<?xml version="1.0" encoding="UTF-8"?><rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom" 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:sy="http://purl.org/rss/1.0/modules/syndication/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/"><channel><title>alwin.io/</title><atom:link href="https://alwin.io/feed/" rel="self" type="application/rss+xml"/><link>https://alwin.io/</link><description>Blockchain Developement Company</description><language>en-US</language><item><title>DeFi vs Traditional Banking: Which Will Shape the Future of Finance?</title><link>https://alwin.io/blog/defi-vs-traditional-banking</link><dc:creator>&lt;![CDATA[Guna Priyanka]]&gt;</dc:creator><description>&lt;![CDATA[Compare DeFi vs traditional banking, explore their key differences, benefits, risks, and discover which financial system is shaping the future of global finance.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The financial industry is experiencing one of the biggest changes in history. For decades, traditional banks have been the backbone of global finance, offering savings accounts, loans, payment services, and investment products. Today, Decentralized Finance (DeFi) is emerging as an alternative that removes intermediaries and gives users complete control over their financial assets.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;With blockchain technology and smart contracts, DeFi allows anyone with an internet connection to access financial services without relying on banks or centralized institutions. As businesses, investors, and governments continue exploring blockchain finance, an important question arises: Will DeFi replace traditional banking, or will both systems work together to shape the future of finance?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This article explores the key differences, benefits, challenges, and future potential of both financial models.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i6&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What is Traditional Banking?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traditional banking refers to the centralized financial system operated by licensed institutions regulated by governments and financial authorities. These banks act as trusted intermediaries for managing deposits, issuing loans, facilitating payments, and safeguarding customer assets.&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Common Banking Services&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Savings and current accounts&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Personal and business loans&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Credit cards&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;International money transfers&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Investment products&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Mortgage financing&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Wealth management&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traditional banks are trusted because they follow strict regulations, comply with Know Your Customer (KYC) requirements, and often provide deposit insurance that protects customers&apos; funds.&lt;/span&gt;&lt;/p&gt;
&lt;h1 id=&quot;mcetoc_1jghguc0i6a&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What is DeFi?&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Decentralized Finance (DeFi) is a blockchain-based financial ecosystem that allows users to perform financial activities without intermediaries. Instead of relying on banks, &lt;strong&gt;&lt;a href=&quot;../../defi-development-company&quot;&gt;DeFi Development platforms&lt;/a&gt;&lt;/strong&gt; use smart contracts to automate transactions securely and transparently.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users maintain ownership of their assets through cryptocurrency wallets while interacting directly with decentralized applications (dApps).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Popular DeFi Services&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Decentralized lending and borrowing&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Crypto staking&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Yield farming&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Decentralized exchanges (DEXs)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Stablecoin payments&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Synthetic assets&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Liquidity pools&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenized Real-World Assets (RWAs)&lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Unlike traditional finance, DeFi operates 24/7 without geographical restrictions.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i7&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;DeFi vs Traditional Banking: Key Differences&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span id=&quot;docs-internal-guid-d18d78bc-7fff-54d4-b993-8a331933bf8e&quot;&gt;&lt;/span&gt;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
&lt;table style=&quot;border: none; border-collapse: collapse;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;178&quot; /&gt;&lt;col width=&quot;190&quot; /&gt;&lt;col width=&quot;256&quot; /&gt;&lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 26.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Feature&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Traditional Banking&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;DeFi&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 26.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Control&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Banks manage customer funds&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Users control their assets&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 26.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Accessibility&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Limited by banking hours and region&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Available globally 24/7&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 26.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Transactions&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Processed by intermediaries&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Executed through smart contracts&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 26.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Transparency&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Limited visibility&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Publicly verifiable on blockchain&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 41.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Approval&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Requires verification and documentation&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Mostly permissionless&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 26.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Fees&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Multiple service charges&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Generally lower transaction costs&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 26.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Speed&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;International transfers can take days&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Often completed within minutes&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 41.5pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Technology&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Changes slowly because of regulations&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 12pt; font-family: Arial, sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;New features are introduced frequently&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i8&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advantages of Traditional Banking&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traditional banking remains essential for individuals and businesses because it offers security, compliance, and widespread acceptance.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Regulatory Protection&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Banks operate under strict financial regulations that help protect customers from fraud and financial instability.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. Deposit Insurance&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Many countries insure customer deposits up to a specified amount, providing additional confidence.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;3. Consumer Support&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Banks offer customer service, dispute resolution, and fraud recovery options that many DeFi platforms currently lack.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;4. Credit Services&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traditional financial institutions evaluate credit history and provide mortgages, business financing, education loans, and other lending services.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;5. Broad Adoption&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Governments, employers, merchants, and financial institutions worldwide continue to rely heavily on banking infrastructure.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i9&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advantages of DeFi&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;DeFi introduces a financial model focused on openness, automation, and global accessibility.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Permissionless Access&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Anyone with internet access and a crypto wallet can use DeFi services without requiring approval from a bank.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Full Asset Ownership&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users retain complete control over their digital assets rather than depositing them into centralized institutions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Faster Transactions&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-border transfers that traditionally require several days can often settle within minutes using blockchain technology.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Lower Costs&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Automation through smart contracts reduces operational expenses and minimizes intermediary fees.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Complete Transparency&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Every transaction is recorded on a public blockchain, allowing anyone to verify financial activities.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Continuous Development&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Developers regularly build new financial products, including decentralized insurance, prediction markets, tokenized assets, and AI-powered investment protocols.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ia&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Challenges Facing Traditional Banking&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Despite its strengths, traditional banking faces several limitations.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Slow International Payments&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-border transactions often involve multiple intermediaries, increasing costs and settlement times.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;High Operational Costs&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Maintaining branches, staff, compliance, and legacy infrastructure leads to higher fees.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Financial Exclusion&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Millions of people worldwide remain unbanked due to geographic, economic, or documentation barriers.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Limited Banking Hours&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Many banking services are unavailable outside business hours.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Challenges Facing DeFi&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Although DeFi continues to expand, several obstacles remain.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart Contract Risks&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Coding vulnerabilities can expose platforms to exploits if security audits are insufficient.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Regulatory Uncertainty&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Governments continue developing frameworks for decentralized financial applications.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;User Responsibility&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Unlike banks, users are responsible for protecting wallet credentials and private keys. Losing access may result in permanent loss of assets.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cryptocurrency Volatility&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Many DeFi protocols depend on crypto assets whose prices can fluctuate significantly.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Scalability&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Network congestion on some blockchains can increase transaction fees during periods of high demand.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ic&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Businesses Are Investing in DeFi?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Enterprises increasingly recognize DeFi as more than a cryptocurrency trend. It offers opportunities to improve efficiency, reduce operational costs, and create new financial products.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Businesses are investing in:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-border payment solutions&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Decentralized lending platforms&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Stablecoin payment systems&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Asset tokenization&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Institutional liquidity solutions&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Treasury management&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Automated yield strategies&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Blockchain-based investment products&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Many financial institutions are also exploring hybrid models that combine regulatory compliance with decentralized technologies.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0id&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Role of AI in DeFi&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Artificial Intelligence is becoming an important component of modern DeFi ecosystems.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AI supports decentralized finance through:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fraud detection&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Automated portfolio management&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart risk assessment&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Predictive market analytics&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Yield optimization&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Intelligent trading strategies&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Personalized financial recommendations&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The combination of AI and blockchain is expected to create more efficient and secure financial services over the coming years.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ie&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Can DeFi Replace Traditional Banking?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The short answer is not entirely.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traditional banking provides regulatory oversight, legal protection, consumer trust, and financial stability that remain essential for global economies.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;DeFi, on the other hand, offers efficiency, transparency, financial inclusion, and greater user control that traditional systems often struggle to achieve.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Rather than replacing banks completely, DeFi is more likely to complement existing financial infrastructure. Many leading banks are already experimenting with blockchain, tokenized assets, central bank digital currencies, and smart contract automation.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This hybrid approach allows institutions to use decentralized technologies while maintaining regulatory compliance and customer protection.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0if&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Future of Finance        &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The future financial ecosystem will likely combine the strengths of both systems.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Emerging trends include:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Central Bank Digital Currencies (CBDCs)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenized Real-World Assets (RWAs)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-chain financial infrastructure&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Institutional DeFi&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AI financial services&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Blockchain-based identity verification&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Programmable payments&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Embedded decentralized finance&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As regulations mature and blockchain technology continues to evolve, collaboration between traditional financial institutions and DeFi platforms will become increasingly common.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ig&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Conclusion&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The debate between DeFi and traditional banking is not about choosing one over the other. It is about understanding how both can contribute to a more inclusive, efficient, and reliable financial ecosystem.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traditional banks continue to provide trust, regulatory compliance, and comprehensive financial services, while DeFi introduces greater transparency, automation, accessibility, and user control.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As blockchain adoption continues to increase, businesses, startups, financial institutions, and governments are expected to adopt hybrid financial models that combine the strengths of both systems. Organizations investing in secure DeFi development services today are preparing for the next phase of blockchain finance.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ultimately, the future of finance will not be defined solely by banks or decentralized protocols. Instead, it will be shaped by collaboration, technological progress, and the growing demand for faster, smarter, and more accessible financial services.&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/body&gt;
&lt;/html&gt;</content:encoded></item><item><title>Real World Asset Tokenization: Is 2026 the Year Trillions Go On-Chain?</title><link>https://alwin.io/blog/rwa-tokenization-2026</link><dc:creator>&lt;![CDATA[Sridhivya]]&gt;</dc:creator><description>&lt;![CDATA[Explore how real-world asset tokenization could bring trillions of dollars of assets on-chain in 2026 and reshape ownership, liquidity, and finance.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What if owning a piece of a skyscraper was as easy as buying a cryptocurrency?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What if investors could purchase fractions of real estate, private equity, commodities, or infrastructure projects from anywhere in the world without mountains of paperwork or traditional market barriers?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A few years ago, that sounded like a futuristic concept. Today, it&apos;s becoming a reality through Real World Asset (RWA) Tokenization.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;But here&apos;s the bigger question:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Are we witnessing the largest transformation in asset ownership since the creation of modern capital markets?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why are some of the world&apos;s largest financial institutions investing heavily in tokenization infrastructure?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why are experts projecting the tokenized asset market could reach trillions of dollars in the coming years?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;And why are businesses rushing to explore tokenization before the market reaches mainstream adoption?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The answer lies in a simple idea: making valuable assets easier to own, trade, and manage in a digital-first world.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The real question is: How much of the world&apos;s value will be tokenized and who will lead the transformation?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Let&apos;s explore why Real World Asset Tokenization is capturing global attention and whether 2026 could be the year trillions of dollars in assets make the leap to the blockchain.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why are Financial Giants Betting Billions on Real World Asset Tokenization?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A few years ago, tokenizing real-world assets sounded like an experiment.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Today, it&apos;s one of the fastest-growing sectors in global finance.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The question is no longer &quot;Will RWA tokenization happen?&quot;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The question is &quot;How much of the world&apos;s wealth will move on-chain?&quot;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Market Has Grown More Than 5x in Just One Year&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The tokenized RWA market has experienced extraordinary growth between 2025 and 2026:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The active RWA market expanded from approximately $4.1 billion in early 2025 to over $25.2 billion by March 2026, representing more than 500% growth in just over a year. milestone. recorded by May 2026. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Some market trackers report the number has already grown to nearly 888,000 RWA holders globally. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Chainalysis&lt;/strong&gt; observed a significant increase in wallets created specifically to hold tokenized assets throughout late 2025 and early 2026. 5 years. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These benefits are attracting banks, asset managers, investment firms, and fintech companies worldwide. on-chain. be one of the fastest-growing RWA categories, representing billions of dollars in tokenized value. 4 billion to $5.5 billion. markets move on-chain. by 2030, while some long-term forecasts exceed $30 trillion by 2033–2035. beyond pilot programs and launching real-world tokenized products.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Which Assets are Leading the RWA Tokenization Revolution?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;When most people hear &quot;asset tokenization,&quot; they immediately think about real estate.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;But that&apos;s only part of the story.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The fastest-growing categories in Real World Asset Tokenization Development include:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenized U.S. Treasuries&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Private Credit&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real Estate&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Commodities (Gold, Silver, Oil)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Corporate Bonds&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Investment Funds&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Equities and ETFs&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In fact, six major asset classes have already crossed the $1 billion on-chain milestone, demonstrating strong institutional demand for tokenized investment products.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The question is no longer what can be tokenized?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The question is what shouldn&apos;t be tokenized?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why are Investors Choosing Tokenized Assets Over Traditional Investments?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Imagine investing in a commercial building worth $50 million.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traditionally, you&apos;d need substantial capital, lengthy paperwork, intermediaries, and limited exit opportunities.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Now imagine owning a fraction of that same asset through digital tokens.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That&apos;s the value proposition driving Real World Asset Tokenization Development.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Benefits include:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Fractional ownership&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Improved liquidity&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Faster settlements&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Lower transaction costs&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Global investor participation&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ 24/7 accessibility&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Transparent ownership records&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These advantages are attracting both retail and institutional investors worldwide.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Role of Blockchain and Smart Contracts in Asset Tokenization&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Here&apos;s a question:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What happens when ownership transfers, compliance checks, dividend distributions, and reporting are automated?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Operational costs drop dramatically.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart contracts are the engine behind Real World Asset Tokenization Development. They automate transactions, enforce rules, reduce manual intervention, and create immutable ownership records.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Instead of relying on multiple intermediaries, businesses can execute transactions with greater transparency and efficiency.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This is one reason why financial institutions view tokenization as a major infrastructure upgrade rather than a temporary trend.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Enterprises are Investing in Real World Asset Tokenization Development?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Let&apos;s be honest.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Most businesses don&apos;t adopt new technology because it&apos;s exciting.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;They adopt it because it creates measurable value.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Organizations investing in Real World Asset Tokenization Development are pursuing:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;New fundraising opportunities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Improved asset liquidity&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Global investor access&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Reduced administrative costs&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Faster settlement cycles&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Enhanced transparency&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Automated compliance management&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As competition increases, businesses that tokenize assets early may gain a significant advantage in attracting investors and capital.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What Challenges Does Real World Asset Tokenization Solve?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traditional asset markets face several limitations:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;High entry barriers&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Limited liquidity&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Complex ownership structures&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-border restrictions&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Long settlement periods&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenization addresses each of these challenges by creating digitally transferable ownership rights backed by blockchain technology.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That&apos;s why analysts increasingly describe Real World Asset Tokenization Development as the bridge between traditional finance and the digital economy.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Is Real World Asset Tokenization the Future of Capital Markets?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A decade ago, digital assets were viewed as a niche concept.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Today, some of the world&apos;s largest financial institutions are launching tokenized investment products, tokenized funds, and blockchain-based asset management solutions.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The numbers tell the story:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;More than $25 billion in tokenized assets are already on-chain.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The market has grown approximately 5x since 2023.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Forecasts suggest trillions of dollars could move on-chain by the end of the decade.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;If the internet transformed how information moves, Real World Asset Tokenization Development may transform how value moves.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;And for businesses, investors, and institutions, that transformation is already underway.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Popular Types of Real World Asset (RWA) Tokenization in 2026&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;When most people hear Real World Asset Tokenization, they immediately think about real estate.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;But the reality is much bigger.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Today, billions of dollars worth of gold, government bonds, private credit, commodities, real estate, and even vehicles are being brought on-chain. In fact, tokenized assets have become one of the fastest-growing sectors in digital finance, with the market expanding rapidly as institutions and investors seek greater liquidity and accessibility.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Let&apos;s explore the most popular asset classes being tokenized right now.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Gold Tokenization – The Most Successful RWA Use Case&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Here&apos;s a simple question:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why buy and store physical gold when you can own it digitally?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gold tokenization allows investors to own fractions of real, vaulted gold through blockchain-based tokens. Each token is backed by physical gold reserves and can often be redeemed for the underlying asset.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Examples&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Paxos Gold (PAXG)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tether Gold (XAUT)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Together, PAXG and XAUT dominate the tokenized gold market. Tokenized commodities reached over $5.5 billion in value during 2026, while tokenized gold trading volume exceeded $90 billion in a single quarter.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why It&apos;s Popular?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Inflation hedge&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Fractional ownership&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ 24/7 trading&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ No physical storage hassles&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. Silver Tokenization&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gold may dominate headlines, but silver is quickly gaining attention.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Silver-backed tokens allow investors to gain exposure to precious metals without purchasing and storing physical bullion.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Examples&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Kinesis Silver (KAG)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Kinesis Gold (KAU)&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Silver tokenization appeals to investors seeking lower-cost entry into commodity markets while maintaining exposure to tangible assets.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;3. Real Estate Tokenization&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What if you could invest in a luxury apartment with just a few hundred dollars?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That&apos;s exactly what real estate tokenization enables.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Properties are divided into digital ownership units, allowing multiple investors to own fractions of residential, commercial, or rental properties.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Examples&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;RealT&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Lofty&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Propy&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Investors receive rental income and asset appreciation proportional to their ownership share.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why It&apos;s Popular?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Fractional property ownership&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Passive rental income&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Global investor participation&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Improved liquidity&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;4. Tokenized Government Bonds &amp; Treasury Bills&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This is currently the largest institutional RWA category.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Governments issue treasury bills and bonds. Through tokenization, these instruments become accessible on blockchain networks.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Examples&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;BlackRock BUIDL&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ondo Finance&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Franklin Templeton BENJI&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenized Treasuries account for more than $10 billion in on-chain assets and represent one of the fastest-growing institutional sectors in RWA finance.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;5. Private Credit &amp; Business Loans&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Imagine earning returns from business loans without being a bank.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Private credit tokenization allows companies to tokenize invoices, trade finance, SME loans, and lending products.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Examples&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Maple Finance&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Centrifuge&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Goldfinch&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Private credit has become one of the largest RWA categories because it generates predictable yields while connecting borrowers with global capital.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;6. Oil &amp; Energy Asset Tokenization&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Can a barrel of oil be traded like a cryptocurrency?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Increasingly, yes.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Energy companies are exploring tokenization of oil reserves, energy contracts, carbon credits, and commodity-backed assets.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Potential Use Cases&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Oil reserves&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Renewable energy projects&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Solar farms&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Carbon credit markets&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Energy trading contracts&lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;While tokenized oil remains an emerging segment compared to gold and treasuries, analysts expect energy assets to become a major RWA category over the next decade.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;7. EV &amp; Mobility Asset Tokenization&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;One of the newest trends in RWA tokenization is the tokenization of electric vehicle infrastructure.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Imagine owning a fraction of:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;EV charging stations&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Electric vehicle fleets&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Battery storage systems&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart mobility infrastructure&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Investors can potentially earn revenue based on asset usage, creating a new investment model for sustainable infrastructure projects.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Emerging Examples&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;EV charging networks&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fleet leasing programs&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Battery-as-a-Service projects&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Green mobility funds&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This category is still in its early stages but is attracting growing interest from sustainability-focused investors.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;8. Art, Collectibles &amp; Luxury Assets&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What if you could own a fraction of a Picasso painting or a rare luxury watch?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenization makes this possible.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Examples&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Masterworks&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Particle&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These platforms divide ownership of valuable artworks into smaller units, making alternative investments accessible to a wider audience.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Which Asset Class Is Winning in 2026?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Based on market adoption and institutional participation, the current leaders are:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenized Treasuries&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenized Gold&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Private Credit&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real Estate&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Commodities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Equities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Energy Assets&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;EV Infrastructure&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The biggest takeaway?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real World Asset Tokenization is no longer limited to cryptocurrencies. From gold and silver to real estate, treasury bills, oil reserves, and EV infrastructure, almost every asset class is beginning its journey on-chain, gaining liquidity, fractional ownership, and global investment access for the digital economy. &lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Is Now the Best Time to Build a Real World Asset Tokenization Platform?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Let&apos;s be honest.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Five years ago, most businesses were asking:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;What is blockchain?&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Today, the question has changed to:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;How can we use blockchain to unlock liquidity, attract investors, and create new revenue streams?&quot;&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;And that&apos;s exactly why Real World Asset Tokenization Development is becoming one of the hottest sectors in finance.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;But here&apos;s the question many investors and entrepreneurs are asking right now:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Is 2026 the right time to enter the RWA market or have we already missed the opportunity?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The data suggests we&apos;re still in the early innings.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The value of tokenized real-world assets has already crossed $25 billion, growing nearly 4x in a single year as institutions pour capital into tokenized treasuries, private credit, commodities, and real estate.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Yet despite this explosive growth, tokenized assets still represent only a tiny fraction of the global asset market.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Think about it.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Global real estate alone is worth hundreds of trillions of dollars.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The global bond market exceeds $100 trillion.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Private equity, commodities, infrastructure, carbon credits, and alternative investments represent trillions more.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;And only a very small percentage of these assets are currently tokenized.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Biggest Pain Point Businesses Face Today&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Imagine owning a valuable commercial property.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The asset is worth millions.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;But selling it could take months.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Finding investors is difficult.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-border investments involve complex regulations.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fractional ownership is almost impossible.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Capital remains locked.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This is the exact problem that Real World Asset Tokenization Development solves.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;By converting assets into digital tokens, businesses can:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Unlock liquidity faster&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Attract global investors&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Enable fractional ownership&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Reduce operational costs&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Improve transparency&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;✔ Create entirely new investment opportunities&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The pain isn&apos;t that businesses lack assets.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The pain is that their assets aren&apos;t working efficiently enough.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Fear Holding Many Businesses Back&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Many founders are waiting.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Waiting for regulations.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Waiting for competitors to move first.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Waiting for &quot;the right time.&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;But here&apos;s an interesting fact:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Some of the world&apos;s largest financial institutions including asset managers, banks, and investment firms, have already launched tokenized products and are actively building tokenization infrastructure.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The market is no longer asking whether tokenization will happen.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;It&apos;s asking who will capture the opportunity first.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why 2026 Could Be a Defining Year?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Consider these projections:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Current tokenized RWA value: $25B+&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Forecasts for 2030: $4T–$16T&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Some long-term projections: $30T+ by the early 2030s&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That means the industry is potentially looking at growth of hundreds of times from today&apos;s levels.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;When the internet emerged, the biggest winners weren&apos;t necessarily those who joined last.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;They were the ones who built infrastructure before mass adoption arrived.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Today, Real World Asset Tokenization Development is at a similar stage.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;So, Is This the Right Time?&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;If you&apos;re looking for a market that&apos;s already saturated, the answer is no.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;If you&apos;re looking for a market where institutions are entering, regulations are improving, adoption is accelerating, and trillions of dollars are expected to move on-chain over the next decade...&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Then 2026 may be one of the most important entry points we&apos;ll see.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Better Question Isn&apos;t &quot;Should I Wait?&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;It&apos;s &quot;Will I Build Before the Market Goes Mainstream or After?&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Because by the time tokenized assets become the standard, the early movers will already own the market.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Conclusion&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A decade ago, the idea of owning digital assets sounded unconventional.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Today, millions of people own cryptocurrencies, businesses operate on blockchain networks, and some of the world&apos;s largest financial institutions are investing heavily in tokenized assets.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;So, what comes next?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Imagine a world where buying a fraction of a commercial building is as simple as purchasing a stock. Where gold, real estate, energy assets, EV infrastructure, private equity, and even future revenue streams can be owned, traded, and transferred globally in minutes.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The real question isn&apos;t whether Real World Asset Tokenization Development will transform finance. The momentum, institutional adoption, and market forecasts have already answered that.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The question is:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will you be an early participant in the transformation or watch it unfold from the sidelines?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As trillions of dollars in assets prepare to move on-chain, businesses, investors, and entrepreneurs have a unique opportunity to be part of one of the biggest shifts in modern financial history.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;Every great financial revolution begins by changing who can participate. Real World Asset Tokenization is doing exactly that.&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The assets are real.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The technology is ready.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The opportunity is growing.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Now is the time to tokenize, innovate, and lead the future of digital ownership.&lt;/span&gt;&lt;/p&gt;
&lt;/body&gt;
&lt;/html&gt;</content:encoded></item><item><title>Crypto Trading Bot Strategies for 2026: A Complete Guide for Smarter Automated Trading</title><link>https://alwin.io/blog/crypto-trading-bot-strategies-guide-2026</link><dc:creator>&lt;![CDATA[Aanai Pandi ]]&gt;</dc:creator><description>&lt;![CDATA[Learn the best Crypto Trading Bot Strategies for 2026. Explore proven methods, expert tips, and smart automation to improve trading performance and reduce risk.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What if your crypto trades could run 24/7 while you focus on other things? In 2026, that&apos;s no longer just an idea. Crypto trading bots have quietly become essential for traders, investors, exchanges, and fintech businesses alike. They deliver faster execution, sharper accuracy, and steady performance all You won&apos;t need to stare at charts around the clock&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;However, owning a trading bot is only part of the solution. The real success comes from using the right trading strategy. A Pre-planned strategy helps your bot know when to buy, sell, manage risk, and respond to changing market conditions. Without a proven strategy, even the most advanced bot can produce poor results.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This guide explains the most effective Crypto Trading Bot Strategies for 2026 in simple terms. You&apos;ll discover how popular strategies like Grid Trading, DCA, Arbitrage, Trend Following, and AI-powered trading work, along with tips for choosing the right strategy based on your trading goals. You&apos;ll also learn the key features to consider before investing in a crypto trading bot. If you&apos;re looking for a Trustworthy development partner, WeAlwin provides custom and &lt;strong&gt;&lt;a href=&quot;../white-label-crypto-trading-bot&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; aria-invalid=&quot;true&quot;&gt;white-label crypto trading bot&lt;/a&gt; &lt;/strong&gt;solutions designed for modern trading businesses.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt; &lt;/span&gt;&lt;/p&gt;
&lt;h1 id=&quot;mcetoc_1jghguc0i6&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What is a Crypto Trading Bot Strategy?&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A Crypto Trading Bot is an automated trading program that self-executes the Sell and Buy Cryptocurrencies Predefined Set Rules Or Market Conditions.  If you watch the day-of-trade chart and place manual trades, the bot has traded automatically with predefined rules, market signals, and analyzes price movement.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In Crypto Trading Bot, different strategies are built for different market conditions. Some Bots are designed to profit from price ranges,  others Bot Designed from long-term trends, and some are designed for tiny price differences across exchanges. So, choosing the right strategy depends on factors like market volatility, risk tolerance, and trading goals.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Common elements of a trading bot strategy include:&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Entry and exit rules&lt;/strong&gt; – Conditions that trigger a buy or sell order&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Risk management settings &lt;/strong&gt;– Stop-loss, take-profit, and position sizing rules&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Market indicators &lt;/strong&gt;– Signals like moving averages, RSI, or volatility levels used to time trades&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Adaptability&lt;/strong&gt; – Whether the strategy adjusts to changing market conditions or follows fixed rules&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i6a&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Top Crypto Trading Bot Strategies for 2026&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Choosing the right trading strategy is just as important as choosing the right bot. Each strategy is built for a different market condition, risk appetite, and trading goal. Below are the most widely used crypto trading bot strategies heading into 2026, along with how each one works, where it performs best, and its general risk level.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Grid Trading&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;How it works:&lt;/strong&gt; Grid trading places a series of buy and sell orders at set price intervals above and below a base price, creating a &quot;grid.&quot; As the price moves up and down within that range, the bot automatically buys low and sells high at each level.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Best use case: &lt;/strong&gt;Sideways or range-bound markets where prices fluctuate without a strong long-term trend.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. Dollar-Cost Averaging (DCA) Bots&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;How it works:&lt;/strong&gt; DCA bots buy a fixed dollar amount of a cryptocurrency at regular intervals, regardless of price. This spreads out purchases over time instead of investing a lump sum at once.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Best use case:&lt;/strong&gt; Long-term accumulation strategies, especially for traders who want to reduce the impact of short-term volatility.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;3. Arbitrage Strategies&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;How it works:&lt;/strong&gt; Arbitrage bots scan multiple exchanges simultaneously and take advantage of small price differences for the same asset, buying low on one exchange and selling high on another.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Best use case: &lt;/strong&gt;Fast-moving markets with frequent, short-lived price gaps between exchanges.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;4. Trend-Following / Momentum Strategies&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;How it works:&lt;/strong&gt; These bots identify assets that are moving strongly in one direction and enter positions that align with the trend, often using indicators to confirm momentum before executing trades.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Best use case:&lt;/strong&gt; Well-defined bullish or bearish market conditions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;5. AI-Driven Adaptive Strategies&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;How it works:&lt;/strong&gt; Instead of relying on fixed rules, AI-driven bots continuously analyze market data, volatility, and historical patterns to adjust their trading logic in real time.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Best use case:&lt;/strong&gt; Unpredictable or continuously changing market conditions where static strategies may fall short.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i7&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Choosing the Right Strategy for Your Trading Style&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Every trader is different, so no single bot strategy works for everyone. The right one for you depends on four simple things: how much risk you&apos;re okay with, how much money you&apos;re starting with, how much time you want to spend on it, and what the market is doing right now.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Risk Tolerance&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;If you prefer steady, predictable results, safer strategies like DCA or Grid Trading are a good fit. If you don&apos;t mind bigger price swings for a chance at higher returns, Trend Following or AI-driven strategies may suit you better.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. Capital Size&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How much money you&apos;re trading with matters. Arbitrage usually needs a larger amount to make small price gaps worth it after fees. DCA works well even with small, regular contributions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;3. Time Commitment&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Some strategies need more attention than others. Grid Trading and Trend Following often need occasional adjustments, while DCA is mostly hands-off once it&apos;s set up. If you want a low-effort option, pick a strategy that needs less monitoring.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;4. Market Conditions&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;No strategy works well all the time. Grid Trading suits sideways markets, Trend Following works best when prices move strongly in one direction, and AI-driven strategies adjust as conditions change. Many traders adjust their strategies or use a combination of approaches based on current market conditions.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i8&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advanced Trading Bot Strategies for Professional Traders&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Professional Traders prefer to use advanced trading strategies to improve execution, reduce risk, and maximize profits. These trading strategies help trading bots adapt to different market conditions and make faster, data-driven decisions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Multi-Indicator Strategy&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Instead of relying on a single indicator, this strategy combines multiple technical indicators, including as RSI, MACD, Bollinger Bands, EMA, and ADX, to confirm trading signals. Using several indicators together helps reduce false signals and improve trade accuracy.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. AI and Machine Learning Strategy&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AI-powered trading bots analyze large amounts of market data, identify patterns, and adapt to changing market conditions. Machine learning enables the bot to improve its decision-making over time, making it well-suited for dynamic and highly volatile crypto markets.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;3. Multi-Exchange Trading&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This strategy allows a trading bot to connect to multiple cryptocurrency exchanges at the same time. It can monitor prices across platforms, execute trades when opportunities arise, and support arbitrage strategies, helping traders access better liquidity.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;4. Portfolio Balancing&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Portfolio balancing automatically adjusts cryptocurrency holdings to maintain a target asset allocation. For example, if one asset grows significantly, the bot can rebalance the portfolio by buying or selling assets to help traders manage risk and maintain long-term investment goals.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;5. Smart Order Routing&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart Order Routing (SOR) automatically finds the best exchange or trading venue to execute an order. It compares factors such as price, liquidity, trading fees, and execution speed before placing the trade. This helps reduce trading costs, minimize slippage, and improve overall execution quality, especially for large-volume trades.       &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;                              &lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i9&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart Trading Strategy Tips for Professionals &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Trading sounds easy on paper: buy when the price is low, sell when it&apos;s high. But real markets don&apos;t work that cleanly. Prices move fast, feelings get involved, and a single rushed decision can erase weeks of steady gains.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The traders who do well long-term aren&apos;t relying on some hidden trick. They just stick to a handful of good habits, even when those habits feel repetitive or unexciting. Here&apos;s what that looks like in practice.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Plan the Trade Before You Enter It&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Most trading mistakes happen because the plan gets made mid-trade, once emotions have already taken over.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Before opening any position, you should be able to answer:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What&apos;s my reason for taking this trade?&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Where will I exit if things go well?&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Where will I exit if things go wrong?&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;No clear answer to all three means you&apos;re not really trading; you&apos;re gambling.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Protect Your Capital First, Profits Second&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Beginners focus on how much they can make. Professionals focus on how much they could lose and keep it small.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A widely used approach is risking only 1–2% of total capital on any single trade. That way, even a rough patch of losses won&apos;t take you out of the game; it just slows things down while you recover.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Using a stop-loss isn&apos;t overly cautious; it&apos;s simply protecting money you worked to earn.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Trade With the Trend, Not Against It&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Markets spend more time trending than reversing sharply. Trying to catch the exact bottom or top feels rewarding when it works, but it&apos;s also one of the quickest ways to lose money.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A steadier method is spotting the direction the market is already heading and moving with it, using tools like moving averages or trendlines to confirm before committing funds.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Keep Emotions Out of the Decision&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fear and greed quietly ruin more trading accounts than bad strategy does. Fear pushes you to close winning trades too soon. Greed keeps you holding losing trades, hoping for a turnaround that may never come.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That&apos;s why experienced traders build rules that take emotion out of the process and why many now rely on automated trading systems or bots that execute a strategy exactly as designed, without hesitation or panic.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Test a Strategy Before Trusting It With Real Money&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A strategy should be checked against past market data before it&apos;s used live. This process, called backtesting, shows how it would have performed during both calm and volatile periods.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;It doesn&apos;t guarantee future success, but it does help weed out strategies that sound good in theory but fall apart in real conditions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Spread Risk, But Keep It Manageable&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Putting all your capital into one trade is risky. Spreading it across too many trades at once makes it hard to track any of them properly.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A smaller number of well-researched positions is usually easier to manage than a large, scattered portfolio.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Track Every Trade in a Journal&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Very few traders actually do this consistently, but it&apos;s one of the most useful habits. Recording why you entered a trade, how it turned out, and what you learned builds a clear picture of your own patterns over time.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ia&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Final thoughts&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As trading keeps getting faster and more data-driven, having a solid Crypto Trading Bot Strategy is quickly becoming less of an option and more of a necessity for anyone serious about consistent results. The future belongs to traders who combine disciplined habits with smart automation, letting bots handle execution while they focus on strategy and judgment. That&apos;s exactly where WeAlwin &lt;a href=&quot;../crypto-trading-bot-development-company&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; aria-invalid=&quot;true&quot;&gt;&lt;strong&gt;Crypto Trading Bot Development Company&lt;/strong&gt;&lt;/a&gt; comes in, building reliable, secure, and customizable trading bots that help both new and experienced traders stay consistent, reduce emotional errors, and adapt to changing markets with confidence. Whether you&apos;re just getting started or looking to upgrade your existing setup, the right bot partner can make all the difference in turning a good strategy into steady, real-world results.&lt;/span&gt;&lt;/p&gt;
&lt;/body&gt;
&lt;/html&gt;</content:encoded></item><item><title>How are Crypto Token Trends Shaping the Future of Blockchain?</title><link>https://alwin.io/blog/crypto-token-trends</link><dc:creator>&lt;![CDATA[Priya]]&gt;</dc:creator><description>&lt;![CDATA[Explore the latest crypto token trends shaping blockchain innovation and see how a Crypto Token Development Company supports modern token development.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What if your next digital product could generate value long after launch, rather than being a one-time transaction? &lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That&apos;s exactly why businesses are rapidly investing in crypto token ecosystems. From tokenized real estate and AI-powered platforms to Web3 gaming and decentralized finance, crypto tokens are becoming the foundation of the next generation of blockchain innovation. Understanding these emerging trends isn&apos;t just useful, it&apos;s becoming a competitive advantage for businesses planning long-term digital growth.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As token adoption grows, many organizations are partnering with an experienced Crypto Token Development Company to design secure, scalable, and utility-driven digital assets. In this article, we&apos;ll walk through what&apos;s driving this shift, the trends worth paying attention to, and how to approach Crypto Token Development the right way.&lt;/span&gt;&lt;/p&gt;
&lt;h1 id=&quot;mcetoc_1jghguc0i6&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What are Crypto Token Trends?&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Crypto token trends describe the evolving patterns in how tokens are designed, deployed, and used across industries. This includes the technical standards gaining adoption, the use cases attracting real demand, and the regulatory expectations shaping how a token gets built.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A trend isn&apos;t just a buzzword; it&apos;s a signal of where technology, market behavior, and compliance are heading together. Businesses that ignore these signals risk building products that feel outdated before they even launch.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i6a&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Crypto Token Trends Matter for Businesses? &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokens are increasingly tied to real business outcomes, raising capital, rewarding loyalty, representing ownership, and enabling governance. Falling behind on emerging trends can mean shipping a product that struggles to gain traction from day one.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;But that&apos;s only part of the story. Businesses that align early with the right trends tend to see faster adoption, stronger investor confidence, and smoother conversations with regulators. So, why does this matter right now? Because the window to build a first-mover advantage in several of these categories is still open, but it won&apos;t stay that way indefinitely.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This is also why so many teams now begin by consulting a Crypto Token Development Company before writing a single line of code, rather than treating expert input as an afterthought.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Let&apos;s look at the biggest trends driving adoption today.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Top Crypto Token Trends Shaping the Future of Blockchain &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Asset Tokenization&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Asset tokenization, converting rights to a physical or financial asset into a blockchain-based token, continues to expand well beyond early experiments. Real estate shares, commodities, and fine art are increasingly represented as tradable digital tokens, opening these markets to a broader base of investors.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;For businesses, this means the process is no longer just about launching a coin. It&apos;s about representing real value on-chain in a way that&apos;s legally sound and operationally practical from the start.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AI-Powered Tokens&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The convergence of artificial intelligence and blockchain is producing a new category of tokens tied to AI compute, data marketplaces, and autonomous agent economies. These tokens often power access to machine learning models or reward contributions of training data.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Businesses exploring this space need partners who understand both the AI and blockchain layers, which is why cross-disciplinary Crypto Token Development expertise has become such a differentiator among providers.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Stablecoins&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Stablecoins remain one of the most practical and widely adopted token categories, offering price stability by pegging value to fiat currencies or other reserve assets. Businesses use them for cross-border payments, payroll, and treasury management without the volatility typically associated with crypto.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Given increasing regulatory scrutiny around reserves and transparency, stablecoin projects require a compliance-first approach from day one, not as an afterthought once the token is already live.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-Chain Tokens&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As blockchain ecosystems multiply, users no longer want to be locked into a single network. Cross-chain tokens, designed to move smoothly across multiple blockchains, are becoming a baseline expectation rather than a bonus feature.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Here&apos;s where things get even more interesting: interoperability has become one of the clearest signals of technical maturity in a token project, and its absence is often the first thing sophisticated investors check for.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Governance Tokens&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Governance tokens give holders a direct voice in how a protocol or platform evolves, from voting on upgrades to allocating treasury funds. As decentralized organizations mature, thoughtful governance design has become a mark of credibility.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Poorly structured governance can lead to low participation or concentrated control. Getting the incentive design and voting mechanics right is a nuanced part of Crypto Token Development that&apos;s easy to underestimate.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Asset (RWA) Tokenization&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Closely related to asset tokenization, the RWA category has grown into its own dedicated trend, focused on bridging traditional finance with blockchain rails. Bonds, invoices, and credit instruments are increasingly represented as tokens, giving institutions new liquidity options.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security and compliance are non-negotiable here. Any Crypto Token Development Company working in RWA needs a strong grasp of jurisdictional regulations and custody requirements, not just smart contract code.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gaming &amp; Metaverse Tokens&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gaming remains one of the most active sectors for token adoption, powering in-game economies, virtual land ownership, and player-driven marketplaces. As metaverse platforms mature, tokens increasingly serve as the connective tissue between digital identity, assets, and community.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Poor tokenomics can quickly break player trust and collapse an in-game economy within months. A well-balanced model, on the other hand, keeps players engaged for the long term.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i7&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Benefits of Emerging Crypto Token Trends &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Businesses that actively track and adopt relevant trends tend to see a few consistent advantages:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Faster time-to-market with fewer costly redesigns&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Stronger investor and community confidence&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Better alignment with evolving regulations&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Improved scalability as user demand grows&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A clearer competitive edge in a crowded market&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These benefits compound over time, especially when paired with independent security audits, scalable architecture, and ongoing support after launch the kind of package the Best Crypto Token Development Services typically build in from the start.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i8&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Industries Benefiting from Crypto Token Development &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Token adoption is no longer confined to finance. Here&apos;s a look at where it&apos;s making the biggest impact.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Finance&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Financial institutions are using tokens for faster settlement, fractional ownership of assets, and more efficient cross-border transactions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real Estate&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Property developers and investment firms are tokenizing real estate shares, giving smaller investors access to markets that were once out of reach.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Healthcare&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Healthcare organizations are experimenting with tokenized data-sharing incentives, giving patients and researchers more transparent, secure ways to exchange information.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gaming&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gaming studios are building in-house token economies that reward players, support virtual item ownership, and create new revenue streams beyond traditional purchases.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Supply Chain&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Supply chain companies are using tokens to verify provenance and track goods from origin to delivery, reducing fraud and improving accountability.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Retail&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Retail and loyalty programs are shifting toward token-based models for greater flexibility, letting customers trade or redeem rewards across a wider range of partners.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This breadth of adoption across such different sectors is exactly why demand for experienced Crypto Token Development Services continues to climb, even among businesses that had little connection to blockchain a few years ago.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i9&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How to Build a Future-Ready Crypto Token?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;So, how do you actually get from concept to a live, functioning token? The next question is how to approach Crypto Token Development in a way that lasts, not just one that launches.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Define Business Objectives:&lt;/strong&gt; Get clear on what the token needs to accomplish before writing a single line of code.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Choose the Right Blockchain:&lt;/strong&gt; Consider transaction costs, speed, and the ecosystem your target users already trust.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Select the Token Standard:&lt;/strong&gt; The right standard depends on whether you need fungibility, unique ownership, or a hybrid model.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Design Tokenomics:&lt;/strong&gt; Supply, distribution, and incentive structures should reflect long-term sustainability, not short-term hype.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Develop Smart Contracts:&lt;/strong&gt; This is where utility, governance rules, and security logic are actually coded and tested.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Test, Audit, and Launch: Independent audits and staged rollouts help catch vulnerabilities before real funds are at stake.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Building a token involves much more than writing smart contracts. From designing sustainable tokenomics to ensuring regulatory readiness and security audits, experienced Crypto Token Development Services help businesses reduce risk and accelerate time to market.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ia&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Important Things to Know Before Developing a Crypto Token &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Before starting Crypto Token Development, it&apos;s worth pausing on a few fundamentals that are easy to overlook under launch pressure.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Define your token&apos;s purpose:&lt;/strong&gt; A token without clear utility rarely holds long-term value.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Choose the right blockchain network:&lt;/strong&gt; Switching networks after launch is costly and disruptive.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Design a sustainable tokenomics model:&lt;/strong&gt;  Sustainable tokenomics are more important than speculative demand.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Prioritize smart contract security:&lt;/strong&gt; Independent smart contract audits are essential before launch, not optional.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Understand regulatory requirements: Regulatory requirements vary by jurisdiction and should be reviewed early, ideally before development begins.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Plan for scalability and future growth: Your architecture should be able to handle adoption you haven&apos;t experienced yet.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Future Outlook of Crypto Token Development &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;img src=&quot;../../blog-images/blog_img65.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Looking ahead, tokens are likely to become even more embedded in everyday business infrastructure, less visible as a standalone product and more integrated into how companies handle payments, ownership, and governance. Regulatory clarity is gradually improving in major markets, which should accelerate institutional participation over the next few years.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Businesses that invest in solid Crypto Token Development now, grounded in security, compliance, and scalability, will be better positioned as this infrastructure becomes mainstream rather than experimental. Many are choosing to work with a Crypto Token Development Company today specifically so they aren&apos;t scrambling to catch up once adoption accelerates further.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ic&quot; style=&quot;color: #000000;&quot; aria-invalid=&quot;true&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Conclusion &lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p id=&quot;mcetoc_1jghguc0ic&quot; style=&quot;color: #000000;&quot; aria-invalid=&quot;true&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As blockchain adoption accelerates, crypto tokens are becoming a core part of digital business strategies. Organizations that embrace emerging trends today will be better positioned to create new revenue opportunities, improve customer engagement, and build resilient Web3 ecosystems.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p id=&quot;mcetoc_1jghguc0ic&quot; style=&quot;color: #000000;&quot; aria-invalid=&quot;true&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Partnering with a Trusted &lt;strong&gt;&lt;a href=&quot;../../token-development-company&quot;&gt;Token Development Company&lt;/a&gt;&lt;/strong&gt; supports your token is designed for security, scalability, and long-term success. Whether you&apos;re launching a utility token, governance token, or tokenized asset platform, the right Crypto Token Development Services can help turn your vision into a lasting competitive advantage. Working with one of the best Crypto Token Development Services on the market means your project is backed by teams that prioritize security, compliance, and real-world scalability from day one.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/body&gt;
&lt;/html&gt;</content:encoded></item><item><title>How are the Latest Tata EV Cars Creating New EV Charging Business Opportunities in 2026?</title><link>https://alwin.io/blog/new-ev-charging-business-opportunities-in-2026</link><dc:creator>&lt;![CDATA[Guna Priyanka]]&gt;</dc:creator><description>&lt;![CDATA[Discover how Tata’s growing EV lineup is increasing demand for charging stations and creating new EV charging business opportunities across India in 2026.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Electric vehicles are becoming a common sight on Indian roads. With more manufacturers expanding their EV lineup and customers showing greater interest in electric mobility, the need for charging infrastructure continues to rise. Among all automakers, Tata Motors has played a major role in making electric vehicles accessible across different price segments.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As Tata introduces new electric models and expands its portfolio, entrepreneurs have a timely opportunity to invest in an EV charging business. Whether you own commercial property, operate a fuel station, manage a fleet, or plan to enter the EV sector, charging infrastructure offers a business model that supports the growing number of electric vehicles.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tata Motors and the Growing Shift Toward Electric Mobility&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tata Motors continues to expand its electric vehicle presence, contributing to the wider shift from conventional petrol and diesel vehicles toward electric mobility. At the same time, other automobile manufacturers are also introducing EVs across different vehicle categories and use cases.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Electric vehicles are no longer limited to regular city commuting. They are increasingly being considered for highways, tourism, commercial transportation, resorts, and other travel routes. This broader adoption is creating a continuous need for accessible charging infrastructure.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The shift is also reaching areas such as forest tourism and safari operations, where electric vehicles can support quieter and cleaner transportation. As more EVs are introduced for different purposes, charging requirements are also emerging in locations beyond traditional city roads.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This means EV charging infrastructure is becoming an important part of the overall EV ecosystem. Charging stations may be required at:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cities and residential areas&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Highways and travel routes&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hotels and resorts&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tourist destinations&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Forest and safari facilities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Shopping and commercial areas&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Offices and IT parks&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fleet operating locations&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Public parking facilities&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As the number of electric vehicles continues to increase, businesses need charging facilities that can support different types of users and vehicles.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This growing demand is also creating opportunities for EV charging platforms. Businesses can use charging management software to monitor stations, manage users, process payments, track charging sessions, and operate multiple charging locations from a centralized system.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The transition from conventional vehicles to EVs is therefore not limited to the automobile industry. It is also creating demand for charging stations, charging networks, software platforms, and supporting services across different sectors.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As electric mobility continues to expand into new locations and applications, the need for reliable and accessible charging infrastructure is expected to continue growing.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;EV Adoption Continues to Expand Across Different Uses&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Electric vehicles are becoming suitable for a wider range of transportation needs. They are being used not only for daily commuting but also for business travel, commercial transportation, tourism, fleet operations, and long-distance journeys.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As EV adoption increases across these different use cases, the need for charging infrastructure also continues to grow. Businesses, fleet operators, hotels, resorts, and commercial property owners can add charging facilities based on the requirements of their customers and vehicles.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Common EV use cases include:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Daily commuting&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Business transportation&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ride-sharing and taxi services&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Delivery and logistics&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tourism and travel&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fleet operations&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Highway transportation&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Resort and safari transportation&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The expansion of EV usage across these sectors creates opportunities for public charging stations, private charging facilities, fleet charging hubs, and EV charging platforms.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Every New EV Creates Charging Demand?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Unlike conventional fuel stations that complete refueling within minutes, electric vehicles spend more time connected to chargers. As EV ownership grows, charging stations become an essential part of daily transportation.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Public charging is particularly important for:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Apartment residents&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Office commuters&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Taxi operators&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Delivery services&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fleet companies&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Highway travelers&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Every additional EV Charging Business sold contributes to future charging demand.&lt;/span&gt;&lt;/p&gt;
&lt;h1&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How an EV Charging Business Generates Multiple Revenue Streams?&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;An EV charging business supports the growing electric mobility market while creating recurring revenue opportunities.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Charging station operators can earn income through:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Vehicle charging fees&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Monthly subscriptions&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fleet charging contracts&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Parking services&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advertising displays&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Retail partnerships&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Food and beverage sales&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Businesses such as hotels, shopping malls, and restaurants often benefit because customers spend more time at the property while charging their vehicles.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Best Places to Install EV Charging Stations&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;../../blog-images/blog_img63.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Selecting the right location helps increase charger usage throughout the day.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Popular installation locations include:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Shopping centers&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;IT parks&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hotels&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Restaurants&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hospitals&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Educational campuses&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Apartment complexes&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Highway rest areas&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fuel stations&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Commercial parking facilities&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Locations with consistent vehicle traffic generally provide better business potential.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Choosing the Right Charging Equipment&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Charging stations usually include either AC chargers, DC fast chargers, or a combination of both.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AC Chargers &lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Suitable for:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Residential communities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hotels&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Offices&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Employee parking&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Long-duration parking&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;DC Fast Chargers&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Suitable for:&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Public charging stations&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Highway corridors&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fleet operators&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Commercial charging hubs&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;High-traffic business locations&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Providing multiple charging options helps serve different customer needs.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Essential Software Features for EV Charging Stations&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Modern charging stations depend on software platforms that simplify operations.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Common features include:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Charger monitoring&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Mobile app integration&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;QR code payments&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Online booking&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Usage reports&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Remote maintenance&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;User management&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fleet charging support&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Dynamic pricing&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Energy monitoring&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These features simplify daily management while offering a convenient experience for EV owners.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Who Can Start an EV Charging Business?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Many industries can enter the EV charging business, including:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Retail stores&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Restaurants&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hotels&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fuel stations&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fleet operators&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Commercial property owners&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Apartment developers&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Parking operators&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hospitals&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Educational institutions&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Charging stations also help attract visitors who may use other services while waiting for their vehicle to charge.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Future of the EV Charging Business&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;India&apos;s EV market continues to expand as manufacturers introduce more electric vehicles across different categories. Tata Motors remains one of the leading contributors to this growth with its expanding lineup of electric SUVs, hatchbacks, and sedans.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As more EVs reach Indian roads, charging infrastructure will become an essential part of everyday transportation. Businesses that establish charging stations today can serve the increasing demand from private owners, commercial fleets, and public users.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Conclusion&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The latest Tata EV cars reflect the growing shift toward electric mobility in India. From compact city cars to premium electric SUVs, Tata Motors continues to introduce vehicles that meet different customer needs.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This expansion creates strong opportunities for entrepreneurs interested in the EV charging business. Whether installed at a shopping mall, hotel, office campus, highway, or residential community, charging stations provide a service that supports the next phase of India&apos;s transportation sector while creating long-term business potential.&lt;/span&gt;&lt;/p&gt;
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&lt;/html&gt;</content:encoded></item><item><title>99% Future-Ready Cryptocurrency Wallet Development: The Ultimate Guide to Advanced Web3 Wallets</title><link>https://alwin.io/blog/future-ready-cryptocurrency-wallet-development</link><dc:creator>&lt;![CDATA[Shalini]]&gt;</dc:creator><description>&lt;![CDATA[Explore future-ready cryptocurrency wallet development with advanced Web3 features, multi-chain security, smart accounts, and scalable wallet solutions.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;p style=&quot;color: #626262;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;Cryptocurrency is a fundamental technology for an open society.&quot; — Elon Musk&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A few years ago, cryptocurrency wallets were simply used to store and transfer digital assets. Today, they have evolved into powerful gateways for DeFi, NFTs, digital identity, and Web3 applications. As adoption grows, users expect more than secure storage, they demand speed, persistent connectivity, intelligent automation, and uncompromising security. This shift marks the beginning of &lt;strong&gt;&lt;a href=&quot;../../cryptocurrency-wallet-development-2.0&quot;&gt;Cryptocurrency Wallet Development 2.0&lt;/a&gt;&lt;/strong&gt;, where AI, multi-chain interoperability, and user-centric innovation are redefining how digital assets are managed in the Web3 era.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i6&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A Conversation Everyone Is Starting to Have&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Alex: &quot;Did you read the article about future-ready cryptocurrency wallets?&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Emma: &quot;Yes! I thought wallets were just for storing crypto.&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Alex: &quot;Not anymore. They&apos;re becoming your digital identity, your payment hub, and your access key to the entire Web3 ecosystem.&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Emma: &quot;So the wallet is becoming smarter than a traditional banking app?&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Alex: &quot;Exactly. That&apos;s what 99% Future-Ready &lt;strong&gt;&lt;a href=&quot;../../cryptocurrency-wallet-development-company&quot;&gt;Crypto Wallet Development&lt;/a&gt;&lt;/strong&gt; is all about, building secure, intelligent, and consistent wallets for the future of Web3.&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That conversation reflects a broader transformation across the blockchain industry. Modern cryptocurrency wallets are evolving into intelligent platforms that simplify complex blockchain interactions while maintaining strong security, complete user ownership, and a frictionless digital experience.&lt;/span&gt;&lt;/p&gt;
&lt;h1 id=&quot;mcetoc_1jghguc0i6a&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Evolution of Cryptocurrency Wallet Development&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cryptocurrency wallets have evolved from simple private key storage tools into intelligent Web3 platforms. Modern wallets go beyond secure transactions by supporting multiple blockchains, DeFi, NFTs, smart contracts, and dApps. With AI-powered features, they now offer smarter security, portfolio insights, and automated transaction optimization, paving the way for autonomous Web3 financial assistants.&lt;/span&gt;&lt;/p&gt;
&lt;h3 style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Evolution Timeline&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;img src=&quot;../../blog-images/blog_img57.png&quot; /&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i7&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Intelligent Crypto Wallets: Smarter Security, Simpler Experience&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Modern intelligent crypto wallets are designed to simplify blockchain interactions while maintaining strong security, user control, and stable usability. By intelligently analyzing transactions, detecting suspicious wallet addresses, recommending optimal gas fees, and providing personalized portfolio insights, they help users make faster and safer decisions.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Rather than replacing human judgment, these intelligent capabilities improve security, improve efficiency, and deliver a consistent Web3 experience, making cryptocurrency management smarter, simpler, and more secure.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i8&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Growth of Intelligent Web3 Wallet Adoption (2022–2030) &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;h2 style=&quot;color: #626262;&quot;&gt; &lt;/h2&gt;
&lt;p&gt;&lt;img src=&quot;../../blog-images/blog_img58.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i9&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Businesses Should Invest Now?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Organizations entering the blockchain market need more than a wallet, they need an intelligent financial platform.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Modern cryptocurrency wallets deliver:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul style=&quot;color: #626262;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Higher customer engagement&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Reduced fraud losses&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Faster transactions&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Improved user retention&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Better regulatory compliance&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Lower operational costs&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Improved scalability&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Competitive market differentiation&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Early adoption enables businesses to establish trust while preparing for the rapidly expanding Web3 economy.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ia&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Core Technologies Behind Modern Wallets&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Building a next-generation cryptocurrency wallet requires more than blockchain integration. Developers combine several advanced technologies to create secure, scalable, and user-friendly platforms.&lt;/span&gt;&lt;/p&gt;
&lt;h3 style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-Chain Compatibility&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users rarely stay on one blockchain. &lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Modern wallets support networks such as:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;img src=&quot;../../blog-images/blog_img59.png&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-chain compatibility allows users to manage diverse digital assets without switching between multiple applications.&lt;/span&gt;&lt;/p&gt;
&lt;h3 style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advanced Security Architecture&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security remains the most critical aspect of wallet development.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Leading cryptocurrency wallets implement features such as:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul style=&quot;color: #626262;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-Party Computation (MPC)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Biometric authentication&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hardware wallet integration&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;End-to-end encryption&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure key management&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Risk detection systems&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Transaction simulation before signing&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These technologies significantly reduce the risk of phishing attacks and unauthorized transactions while preserving user ownership.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Intelligent Features That Improve User Experience&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Modern wallets increasingly incorporate intelligent assistance where it adds real value, without overwhelming users.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Examples include:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;img src=&quot;../../blog-images/blog_img60.png&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Rather than replacing user control, these capabilities help users make faster and more informed decisions.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ic&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Example: Why Smart Wallets Matter?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Imagine Sarah, a freelance designer who receives payments in USDC from clients in different countries.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Instead of manually checking network fees across multiple blockchains, her wallet automatically suggests the most cost-effective network, flags a suspicious destination address, organizes her NFT certificates, and provides a clear overview of her portfolio, all within one interface.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What once required several applications can now be completed through a single, secure wallet experience.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0id&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Building the Next Generation of Web3 Wallets&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As Web3 continues to mature, cryptocurrency wallets are becoming much more than applications for managing tokens. They now serve as digital identity managers, payment gateways, authentication tools, and secure access points to decentralized ecosystems.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;The future is a world computer, not a world company.&quot; — Vitalik Buterin&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This vision is becoming reality. Instead of relying on centralized platforms to manage financial services, users increasingly control their own assets, identities, and permissions through secure cryptocurrency wallets.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A modern wallet architecture typically consists of several core layers:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul style=&quot;color: #626262;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure key management using MPC or encrypted private keys&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Blockchain communication through RPC nodes&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart contract interaction engine&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-chain asset synchronization&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;dApp connection layer&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Portfolio analytics dashboard&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security monitoring and transaction verification&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Together, these components create a consistent experience while maintaining the decentralized principles of blockchain technology.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ie&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Industry Use Cases for Cryptocurrency Wallets&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Future-ready cryptocurrency wallets are no longer limited to individual investors. Businesses across industries are integrating wallet technology into their digital products.&lt;/span&gt;&lt;/p&gt;
&lt;h3 style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Digital Banking&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Financial institutions are exploring blockchain-enabled payment systems where wallets support stablecoin transfers, tokenized assets, and cross-border settlements with lower transaction costs.&lt;/span&gt;&lt;/p&gt;
&lt;h3 style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;NFT Marketplaces&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Creators and collectors require wallets that securely store digital collectibles while enabling instant marketplace interactions.&lt;/span&gt;&lt;/p&gt;
&lt;h3 style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;DeFi Platforms&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Decentralized finance applications rely on wallet connectivity for lending, staking, liquidity pools, governance voting, and asset management.&lt;/span&gt;&lt;/p&gt;
&lt;h3 style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gaming Ecosystems&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Blockchain games use wallets to manage in-game assets, digital currencies, character ownership, and marketplace trading without centralized control.&lt;/span&gt;&lt;/p&gt;
&lt;h3 style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Supply Chain &amp; Enterprise Solutions&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Organizations are adopting wallet technology for tokenized documents, digital certificates, ownership verification, and secure asset transfers across business networks.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0if&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Building Blocks of a Future-Ready Crypto Wallet&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The most competitive cryptocurrency wallets share several characteristics:&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Multi-Chain Asset Management&lt;/span&gt; – Manage cryptocurrencies across multiple blockchain networks from a single wallet.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Secure Biometric Authentication&lt;/span&gt; – Protect wallet access with fingerprint or facial recognition.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Cross-Chain Token Support &lt;/span&gt;– Transfer and manage assets perfectly  across different blockchains.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;NFT &amp; Digital Collectible Management &lt;/span&gt;– Store, view, and manage NFTs securely in one place.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Real-Time Portfolio Tracking&lt;/span&gt; – Monitor asset values and portfolio performance with live updates.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Fast dApp Connectivity &lt;/span&gt;– Connect securely to decentralized applications with a single click.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Transaction History &amp; Analytics&lt;/span&gt; – Track transactions and gain valuable insights into wallet activity.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These capabilities improve usability while maintaining strong security standards expected by modern users.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ig&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Best Practices for Crypto Wallet Development&lt;/span&gt;&lt;/strong&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Building a successful cryptocurrency wallet requires balancing performance, compliance, and user trust.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Development teams should prioritize:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;img title=&quot;building crypto wallet 1.png&quot; 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&quot; width=&quot;960&quot; height=&quot;600&quot; /&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt; &lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A wallet may offer advanced functionality, but long-term success depends on reliability, transparency, and user confidence.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ih&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Future-Ready Wallets Matter?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Global blockchain adoption continues to grow as businesses and consumers embrace decentralized technologies. From retail payments to enterprise tokenization, cryptocurrency wallets have become the foundation of digital ownership.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A well-designed wallet enables users to:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul style=&quot;color: #626262;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Access decentralized applications in seconds&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Manage assets across multiple blockchains&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure digital identities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Participate in staking and governance&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Store NFTs and digital collectibles&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Execute transactions with improved security&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As blockchain ecosystems expand, wallets are becoming the first product users interact with. This makes user experience and security equally important.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Want to explore what&apos;s next for crypto wallets? &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Learn more about the latest innovations and emerging trends in our guide: &lt;strong&gt;&lt;a href=&quot;../../future-trends-of-cryptocurrency-wallet&quot;&gt;https://www.alwin.io/future-trends-of-cryptocurrency-wallet&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ii&quot; style=&quot;color: #626262;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;End up&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cryptocurrency wallets have evolved from simple storage solutions into intelligent Web3 platforms that power decentralized finance, digital identity, NFTs, and cross-chain ecosystems. As Web3 continues to grow, future-ready wallets must combine security, interoperability, AI-driven automation, and persistent user experiences.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Organizations investing in advanced wallet development today are building the foundation for the next generation of digital finance, where trust, innovation, and connectivity drive long-term success across fintech, DeFi, gaming, and enterprise applications.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure in every step. Smarter with every transaction. Stronger for every future.&lt;/span&gt;&lt;/p&gt;
&lt;p style=&quot;color: #626262;&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Build today. Lead tomorrow. Power the future of Web3.&lt;/span&gt;&lt;/p&gt;
&lt;/body&gt;
&lt;/html&gt;</content:encoded></item><item><title>How Can a Custom Prediction Market Solution Improve Business Decisions?</title><link>https://alwin.io/blog/custom-prediction-market-solution</link><dc:creator>&lt;![CDATA[Sridhivya]]&gt;</dc:creator><description>&lt;![CDATA[Discover how a Custom Prediction Market Solution improves business decisions with real-time forecasting, AI insights, and collective intelligence.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Think about your daily routine for a moment.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How many predictions do you make without even realizing it?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will it rain today? Should I carry an umbrella?&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will the gold price get low?&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will Bitcoin rise this week?&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will my favorite team win tonight&apos;s match?&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Every day, we make decisions based on what we believe will happen next.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Now imagine turning those everyday predictions into a platform where users can share their insights, participate in real-world events, and earn rewards for being right.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That&apos;s the idea behind a Custom Prediction Market Solution.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;But here&apos;s a question: if every business has a unique audience, why should every prediction market platform look the same?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;After all, people make predictions every day. The real opportunity lies in building a platform that transforms those predictions into meaningful engagement, valuable insights, and sustainable business growth.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;So, if predicting the future is already part of everyday life, why not build a platform around it?&lt;/span&gt;&lt;/p&gt;
&lt;h1 id=&quot;mcetoc_1jghguc0i6&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What is a Custom Prediction Market Solution?&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Let&apos;s make it simple.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Imagine you ask 10,000 people a question:&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;Will Bitcoin reach $200,000 this year?&quot;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Some people say yes. Some say no. But instead of just voting, they put money behind their predictions. As new information emerges, users buy and sell positions based on what they believe will happen.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The result? A market-driven forecast that often becomes surprisingly accurate because it combines the knowledge, research, and opinions of thousands of participants.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That&apos;s the core idea behind a Prediction Market.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A Custom Prediction Market Solution is software specifically designed to create and manage these forecasting markets. It allows users to predict outcomes related to sports, elections, cryptocurrencies, stock markets, entertainment events, business trends, and more.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Think of it as a blend of:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A stock trading platform&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A forecasting engine&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A social engagement platform&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A reward-based marketplace&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;For example:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A user predicts that Bitcoin will cross $150,000 before the end of the year.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Another user believes it won&apos;t.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Both take positions in the market. As the event approaches and market sentiment changes, the value of their positions fluctuates. Once the outcome is confirmed, winners receive rewards based on their predictions.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This is why businesses are increasingly investing in Prediction Marketplace Development. Instead of building a generic platform, they can create a custom solution with unique market categories, real-time trading features, blockchain integration, AI-powered insights, secure payment systems, and personalized user experiences.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;With a Custom Prediction Market Solution, you can create unique prediction categories, real-time trading mechanisms, secure payment systems, blockchain-powered transparency, and engaging user experiences, all designed around your business vision.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i6a&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why are Prediction Markets Gaining Popularity in 2026?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;../../blog-images/blog_img56.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i7&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How Does a Custom Prediction Market Platform Work?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Think about this for a moment.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What if you could create a marketplace where people trade their predictions instead of stocks?&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Sounds interesting, right?&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A Custom Prediction Market Platform works by allowing users to predict the outcome of future events and place positions based on what they believe will happen. As more users participate, market prices adjust in real time, reflecting the collective opinion of the crowd.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Here&apos;s how the process typically works:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Market Creation&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Everything starts with an event.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;An administrator creates a prediction market around a future outcome, such as:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will Bitcoin cross $150,000 this year?&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Which team will win the championship?&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will a new AI product launch before December?&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users can then participate in the market by choosing the outcome they believe is most likely.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. User Participation&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Once the market goes live, users join the platform, analyze available information, and place their predictions. The more participants involved, the more accurate and valuable the market insights become.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;3. Real-Time Trading&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Here&apos;s where things get exciting.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users aren&apos;t locked into their initial predictions. They can buy, sell, or adjust their positions as new information emerges. Market prices continuously fluctuate based on demand, sentiment, and event developments.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;4. Market Settlement&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;When the event concludes, the platform verifies the official outcome using trusted data sources or decentralized oracle networks. The market is then automatically settled based on the final result.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;5. Rewards Distribution&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users who correctly predicted the outcome receive rewards based on their positions and the platform&apos;s payout model. This creates an engaging ecosystem where knowledge, research, and timely decisions can generate real value.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;6. Analytics and Insights&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A modern Prediction Marketplace Development solution goes beyond simple forecasting.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advanced platforms provide real-time dashboards, trend analysis, market sentiment tracking, AI-powered insights, and performance reports that help users make more informed decisions.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The result? A transparent, scalable, and highly engaging ecosystem where predicting the future becomes an opportunity rather than just a guess.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i8&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Types of Prediction Markets You Can Build&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;One of the biggest advantages of Prediction Marketplace Development is its flexibility. Almost any future event with a measurable outcome can become a prediction market. Whether you&apos;re targeting sports fans, crypto traders, investors, or entertainment enthusiasts, there are countless opportunities to build engaging forecasting platforms.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Let&apos;s explore some of the most popular prediction market types businesses are launching today.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Sports Prediction Markets&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Sports are naturally driven by uncertainty, making them one of the most active prediction market categories.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users can forecast outcomes such as match winners, tournament champions, player performances, or season results. From football and cricket to basketball and esports, sports prediction markets attract highly engaged communities that thrive on data, analysis, and competition.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Example:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will India win the next ICC Cricket World Cup?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Crypto Prediction Markets&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The cryptocurrency industry moves fast, and everyone has an opinion on what happens next. &lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Crypto prediction markets allow users to forecast token prices, market trends, ETF approvals, blockchain upgrades, and major industry events. These platforms appeal to traders and crypto enthusiasts looking to monetize their market insights.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Example:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will Bitcoin reach $200,000 before the end of the year?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Political Forecasting Platforms&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Politics is one of the earliest and most successful use cases for prediction markets. &lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users can predict election outcomes, policy decisions, leadership changes, and geopolitical events. These platforms aggregate public sentiment and collective intelligence to provide valuable forecasting insights.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Example:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Which candidate will win the upcoming presidential election?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Financial Market Predictions&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Financial prediction markets focus on stocks, commodities, economic indicators, and global market movements. &lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Investors and analysts use these platforms to forecast future price movements, interest rate decisions, inflation trends, and company performance, creating a dynamic environment for informed decision-making.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Example:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will NVIDIA&apos;s stock price close above $250 by the end of this quarter?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Entertainment &amp; Event Forecasting&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;People like predicting what will happen in entertainment, media, and popular culture. &lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These platforms allow users to forecast award winners, movie releases, streaming performance, celebrity news, reality show outcomes, and major global events. The category attracts broad audiences and drives high levels of user engagement.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Example:&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Which movie will win Best Picture at the Academy Awards?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Which Prediction Market Should You Build?&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The answer depends on your audience and business goals.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A sports-focused platform attracts passionate fan communities. A crypto prediction marketplace appeals to traders and Web3 users. Political and financial forecasting platforms draw data-driven participants, while entertainment prediction markets create mass-market engagement.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The most successful businesses often combine multiple categories into a single Custom Prediction Market Solution, creating a diverse ecosystem that attracts users with different interests and keeps engagement high throughout the year.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i9&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Key Features of a Custom Prediction Market Solution&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What makes users return to a prediction platform again and again?&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;It&apos;s not just the ability to predict future events—it&apos;s the overall experience. A successful Custom Prediction Market Solution combines intelligent trading mechanisms, secure transactions, and engaging features that keep users actively participating. Whether you&apos;re planning a Prediction Marketplace Development project or launching a Real-Money Prediction Market Platform, these features form the foundation of long-term success.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Market Creation &amp; Management&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Administrators should be able to create, schedule, edit, and manage prediction events across sports, cryptocurrencies, politics, financial markets, entertainment, and real-world events. Flexible market management ensures businesses can continuously attract and engage users.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-Time Trading Engine&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A real-time trading engine allows users to buy and sell positions instantly while market prices adjust dynamically based on demand and market sentiment. This feature is essential for any high-performing Prediction Marketplace Development solution.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;User Wallet &amp; Fund Management&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users should be able to deposit funds, track balances, manage transactions, and withdraw earnings effortlessly. For a Real-Money Prediction Market Platform, secure and transparent fund management is critical to maintaining trust.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Automated Market Settlement&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Once an event concludes, the platform should automatically verify the outcome and settle the market. By utilizing trusted data feeds or blockchain oracles, prediction outcomes can be processed accurately, ensuring users receive fair and timely payouts.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Reward &amp; Payout Distribution&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The excitement of prediction markets comes from earning rewards for accurate forecasts. &lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;An automated reward engine calculates winnings and distributes payouts instantly, creating a smooth and reliable experience for participants.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Blockchain &amp; Smart Contract Integration&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Blockchain technology records every transaction securely, while smart contracts automate market settlements and payouts. This makes Prediction Marketplace Development more secure, transparent, and resistant to manipulation.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AI-Powered Market Insights&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AI-powered analytics provide market trends, user sentiment analysis, prediction patterns, and personalized recommendations that help users make more informed forecasting decisions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-Category Prediction Markets&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A powerful Custom Prediction Market Solution should support multiple categories, including sports predictions, crypto forecasts, political forecasting, stock market predictions, and entertainment events to maximize user engagement and platform growth.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security &amp; Compliance Features&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Features such as KYC verification, AML compliance, multi-factor authentication, fraud detection, encrypted transactions, and secure wallet management protect both users and platform operators.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advanced Admin Dashboard&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;An intuitive admin panel allows operators to monitor markets, manage users, track revenue, oversee transactions, analyze performance metrics, and maintain platform operations from a single dashboard.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Mobile-Friendly User Experience&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Whether through a responsive web platform or dedicated mobile app, users should be able to create predictions, trade positions, monitor markets, and claim rewards seamlessly on the go.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Social Engagement &amp; Leaderboards&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Leaderboards, referral programs, achievement badges, rankings, and community discussions encourage participation and help build an active ecosystem around your Real-Money Prediction Market Platform.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ia&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Must-Have Security Features for a Prediction Market Platform&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Imagine joining a prediction market platform, depositing funds, making predictions, and then discovering your account or transactions aren&apos;t protected.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Would you trust the platform again?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Probably not.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security is the backbone of every successful Prediction Marketplace Development project. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Here are the essential security features every prediction market platform should have:&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;KYC (Know Your Customer) Verification&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;KYC helps verify user identities by collecting and validating documents during registration. This reduces fake accounts, prevents identity fraud, and ensures compliance with regulatory requirements.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AML (Anti-Money Laundering) Compliance&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AML systems monitor suspicious activities, flag unusual transaction patterns, and help prevent money laundering, illegal funding, and financial fraud within the platform.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-Factor Authentication (MFA)&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-factor authentication adds an extra layer of protection by requiring users to verify their identity through OTPs, authenticator apps, or biometric verification before accessing their accounts.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advanced Fraud Detection System&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;An intelligent fraud detection engine monitors user behavior, transaction patterns, multiple account activities, and suspicious trading actions to identify and prevent fraudulent activities before they cause damage.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure Wallet Management&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Hot wallets and cold wallets should be strategically managed to protect user funds while maintaining smooth transaction processing. Secure wallet architecture minimizes risks associated with unauthorized access and cyberattacks.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;End-to-End Data Encryption&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Encryption protects user credentials, personal information, transaction records, and payment data both during transmission and storage, ensuring data remains secure from unauthorized access.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart Contract Security Audits.&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Regular security audits help identify vulnerabilities, coding flaws, and potential exploits before deployment, ensuring secure and reliable market settlements.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure Payment Processing&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure payment gateways, transaction monitoring systems, and payment authentication protocols help safeguard financial transactions and improve user trust.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Role-Based Access Control (RBAC)&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Role-based permissions ensure employees, moderators, and administrators can only access the information and functions necessary for their responsibilities, reducing internal security risks.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-Time Monitoring &amp; Threat Detection&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Continuous monitoring systems track platform activities, detect unusual behavior, and generate instant alerts when potential security threats arise, allowing teams to respond quickly.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;DDoS Protection &amp; Infrastructure Security&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;DDoS protection mechanisms prevent malicious traffic from overwhelming servers, ensuring the platform remains stable, responsive, and available during peak activity periods.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Regular Backup &amp; Disaster Recovery&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Automated backups and disaster recovery systems ensure business continuity by enabling rapid restoration of platform data and operations in case of system failures or cyber incidents.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cost to Develop a Custom Prediction Market Solution in 2026&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;One of the first questions businesses ask is:&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;How much does it cost to build a Custom Prediction Market Solution?&quot;&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The answer depends on a variety of factors, including platform complexity, feature requirements, blockchain integrations, security measures, and scalability needs. Just like building a house, the final cost depends on what you want to include.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;For a basic prediction platform with essential market creation, user management, wallet integration, and payment processing, development costs typically start from $15,000 to $30,000.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A mid-level Prediction Marketplace Development project with advanced trading features, automated settlements, analytics dashboards, KYC verification, and multi-category markets generally ranges between $30,000 and $80,000.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;For an enterprise-grade Real-Money Prediction Market Platform featuring blockchain integration, smart contracts, AI-powered analytics, advanced security systems, liquidity management, mobile applications, and high-volume scalability, costs can range from $80,000 to $250,000+.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ic&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-World Success Stories of Prediction Market Platforms&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;If prediction markets are such a powerful concept, you might be wondering:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;Are there any successful platforms already proving the model works?&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The answer is a resounding yes.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Over the years, several prediction market platforms have demonstrated how collective intelligence can be transformed into accurate forecasts, active communities, and thriving businesses. These success stories also highlight why more entrepreneurs and enterprises are investing in Prediction Marketplace Development today.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Each platform serves a different audience, but they all share common characteristics:&lt;/span&gt;&lt;/p&gt;
&lt;ul style=&quot;list-style-type: square;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Easy-to-use prediction interfaces&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Transparent market operations&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Strong community engagement&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure transaction management&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Scalable platform architecture&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Real-time market participation&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These elements are the foundation of every successful Custom Prediction Market Solution.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Opportunity for New Businesses&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;For startups and enterprises exploring Prediction Marketplace Development, the opportunity lies not in copying existing platforms but in building specialized solutions tailored to specific industries, audiences, and business models.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The question is no longer &quot;Do prediction markets work?&quot;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The real question is:&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;What unique prediction marketplace can you build next?&quot;&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0id&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Conclusion&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Think about it, people make predictions every single day.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will a team win tonight&apos;s match? Will Bitcoin hit a new milestone? Will a major event change the market?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Now imagine giving those predictions a platform where knowledge becomes value and insights drive real engagement.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;That&apos;s why businesses worldwide are investing in Custom Prediction Market Solutions and Prediction Marketplace Development. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;So, here&apos;s the question for you:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Will you simply watch the future unfold or build a platform that helps predict it?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The future belongs to those who see possibilities before everyone else. Now is the time to turn your vision into a scalable Real-Money Prediction Market Platform and lead the next wave of digital innovation.&lt;/span&gt;&lt;/p&gt;
&lt;/body&gt;
&lt;/html&gt;</content:encoded></item><item><title>What Is an LOC Order? Implementation Guide for Crypto Exchange Development</title><link>https://alwin.io/blog/loc-order-in-crypto-exchange</link><dc:creator>&lt;![CDATA[Balaji]]&gt;</dc:creator><description>&lt;![CDATA[Learn what an LOC (Limit-On-Close) order is, how it works, and how to implement it in crypto exchange development for accurate trade execution.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In today&apos;s fast-moving crypto market, traders need more control over when and how their orders are executed. A Limit On Close (LOC) order helps by allowing a trade to execute only at the market&apos;s closing price or at a better price within the trader&apos;s chosen limit. This order type is widely used by professional traders who want better price control and a more planned trading strategy. As crypto exchanges continue to add advanced trading features, LOC orders are becoming an important part of creating a high-performance and competitive platform. Adding this feature can improve the trading experience, support advanced trading strategies, and attract more active and institutional users. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In this blog, we will explain what a Limit On Close (LOC) order is, how it works, why it is valuable for &lt;a href=&quot;../cryptocurrency-exchange-development-company&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; aria-invalid=&quot;true&quot;&gt;&lt;strong&gt;crypto exchange development&lt;/strong&gt;&lt;/a&gt;, and the key steps to implement it successfully.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h1 id=&quot;mcetoc_1jghguc0i6&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;What Is a Limit-On-Close (LOC) Order?&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A Limit On Close (LOC) Order is a trading order that executes only during the market&apos;s closing session and only if the closing price is equal to or better than the limit price set by the trader. It gives traders more control over the final execution price, making it a useful option for reducing the risk of unexpected price changes at the end of a trading session. On crypto exchanges that support closing auctions or scheduled market close events, an LOC order helps traders exit or enter positions at a preferred price.&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Executes only during the market&apos;s closing session when the limit price condition is met.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gives traders better control over the final trade price while helping reduce end of session price volatility.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Best suited for traders who want to buy or sell at a specific closing price without accepting an unfavorable execution.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i6a&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How LOC Orders Work: Key Mechanics?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A Limit on Close (LOC) order allows you to buy or sell a stock at the end of the trading day while keeping control over the price. You set the highest price you are willing to pay or the lowest price you are willing to accept, and the order waits for the market&apos;s closing auction. The trade is completed only if the official closing price meets your limit price or offers a better price. If your price condition is not met, the order expires without execution.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Set your preferred limit price before the market closes.&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The order remains pending until the official closing auction starts.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The trade executes only at your limit price or a better closing price.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The order is canceled automatically if the closing price does not meet your limit.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;LOC orders help you participate in the market close while maintaining greater control over your execution price.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i7&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;LOC (Limit-On-Close) vs. Market-On-Close (MOC) Orders&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Trading during the market&apos;s closing session requires the right order type because the final execution price can directly affect your trading outcome. LOC (Limit-On-Close) and Market-On-Close (MOC) orders are both executed during the official market close, but they follow different execution rules. A LOC order gives you control over the closing price by executing only if your specified limit is met, making it suitable for traders who prioritize price accuracy. In contrast, a MOC order is designed to execute at the official closing market price without a price limit, making it a preferred choice for traders who want a higher probability of completing their trade before the market closes. Understanding the difference between these two order types helps traders select the right strategy based on their trading goals, market conditions, and risk tolerance.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span id=&quot;docs-internal-guid-df4aa4a6-7fff-b6fc-d3dc-020647310740&quot;&gt;&lt;/span&gt;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
&lt;table style=&quot;border: none; border-collapse: collapse; table-layout: fixed; width: 468pt;&quot;&gt;&lt;colgroup&gt;&lt;col /&gt;&lt;col /&gt;&lt;col /&gt;&lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 0pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; background-color: #ff9900; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; text-align: center; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Comparison Factor&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; background-color: #ff9900; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; text-align: center; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;LOC (Limit-On-Close) Order&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; background-color: #ff9900; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; text-align: center; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Market-On-Close (MOC) Order&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 0pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Execution Timing&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Executes during the market closing auction if the limit price is met.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Executes during the market closing auction at the official closing price.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 0pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Price Control&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Yes, trades only at the specified limit price or a better price.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;No, executes at the final closing market price.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 0pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Execution Probability&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Lower because the order executes only when the price condition is satisfied.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Higher because the order is intended to execute at the market close.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 0pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Primary Purpose&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Protect the desired buying or selling price.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Complete the trade before the market closes.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 0pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Best For&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Traders who value price precision over execution.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Traders who value execution certainty over price control.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 0pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Risk Consideration&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The order may remain unfilled if the closing price does not meet the limit.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 1pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-top: 0pt; margin-bottom: 0pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;The final execution price may differ from expectations due to market movement.&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i8&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Relevance of LOC Orders to Crypto Exchange Development&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Limit On Close (LOC) orders are an important feature in crypto exchange development because they give traders more control over how their trades are completed at the market close. Users can set a specific price limit, which helps them avoid trades that do not match their trading goals. This creates a more planned and confident trading experience.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Adding LOC orders makes a crypto exchange more useful for both beginner and experienced traders. It supports advanced trading strategies, improves order execution during the closing session, and gives users more flexibility when managing their positions. A platform with advanced order types is better prepared to meet the needs of today&apos;s fast moving crypto market.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As competition in the crypto industry continues to grow, advanced trading features have become a key part of successful crypto exchange development. LOC orders improve the overall trading experience by offering greater price control and more accurate trade execution. Including this feature helps create a professional, user focused trading platform that attracts active traders and supports long term platform growth.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i9&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Use Cases for LOC-Style Orders in Crypto Exchange Development&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;LOC-style (Limit-On-Close) orders help traders execute buy or sell orders at the end of a trading session while following a predefined price limit. The order is completed only when the official closing price meets the trader&apos;s price condition. If the closing price falls outside the selected limit, the order expires automatically without execution. This order type gives traders better price control, reduces unnecessary trading risk, and adds greater precision to end-of-session trading on modern crypto exchange platforms.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Key Use Cases for LOC-Style Orders&lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Buy Crypto at a Preferred Closing Price&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A trader can set the highest price they are willing to pay before the trading session closes. The order executes only if the official closing price is equal to or lower than the specified limit. This approach helps traders avoid paying more than their planned investment amount while maintaining better control over trade execution.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. Sell Crypto at a Desired Closing Value&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Investors can define the minimum price they are willing to accept when selling a cryptocurrency. The order is executed only if the closing price reaches or exceeds that value. This helps protect expected returns and prevents assets from being sold below the trader&apos;s target price.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;3. Rebalance Investment Portfolios with Better Price Control&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Institutional investors and portfolio managers often adjust their crypto holdings at the end of a trading session. LOC-style orders allow them to buy and sell assets within predefined price limits, making portfolio rebalancing more accurate while supporting long-term investment strategies.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;4. Reduce Risk During High-Volume Market Close&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The final minutes of a trading session often experience increased trading activity and rapid price movements. LOC-style orders help traders avoid unexpected executions by allowing trades to occur only when the closing price matches their selected limit. This supports more disciplined and predictable trading decisions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;5. Improve Algorithmic and Institutional Trading&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Many professional trading firms use automated trading systems that rely on strict execution rules. LOC-style orders fit these strategies by combining end-of-session execution with predefined price limits. This allows trading algorithms to follow precise instructions without accepting unfavorable closing prices.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;6. Support Advanced Order Management&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Adding LOC-style orders gives a crypto exchange a more complete order management system. Traders gain access to advanced execution options that improve flexibility, while the platform becomes more attractive to experienced traders, institutional investors, and businesses looking for professional-grade trading features.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Core Benefits of LOC Order Implementation in Crypto Exchange Development&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Clear Price at Close&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A Limit On Close (LOC) order executes only at the trader&apos;s selected price or a better price during the market close. This gives traders better price control and helps them make more confident trading decisions.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Less Slippage at Close&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Price movements can become unpredictable near the market close. LOC orders help reduce slippage by preventing trades from executing outside the trader&apos;s chosen price range.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Builds Trader Trust&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Traders value platforms that provide accurate and transparent order execution. Adding LOC orders improves trading confidence and encourages users to stay active on the exchange.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;More Liquidity Near Close&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;LOC orders attract more buy and sell activity during the closing session. Higher liquidity improves order matching, supports smoother trade execution, and creates a more active market.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Stops Price Manipulation&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;LOC orders use price limits that help protect traders from sudden price spikes or sharp market swings near the close. This supports fair trading and improves overall market stability.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Easier Portfolio Rebalancing&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Many investors rebalance their portfolios using closing market prices. LOC orders allow them to adjust their holdings while staying within their preferred price range, making portfolio management more accurate.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Adding LOC order functionality is a smart choice for any crypto exchange development company building a professional trading platform. It gives traders better price control, improves market fairness, increases trust, and creates a more reliable trading experience that supports long term platform growth.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib1&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Technical Architecture for LOC Orders in Crypto Exchange Development&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Order Book Integration Requirements&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A crypto exchange must support LOC orders without affecting normal trading activity. The order book should validate each order, record it with a time stamp, and hold it in a separate queue until the scheduled closing session begins.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This approach keeps the order book organized, reduces processing errors, and helps the matching engine execute eligible orders at the right time.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Defining a &quot;Close&quot; Event in a 24/7 Market&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Because cryptocurrency markets operate 24/7, there is no natural market close like traditional stock exchanges. A crypto exchange development platform should define a fixed closing event based on exchange rules, daily settlement times, or a scheduled trading session.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A clearly defined closing event gives traders a predictable execution window and allows LOC orders to work consistently across all supported markets.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Matching Engine Logic for LOC Orders&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The matching engine should process LOC orders only after the closing event starts. An order is executed only if the final closing price meets the trader&apos;s specified limit price.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This execution logic protects pricing accuracy, prevents early execution, and helps maintain a fair trading environment for every participant.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Handling Order Rejections and Edge Cases&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The system should reject LOC orders with invalid prices, unsupported trading pairs, duplicate requests, or orders submitted after the closing cutoff time. Every rejected order should return a clear reason so traders understand what happened.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The platform should also handle low liquidity, unmatched orders, partial fills, and temporary system interruptions without affecting overall trading performance. Clear order status updates improve transparency and user confidence.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A well-designed technical architecture is essential for accurate and consistent LOC order execution in crypto exchange development. WeAlwin builds secure and scalable trading platforms with intelligent order management, efficient matching engine logic, and stable execution workflows that provide a smooth trading experience.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib2&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Step-by-Step Process for LOC Order Implementation in Crypto Exchange Development&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Step 1: Define Business Requirements and Compliance Scope&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Start by defining your business goals, trading rules, supported markets, and compliance requirements. A clear plan helps the exchange implement LOC orders that match both business needs and regulatory standards.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Step 2: Design the Order Type Schema&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Create a structured order model that includes the limit price, order status, execution conditions, expiration rules, and market close settings. A well-planned schema improves data accuracy and keeps order processing consistent.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Step 3: Build Matching Engine Support&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Update the matching engine to recognize LOC orders and execute them only during the market closing session when the limit price conditions are satisfied. This improves execution accuracy and keeps trading operations consistent.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Step 4: Integrate with the Order Management System (OMS)&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Connect LOC orders with the Order Management System (OMS) to manage order validation, routing, tracking, updates, and execution. This integration gives traders and administrators better visibility throughout the entire order lifecycle.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Step 5: Develop Front-End and API Support&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Add LOC order options to the trading platform and APIs so users and third-party applications can place, monitor, and manage orders with ease. A simple and intuitive interface improves the overall trading experience.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Step 6: Testing, Simulation, and Backtesting&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Test the feature in different market conditions using functional testing, simulations, stress testing, and historical backtesting. This process verifies that LOC orders perform correctly before the feature is released to live users.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Step 7: Deployment and Continuous Monitoring&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Deploy the LOC order feature in a production environment and continuously monitor execution quality, system performance, and trading activity. Regular monitoring helps identify issues early and supports stable, reliable platform operations.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A well-planned implementation process helps crypto exchanges deliver accurate market-close execution, smooth order management, and a better trading experience. As a trusted crypto exchange development company, WeAlwin builds secure and scalable exchange platforms with advanced LOC order functionality that supports long-term business growth and dependable trading performance.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;../../blog-images/blog_img53.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib3&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security Considerations When Implementing LOC Orders&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security is a key part of implementing Limit-on-Close (LOC) orders because every order must remain accurate and protected until the market closes. Trading platforms should use multi-factor authentication, data encryption, secure API connections, and role-based access controls to prevent unauthorized access and protect sensitive trading information. These security measures help maintain order accuracy and build user trust throughout the trading process.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Platforms should also monitor trading activity in real time to detect unusual order behavior, suspicious login attempts, or potential cyber threats before they affect order execution. Regular security audits, vulnerability assessments, detailed audit logs, and continuous system monitoring help maintain platform stability, support regulatory compliance, and provide a secure trading experience for investors using LOC orders.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib4&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Common Challenges in Crypto Exchange Development for LOC Orders&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Getting the correct market closing price is one of the biggest challenges. Even a small delay or inaccurate price feed can cause LOC orders to execute incorrectly or remain unfilled.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Processing a large number of LOC orders at the market close requires a fast and scalable trading engine. Slow performance can create delays and affect the overall trading experience.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Building accurate order matching logic is essential. The platform must execute an LOC order only when the official closing price matches or improves the trader&apos;s selected limit price.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Protecting the exchange from suspicious trading activity and market manipulation while meeting compliance requirements is important for maintaining a secure and trusted trading environment.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Keeping the trading platform stable during peak market activity can be difficult. Low latency, reliable APIs, and uninterrupted order processing are important for consistent LOC order execution.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib5&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Final Touch&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A Limit on Close (LOC) order is more than just another order type. It gives traders better control over how their trades are executed at the market close while helping them manage price expectations. For crypto exchange owners, adding LOC orders improves the trading experience, supports smarter order execution, and makes the platform more attractive to active and professional traders. As the crypto market continues to grow, advanced trading features like LOC orders can help your exchange stay competitive and meet changing user expectations. If you are looking to build a secure, scalable, and feature-rich trading platform, partnering with WeAlwin, a trusted crypto exchange development company, is a smart step toward launching a high-performance crypto exchange.&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Integrate LOC orders to give traders greater control over market-close trade execution.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Build a secure and scalable crypto exchange with advanced trading features and smooth order management.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Provide a professional trading experience that supports business growth and long-term user engagement.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Ready to build a crypto exchange with advanced LOC order functionality? Contact WeAlwin, a trusted &lt;a href=&quot;../cryptocurrency-exchange-development-company&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; aria-invalid=&quot;true&quot;&gt;&lt;strong&gt;crypto exchange development company&lt;/strong&gt;&lt;/a&gt;, and launch a secure, scalable, and high-performance trading platform that meets today&apos;s market demands.&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/body&gt;
&lt;/html&gt;</content:encoded></item><item><title>What Makes a DEX Worth Investing In? Top 10 Features Every Investor Looks For Before Funding a Crypto Exchange</title><link>https://alwin.io/blog/top-10-decentralized-exchange-features</link><dc:creator>&lt;![CDATA[Soolamathi]]&gt;</dc:creator><description>&lt;![CDATA[Discover the top 10 features investors evaluate before funding a decentralized exchange, from liquidity and security to scalability and AI-powered trading.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;/head&gt;
&lt;body&gt;
&lt;p&gt;&lt;em&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;Imagine you&apos;re about to buy your first home.&quot;&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;You walk into two houses.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The first one has a beautiful exterior, modern paint, and expensive furniture. Everything looks perfect until you notice leaking pipes, unstable wiring, and a weak foundation.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The second house isn&apos;t flashy. But its foundation is solid, the security system is reliable, and every room is built to last.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Which one would you invest in?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Now replace those houses with decentralized exchanges (DEXs).&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This is exactly how crypto investors think.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Most people assume investors fund the DEX with the biggest marketing campaign or the loudest community. In reality, experienced investors ask a very different question:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&quot;Will this platform still be relevant three years from now?&quot;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The answer rarely depends on hype. It depends on the features that create trust, solve real trading problems, and keep users coming back.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A decentralized exchange isn&apos;t just another Web3 product anymore. It&apos;s financial infrastructure. And investors are becoming far more selective about where they place their capital.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In this blog, we&apos;ll explore the ten features that experienced investors evaluate before backing a DEX and why each one can influence long-term growth, user adoption, and market value. &lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Do Investors Think Differently Than Everyday Traders?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Not every crypto buyer is an investor. Traders often focus on short-term price movements, while investors evaluate whether a platform can create sustainable value over time. Before investing, they look beyond hype and ask important questions: Is the business solving a real problem? Can it attract users? Is the technology secure and scalable?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;In Decentralized Exchange Development, long-term success depends on building a platform that users trust, adopt, and continue using, not just one that gains temporary attention.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Difference Between Buying a Token and Investing in a Business&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;../../blog-images/blog_img52.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Features Matter More Than Marketing?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Strong marketing may attract users initially, but only powerful features can retain them. In Decentralized Exchange Development, investors look for products that offer real utility, security, and a smooth trading experience.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Key Features Investors Look For&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-chain blockchain support&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fast and low-cost token swaps&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Automated Market Maker (AMM) integration&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Smart contract security and audits&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;High liquidity management&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;User-friendly trading interface&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Wallet integration (MetaMask, WalletConnect, etc.)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Staking and yield farming support&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;MEV protection for fair trading&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Advanced analytics and trading charts&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Governance and DAO capabilities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Scalable architecture for future growth&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;These features demonstrate that a decentralized exchange is designed for long-term adoption, making it more attractive to both users and investors.&lt;/span&gt;&lt;/p&gt;
&lt;h1&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Top 10 DEX Features Investors Look For&lt;/span&gt;&lt;/strong&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Today&apos;s investors evaluate more than trading functionality before backing a decentralized exchange. They look for features that improve security, scalability, user adoption, and long-term revenue potential, making the platform attractive to both traders and institutional participants.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;1. Deep Liquidity That Keeps Trading Smooth&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A DEX with strong liquidity creates an effortless trading experience, attracts more users, and builds investor confidence through consistent market activity.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why liquidity attracts users: Traders prefer platforms where assets can be bought and sold instantly without delays.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Slippage reduction: &lt;/strong&gt;Higher liquidity minimizes price changes during large transactions.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Market confidence: &lt;/strong&gt;Active liquidity signals a healthy and trusted trading ecosystem.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Revenue opportunities:&lt;/strong&gt; More trading activity generates higher transaction fee revenue.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Investor Insight:&lt;/strong&gt; Liquidity is often the first indicator of a healthy trading ecosystem.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;2. Cross-Chain Trading That Expands Market Reach&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-chain functionality enables a DEX to connect multiple blockchain networks, unlocking greater accessibility and long-term growth opportunities.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Multi-chain ecosystem&lt;/strong&gt;: Supports trading across multiple blockchain networks from a single platform.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Asset interoperability&lt;/strong&gt;: Allows effortless movement and exchange of assets between chains.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Wider audience&lt;/strong&gt;: Expands the platform&apos;s reach to users across different blockchain communities.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Future scalability&lt;/strong&gt;: Makes the platform adaptable as new blockchain ecosystems emerge.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;3. Institutional-Grade Security&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security remains one of the biggest factors investors evaluate before funding or using a decentralized exchange. A secure platform protects assets, reputation, and long-term growth.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Smart contract audits&lt;/strong&gt;: Independent audits help identify and eliminate vulnerabilities.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Multi-signature wallets&lt;/strong&gt;: Multiple approvals add an extra layer of protection for funds.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Bug bounty programs&lt;/strong&gt;: Encourage ethical hackers to report security issues before attackers find them.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Cold storage integrations&lt;/strong&gt;: Keep a significant portion of digital assets safely offline.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;4. AI-Powered Trading and Analytics&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Artificial intelligence is transforming DEX platforms by providing smarter insights, personalized trading experiences, and data-driven decision-making.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;AI recommendations&lt;/strong&gt;: Suggest trading opportunities based on market behavior.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Risk analysis&lt;/strong&gt;: Identifies potential risks before trades are executed.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Portfolio insights&lt;/strong&gt;: Helps users monitor and optimize investment performance.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Automated trading intelligence&lt;/strong&gt;: Enables intelligent trading strategies with minimal manual effort.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;5. Advanced Trading Tools Beyond Simple Swaps&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Professional traders expect more than token swaps. Advanced trading features improve flexibility, attract experienced users, and increase platform engagement.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Limit orders&lt;/strong&gt;: Execute trades automatically at predefined prices.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Stop-loss&lt;/strong&gt;: Reduces potential losses by triggering automatic exits.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Take-profit&lt;/strong&gt;: Locks in gains once target prices are reached.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Margin trading&lt;/strong&gt;: Allows traders to amplify positions using borrowed funds.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Perpetual trading&lt;/strong&gt;: Enables continuous futures trading without expiration dates.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;6. Cross-Chain Liquidity Aggregation&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Liquidity aggregation combines liquidity from multiple sources to deliver better execution, higher efficiency, and a superior trading experience.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Better pricing&lt;/strong&gt;: Finds the most competitive prices across liquidity pools.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Higher efficiency&lt;/strong&gt;: Improves trade execution with optimized routing.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Reduced fragmentation&lt;/strong&gt;: Combines liquidity from different blockchain networks.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Investor value&lt;/strong&gt;: Creates stronger market depth and trading reliability.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Increased trading volume&lt;/strong&gt;: Better execution encourages more trading activity.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;7. Gas Optimization and Faster Transactions&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fast, affordable transactions improve user satisfaction and encourage more frequent trading, especially during periods of high blockchain activity.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Layer-2 support:&lt;/strong&gt; Reduces costs while increasing transaction speed.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Gasless transactions:&lt;/strong&gt; Eliminates or minimizes gas fees for end users.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Faster confirmations&lt;/strong&gt;: Ensures quicker trade execution and settlement.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Real-world impact:&lt;/strong&gt; Lower fees make everyday trading more practical and accessible.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Nobody likes paying more in fees than the trade is worth.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;8. User Experience That Doesn&apos;t Require a Blockchain Degree&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Even the most advanced DEX will struggle without an intuitive interface. A simple user experience increases adoption and keeps users engaged.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Easy onboarding:&lt;/strong&gt; Helps new users start trading with minimal effort.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Wallet integration:&lt;/strong&gt; Supports effortless connections with popular crypto wallets.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Clean dashboard:&lt;/strong&gt; Presents essential information in a simple, organized layout.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Mobile compatibility:&lt;/strong&gt; Delivers a consistent trading experience across devices.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Real-world comparison:&lt;/strong&gt; Just as mobile banking simplified online finance, user-friendly DEX platforms make decentralized trading accessible to everyone.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;9. Transparent Governance and Community Participation&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Decentralization extends beyond trading by giving users a voice in the platform&apos;s future through transparent governance mechanisms.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;DAO governance&lt;/strong&gt;: Enables community-led decision-making for platform development.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Voting&lt;/strong&gt;: Allows token holders to participate in key protocol decisions.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Treasury transparency&lt;/strong&gt;: Builds trust by openly managing community funds.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why investors appreciate decentralization: Transparent governance reduces centralized control and strengthens long-term confidence.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;10. Scalable Architecture for Future Growth&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A successful DEX must be built to support rapid adoption, increasing transaction volumes, and future technological advancements without compromising performance.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Modular infrastructure&lt;/strong&gt;: Enables faster, easier upgrades without rebuilding the platform.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Cloud scalability&lt;/strong&gt;: Supports growing user demand with reliable infrastructure.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;High TPS:&lt;/strong&gt; Processes thousands of transactions efficiently during peak activity.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Future upgrades&lt;/strong&gt;: Keeps the platform ready for evolving blockchain innovations.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Investor perspective: Can this platform handle ten million users? That&apos;s the scalability question every serious investor asks before committing capital.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How Do These Features Increase Long-Term ROI?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A successful decentralized exchange generates value by consistently attracting users, increasing trading activity, and adapting to market demands. When a platform combines strong security, effortless user experience, and scalable technology, it creates a sustainable ecosystem that drives long-term returns for investors and business owners alike.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Higher Adoption&lt;/strong&gt; - Feature-rich platforms attract a broader user base by offering a secure, reliable, and easy-to-use trading experience.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Greater Trading Volume&lt;/strong&gt; - Advanced trading tools, deep liquidity, and cross-chain capabilities encourage more transactions and higher platform activity.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Better Retention&lt;/strong&gt; - Users are more likely to stay active when the platform delivers fast performance, valuable features, and an effortless experience.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Stronger Ecosystem&lt;/strong&gt; - A growing community of traders, developers, liquidity providers, and partners strengthens the platform&apos;s overall value and resilience.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Sustainable Revenue&lt;/strong&gt; - Consistent user engagement and increasing trading volume create multiple recurring revenue streams, supporting long-term business growth.&lt;/span&gt;&lt;/p&gt;
&lt;h2&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Conclusion&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Think back to the house we talked about at the beginning.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;A smart buyer doesn&apos;t choose a home because the paint looks fresh. They choose it because the structure is dependable, the foundation is strong, and it will continue to hold its value over time.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Investors evaluate decentralized exchanges in much the same way.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;An eye-catching interface or a trending token may create short-term excitement, but long-term success depends on features that solve real challenges protecting users, improving liquidity, enabling seamless trading, and evolving with the fast-changing Web3 ecosystem.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The most successful DEX platforms don&apos;t add features simply to keep up with trends. They build secure, scalable, and user-focused experiences that earn trust, encourage long-term engagement, and generate sustainable growth.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;At WeAlwin, we believe every successful DEX begins with a strong foundation. That&apos;s why our &lt;strong&gt;&lt;a href=&quot;../decentralized-exchange-development-company&quot; aria-invalid=&quot;true&quot;&gt;Decentralized Exchange Development&lt;/a&gt;&lt;/strong&gt; solutions focus on security, performance, scalability, and user experience, helping businesses build platforms that investors and traders can trust.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;em&gt;If you&apos;re planning to launch a decentralized exchange, don&apos;t ask, &quot;Which features can we add?&quot; Ask instead, &quot;Which features will make investors believe this platform deserves their confidence?&quot;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Because in today&apos;s competitive DeFi landscape, that distinction can determine whether a DEX becomes the next market leader or just another project that fades into the background.&lt;/span&gt;&lt;/p&gt;
&lt;/body&gt;
&lt;/html&gt;</content:encoded></item><item><title>How Non-Custodial Wallets are Leading a 26% Growth Surge in Crypto Wallet Development?</title><link>https://alwin.io/blog/crypto-wallet-development-with-non-custodial-wallets</link><dc:creator>&lt;![CDATA[Shalini]]&gt;</dc:creator><description>&lt;![CDATA[Discover how non-custodial wallets are driving 26% growth in crypto wallet development through enhanced security, user ownership, Web3 adoption, and innovation.]]&gt;</description><content:encoded>&lt;![CDATA[&lt;!DOCTYPE html&gt;
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&lt;/head&gt;
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&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;For years, many crypto users relied on centralized exchanges to store their digital assets because of their convenience. Today, that mindset is changing as more people recognize the importance of owning and controlling their assets directly.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;img src=&quot;../../blog-images/blog_img51.png&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;../../non-custodial-wallet-development&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;Non-custodial wallet development&lt;/a&gt; &lt;/strong&gt;is gaining popularity among investors, businesses, and Web3 users seeking greater security, ownership, and financial independence. By allowing individuals to manage their own private keys, these wallets eliminate reliance on third-party custodians and give users complete control over their digital assets.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;This transformation is being driven by one of the world&apos;s most influential cryptocurrency markets, where digital asset ownership continues to grow quickly. More than 65 million adults are estimated to own cryptocurrencies, representing nearly 28% of the adult population. As adoption increases, demand for secure and user-controlled wallet solutions continues to rise.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Security concerns are also accelerating the shift toward self-custody. Following several high-profile exchange failures and cybersecurity incidents, nearly 70% of crypto holders now consider security their top priority when choosing a crypto wallet.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Meanwhile, the expanding Web3 ecosystem is creating new opportunities for innovation. With DeFi Total Value Locked (TVL) exceeding $100 billion globally, alongside the growth of NFTs, blockchain gaming, DAOs, and decentralized applications, users increasingly require wallets that offer stable access to decentralized environments.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Enterprise adoption is further strengthening market growth. Blockchain spending is projected to grow at a CAGR of over 40% through 2030, driving investment in digital asset management, tokenization, digital identity, and blockchain-powered financial services.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As AI, DeFi, NFTs, and Web3 technologies continue to evolve, non-custodial wallets are becoming more than storage tools, they are emerging as intelligent platforms for managing digital assets and interacting with decentralized ecosystems.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;img src=&quot;../../blog-images/blog_img47.png&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Fueled by these trends, crypto wallet development is projected to experience an estimated 26% growth surge, making non-custodial wallets one of the fastest-growing segments in digital finance and a key driver of future blockchain innovation.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;h1 id=&quot;mcetoc_1jghguc0i6&quot;&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Understanding Non-Custodial Wallets&lt;/strong&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As digital asset ownership becomes increasingly important, non-custodial wallets are gaining popularity as a secure way to manage cryptocurrencies. Unlike centralized platforms, these wallets give users full control of their private keys and digital assets, eliminating reliance on third parties.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;strong&gt;Why Non-Custodial Wallets are Growing?&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Complete ownership of digital assets&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Full control over private keys&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Improved privacy and security&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Direct access to blockchain networks&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Easy interaction with DeFi, NFTs, and Web3 applications&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Greater flexibility across multiple ecosystems&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As blockchain adoption expands, the principle of &quot;Not your keys, not your coins&quot; continues to highlight the importance of self-custody. For many users, non-custodial wallets are becoming a key tool for achieving greater financial independence in the digital economy.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i6a&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Businesses are Investing in Crypto Wallet Development?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As digital asset adoption continues to grow, businesses are investing in &lt;a href=&quot;../../cryptocurrency-wallet-development-company&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;&lt;strong&gt;Crypto Wallet Development&lt;/strong&gt;&lt;/a&gt; to improve security, improve user experiences, and support participation in the expanding Web3 economy. Modern wallets have evolved into powerful platforms for digital payments, asset management, and decentralized interactions.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;   &quot;Technology is best when it brings people together and empowers them.&quot; — Matt Mullenweg &lt;/span&gt;&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Key Investment Drivers&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Growing demand for digital asset ownership&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Access to Web3, DeFi, NFTs, and blockchain applications&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Improved security through self-custody and advanced authentication&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cross-chain support for stable asset management&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;AI-driven features for fraud detection and user insights&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Scalable infrastructure for enterprise digital asset management&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As blockchain technology becomes more mainstream, organizations that invest in secure and innovative wallet solutions will be better positioned to capitalize on future opportunities in digital finance and Web3 ecosystems.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i7&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Technologies Driving Modern Non-Custodial Wallet Development&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As the blockchain ecosystem continues to expand, non-custodial wallets are advancing beyond simple cryptocurrency storage. Modern wallet development focuses on delivering stronger security, stable blockchain connectivity, regulatory readiness, and a better user experience. These advancements are helping businesses build reliable wallet solutions that support long-term growth in the decentralized economy.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt; &lt;strong&gt;&lt;em&gt; &quot;Innovation distinguishes between a leader and a follower.&quot; — Steve Jobs&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i8&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Core Technologies Transforming Non-Custodial Wallets&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
&lt;table style=&quot;border: none; border-collapse: collapse;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;157&quot; /&gt;&lt;col width=&quot;265&quot; /&gt;&lt;col width=&quot;202&quot; /&gt;&lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 53.382080078125pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Technology&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Role in Non-Custodial Wallets&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Business Benefit&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 52.75pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Multi-Party Computation (MPC)&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Protects private keys by splitting cryptographic operations across multiple parties&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Stronger security with reduced risk of key compromise&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 52.75pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Multi-Signature Authentication&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Requires multiple approvals before executing transactions&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Improved protection for enterprise and institutional wallets&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 39.25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Cross-Chain Interoperability&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Enables users to manage assets across multiple blockchain networks&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Greater flexibility and improved user experience&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 39.25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Smart Contract Wallets&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Supports programmable wallet features and automated transactions&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Improved functionality for Web3 applications&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 39.25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Biometric Authentication&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Uses fingerprint or facial recognition for secure wallet access&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Faster and more secure authentication&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 39.25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Secure Backup &amp; Recovery&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Provides reliable wallet recovery without compromising ownership&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Reduced risk of permanent asset loss&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 52.75pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Regulatory Compliance Integration&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Supports KYC, AML, and compliance-ready infrastructure where required&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Easier adoption for enterprise and financial platforms&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 39.25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Hardware Wallet Compatibility&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Connects with offline devices for cold storage protection&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 18pt; margin-bottom: 4pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Maximum security for high-value digital assets&lt;/span&gt;&lt;/h2&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Modern non-custodial wallets combine these technologies to deliver secure, scalable, and user-friendly solutions that support the growing demands of Web3, DeFi, NFTs, and enterprise blockchain applications.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0i9&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Enterprise Adoption Is Accelerating Non-Custodial Wallet Development&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Businesses across multiple industries are increasingly investing in non-custodial wallet development as digital assets become part of mainstream financial services. These wallets provide organizations with greater control over asset management while reducing dependence on centralized platforms.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Why Enterprises are Choosing Non-Custodial Wallets?&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Complete ownership of digital assets and private keys&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Secure management of tokenized assets and digital identities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Multi-chain compatibility for broader blockchain integration&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Support for DeFi, NFTs, and Web3 applications&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Enterprise-grade security with MPC and multi-signature protection&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Scalable infrastructure for future blockchain expansion&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Compliance-ready architecture for evolving regulatory requirements&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As blockchain adoption continues to grow, non-custodial wallets are becoming an essential part of enterprise digital transformation, helping organizations build secure, transparent, and decentralized financial ecosystems.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ia&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Key Technologies Powering Modern Non-Custodial Wallets&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span id=&quot;docs-internal-guid-9699679a-7fff-7e48-b0bb-eccc519af601&quot; style=&quot;color: #000000;&quot;&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The newest generation of crypto wallets includes advanced technologies designed for scalability and security.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;&lt;img src=&quot;../../blog-images/blog_img48.png&quot; /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ib&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Cost Comparison of Modern Crypto Wallet Development &lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span id=&quot;docs-internal-guid-89016e65-7fff-9d1d-86e9-d1732a972219&quot;&gt;&lt;/span&gt;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
&lt;table style=&quot;border: none; border-collapse: collapse;&quot;&gt;&lt;colgroup&gt;&lt;col width=&quot;186&quot; /&gt;&lt;col width=&quot;247&quot; /&gt;&lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr style=&quot;height: 25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Development Level&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; text-align: center; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;Estimated Cost Range&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;   Basic Wallet&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;       $15,000 – $35,000&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;  Multi-Chain Wallet&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;       $35,000 – $80,000&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;  DeFi &amp; NFT Wallet&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;       $50,000 – $120,000&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr style=&quot;height: 25pt;&quot;&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;  Enterprise Wallet  Platform&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;vertical-align: top; padding: 5pt 5pt 5pt 5pt; overflow: hidden; overflow-wrap: break-word; border: solid #000000 0.5pt;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-top: 12pt; margin-bottom: 12pt;&quot;&gt;&lt;span style=&quot;font-size: 13pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;&quot;&gt;      $100,000 – $300,000+&lt;/span&gt;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0ic&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;How Web3 Is Reshaping Wallet Functionality?&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The traditional concept of a crypto wallet is rapidly expanding. Future wallets will serve as digital gateways to the decentralized internet.&lt;/span&gt;&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Beyond Payments&lt;/span&gt;&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Users increasingly expect wallets to manage:&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Digital identities&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;NFT collections&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Tokenized real-world assets&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Gaming assets&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;DeFi investments&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Governance participation&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As Web3 adoption accelerates in the United States, wallets are becoming essential infrastructure rather than optional tools.&lt;/span&gt;&lt;/p&gt;
&lt;h2 id=&quot;mcetoc_1jghguc0id&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt;The Future of Non-Custodial Wallets and Digital Ownership&lt;/span&gt;&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;As digital ownership continues to gain momentum, non-custodial wallets are becoming a critical component of the Web3 ecosystem. Growing adoption of decentralized finance (DeFi), digital identities, tokenized assets, and cross-chain applications is driving demand for secure self-custody solutions. &lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;color: #000000;&quot;&gt;Industry trends indicate that future wallet development will focus on increased security, stable interoperability, AI-assisted asset management, and user-controlled digital ownership. As a result, non-custodial wallets are evolving from simple storage tools into comprehensive gateways for managing assets, identities, and decentralized experiences.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;strong&gt;&lt;span style=&quot;color: #000000;&quot;&gt; &quot;The most powerful technologies are those that empower individuals.&quot; — Satya Nadella&lt;/span&gt; &lt;/strong&gt;&lt;/em&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;../../blog-images/blog_img49.png&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;/div&gt;
&lt;/body&gt;
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