentally reshaping modern financial services by introducing unprecedented levels of transparency, security, and efficiency. Its decentralized ledger system eliminates intermediaries, enabling faster and cheaper cross-border payments and settlements. <strong>Decentralized finance (DeFi) platforms</strong> are leveraging this innovation to offer peer-to-peer lending, borrowing, and trading without traditional banks. This shift not only reduces operational costs but also opens financial access to underserved populations, creating a more inclusive global economy.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="cryptocurrency integration" src="data:image/jpeg;base64,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"/></p>
<h3>Powering Decentralized Lending and Borrowing</h3>
<p>Blockchain technology is fundamentally reshaping modern financial services by introducing unprecedented transparency and security. Its decentralized ledger system enables <strong>immutable transaction records</strong>, reducing fraud and streamlining complex processes like cross-border payments and trade finance. This innovation drastically cuts settlement times and operational costs. <em>For institutions, the strategic imperative is to move beyond proof-of-concepts and integrate blockchain into core settlement layers.</em> The resulting efficiency gains and new programmable asset classes are redefining value exchange in the digital economy.</p>
<h3>Tokenizing Real-World Assets for Investment</h3>
<p>Blockchain technology is fundamentally reshaping modern financial services by introducing unprecedented levels of transparency, security, and efficiency. Its core innovation is a <strong>decentralized and immutable ledger</strong> that enables peer-to-peer transactions without traditional intermediaries. This is revolutionizing areas like cross-border payments, which become faster and cheaper, and trade finance, where smart contracts automate complex agreements. The technology also underpins the explosive growth of digital assets and decentralized finance (DeFi) platforms, creating entirely new financial ecosystems. For institutions, adopting blockchain is a critical step toward <strong>future-proofing financial infrastructure</strong> against obsolescence and fraud.</p>
<p><strong>Q&#038;A:</strong> Is blockchain only about cryptocurrencies?<br />
No. While Bitcoin popularized it, blockchain&#8217;s utility extends far beyond. Its primary value is as a foundational trust layer for streamlining securities settlement, verifying identities, and creating transparent supply chains, reducing cost and risk across the sector.</p>
<h2>Embedding Crypto Wallets into User Experiences</h2>
<p>Embedding crypto wallets directly into user experiences represents a transformative shift in digital interaction. By seamlessly integrating wallet functionality—like secure key management and transaction signing—into existing applications, we remove the daunting technical barriers that hinder mainstream adoption. This <strong>user-centric design</strong> philosophy turns complex blockchain interactions into intuitive features, fostering trust and engagement. It is the cornerstone for onboarding the next billion users, enabling everything from in-game asset ownership to streamlined decentralized finance, all within familiar interfaces. This strategic integration is essential for any platform building the future of the <strong>web3 ecosystem</strong>.</p>
<p><strong>Q: Isn&#8217;t embedding a wallet a security risk?</strong><br />A>Not when implemented correctly. Modern embedded wallets use advanced, non-custodial security models like multi-party computation, giving users full control without exposing vulnerable seed phrases.</p>
<h3>Simplifying Non-Custodial Wallet Adoption</h3>
<p>Seamlessly <strong>embedding a non-custodial crypto wallet</strong> directly into your application&#8217;s interface is the next frontier for mainstream adoption. This approach abstracts away the complexity of private keys and seed phrases, allowing users to interact with digital assets through familiar actions like social logins or biometrics. The key is to maintain the core tenets of decentralization and user asset control while providing a frictionless experience that feels native. This builds trust and empowers users to engage with Web3 features without needing deep technical knowledge.</p>
<h3>Integrating Secure Payment Gateways for Businesses</h3>
<p>Embedding crypto wallets directly into applications is a major step toward mainstream <strong>blockchain adoption</strong>. This seamless integration allows users to interact with digital assets, sign transactions, and access decentralized services without managing separate software or complex seed phrases. By abstracting away technical complexity, developers can create intuitive experiences where financial functionality feels native. This approach not only enhances security by reducing user error but also unlocks new models for ownership, identity, and community engagement within the digital economy.</p>
<h3>Enabling In-App Purchases with Digital Tokens</h3>
<p>Embedding crypto wallets directly into applications is the cornerstone of mainstream Web3 adoption. This integration removes the critical friction of external extensions and seed phrase management, allowing users to interact with digital assets and sign transactions as a native feature. For developers, it means designing intuitive onboarding where wallet creation is a background process, and security is abstracted without being compromised. <strong>Seamless blockchain integration</strong> transforms complex key management into a simple, familiar login flow, unlocking broader utility for NFTs, decentralized finance, and tokenized rewards within your platform&#8217;s existing user journey.</p>
<h2>Smart Contracts Automating Business Logic</h2>
<p>Smart contracts automate business logic by encoding predefined rules and agreements into self-executing code on a blockchain. When specific, verifiable conditions are met, the contract automatically triggers the corresponding outcome, such as transferring funds or updating a record. This eliminates intermediaries, reduces manual processing, and minimizes human error or disputes. By ensuring <strong>tamper-proof execution</strong>, they enhance transparency and trust between parties. Their application streamlines complex processes in areas like supply chain management, financial services, and legal compliance, fundamentally transforming how <strong>decentralized agreements</strong> are structured and enforced.</p>
<h3>Executing Transparent and Trustless Agreements</h3>
<p>Imagine a vending machine for complex agreements. This is the power of smart contracts, self-executing code on a blockchain that automates business logic. When predefined conditions are met—like a delivery confirmation scanned—the contract automatically triggers the next step, such as releasing payment. This eliminates intermediaries, reduces errors, and builds unprecedented trust between parties. This innovation is a cornerstone of **decentralized finance solutions**, transforming how we conceptualize and execute deals in a digital world.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="cryptocurrency integration" src="data:image/jpg;base64,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"/></p>
<h3>Revolutionizing Supply Chain and Logistics</h3>
<p>Smart contracts automate business logic by turning &#8220;if this, then that&#8221; rules into self-executing code on a blockchain. This cuts out middlemen and manual processes, making agreements faster, cheaper, and less prone to human error. For instance, a payment can be released automatically the moment a tracking system confirms delivery. This <strong>blockchain-based automation</strong> is transforming everything from supply chains to royalty payments, creating trust through transparent, unchangeable code rather than promises.</p>
<h3>Managing Digital Rights and Royalty Distribution</h3>
<p>In a traditional agreement, parties manually verify each clause, a process prone to delay and error. Smart contracts transform this by embedding the business logic directly into self-executing code on a blockchain. When predefined conditions are met, such as a shipment confirmation, the contract autonomously triggers the corresponding action, like an immediate payment. This <mark>decentralized automation</mark> eliminates intermediaries, slashing costs and building unprecedented trust. The revolutionary potential of **blockchain-powered automation** lies in creating systems that are not only faster and cheaper but fundamentally more reliable, turning complex deals into seamless digital transactions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="cryptocurrency integration" src="data:image/jpeg;base64,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"/></p>
<h2>Overcoming Key Challenges for Widespread Adoption</h2>
<p>Overcoming key challenges for widespread adoption requires addressing both <strong>technical integration</strong> and user-centric design. Organizations must ensure seamless compatibility with existing systems while rigorously proving the solution&#8217;s superior value to overcome inertia. A critical, often overlooked hurdle is building organizational trust through transparent <a href="https://bcon.global/integrations/">cryptocurrency integration</a> data practices and clear change management. <em>Securing early buy-in from influential stakeholders can create a powerful internal advocacy network.</em> Ultimately, achieving scale depends on demonstrating undeniable <strong>return on investment</strong> and fostering a culture ready to embrace iterative improvement.</p>
<h3>Navigating Regulatory Compliance and KYC/AML</h3>
<p>Overcoming key challenges for widespread adoption requires addressing fundamental barriers like high initial costs, interoperability issues, and user resistance to change. A successful **technology adoption strategy** must simplify integration with existing systems and clearly demonstrate superior value over legacy solutions. Furthermore, building robust infrastructure and ensuring consistent, reliable performance are non-negotiable prerequisites for gaining and maintaining user trust at scale.</p>
<h3>Addressing Volatility with Stablecoin Solutions</h3>
<p>Achieving widespread adoption requires directly confronting significant barriers. The primary hurdle is often seamless system integration with legacy infrastructure, a costly and complex endeavor. Furthermore, user resistance to change must be addressed through intuitive design and comprehensive training programs. Success hinges on demonstrating clear, measurable return on investment to secure stakeholder buy-in. Ultimately, a robust digital transformation strategy is essential for navigating these obstacles and unlocking scalable growth.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="cryptocurrency integration" src="data:image/jpeg;base64,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"/></p>
<h3>Improving Scalability and Network Throughput</h3>
<p>Overcoming key challenges for widespread adoption requires a strategic focus on **seamless user integration**. This means moving beyond a superior core technology to actively dismantle barriers like high initial cost, steep learning curves, and resistance to changing established workflows. Success hinges on demonstrating clear, immediate value that outweighs the perceived disruption. <em>The true breakthrough often lies not in the invention itself, but in making it indispensable to the daily routine.</em> By prioritizing intuitive design, interoperability, and compelling proof of concept, innovators can transform skepticism into enthusiastic endorsement, paving the way for market dominance.</p>
<h2>The Future of Tokenized Ecosystems and Web3</h2>
<p>The future of tokenized ecosystems and Web3 is all about moving beyond speculation into real utility. We&#8217;ll see <strong>tokenized assets</strong> representing everything from real estate deeds to concert tickets, making ownership and transfer seamless. These ecosystems will power new models for community governance, creative funding, and digital identity, putting users in control. While challenges around regulation and user experience remain, the core promise is a more open, interconnected, and user-owned internet where value flows directly to participants.</p>
<h3>Fostering Community Ownership with Governance Tokens</h3>
<p>The future of tokenized ecosystems and Web3 hinges on achieving mainstream adoption through enhanced scalability and user experience. These decentralized networks will move beyond speculative assets to underpin verifiable digital ownership, from real-world assets to creative works. <strong>blockchain-powered digital ownership</strong> will redefine value exchange, enabling new models for governance, finance, and community interaction. Success depends on building robust, intuitive, and interoperable frameworks that integrate seamlessly with existing digital infrastructure.</p>
<h3>Building Interoperability Between Different Blockchains</h3>
<p>The future of tokenized ecosystems hinges on moving beyond speculative assets to <strong>real-world asset tokenization</strong>. Success will be defined by protocols that solve tangible problems, like streamlining supply chains or enabling fractional ownership of physical goods. True decentralization and robust, user-friendly governance models will separate sustainable projects from fleeting trends.</p>
<blockquote><p>The ultimate value of a token is not its price, but its utility within a functional and self-sustaining digital economy.</p></blockquote>
<p>For Web3 to achieve mainstream adoption, it must prioritize seamless user experience and regulatory clarity, building trust through transparency and verifiable on-chain data.</p>
<h3>Creating Immersive Economies in the Metaverse</h3>
<p>The future of tokenized ecosystems and Web3 hinges on <strong>decentralized finance innovation</strong> moving beyond speculation into tangible utility. We will see dynamic systems where tokens govern protocols, unlock exclusive content, and represent real-world assets like real estate. This shift promises a more user-centric internet, where value and data flow directly between participants, dismantling traditional intermediaries. Success depends on solving scalability and crafting intuitive user experiences to drive mainstream adoption.</p>
]]></content:encoded>
			<wfw:commentRss>http://ksasc.com/?feed=rss2&#038;p=69577</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
