<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
     xmlns:dc="http://purl.org/dc/elements/1.1/"
     xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
     xmlns:admin="http://webns.net/mvcb/"
     xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
     xmlns:content="http://purl.org/rss/1.0/modules/content/"
     xmlns:media="http://search.yahoo.com/mrss/">
<channel>
<title>Bip Apartments &#45; : Crypto</title>
<link>https://www.bipapartments.com/rss/category/crypto</link>
<description>Bip Apartments &#45; : Crypto</description>
<dc:language>en</dc:language>
<dc:rights>Copyright 2025 Bip Apartments News &#45; All Rights Reserved.</dc:rights>

<item>
<title>Crane Rental Saudi Arabia – Lifting Your Projects to New Heights</title>
<link>https://www.bipapartments.com/Lifting-Your-Projects-to-New-Heights</link>
<guid>https://www.bipapartments.com/Lifting-Your-Projects-to-New-Heights</guid>
<description><![CDATA[ In the dynamic world of construction and industrial development, having the right heavy equipment is crucial to success. When it comes to large-scale lifting and material handling tasks, cranes stand out as essential machines. Whether you&#039;re managing an infrastructure project, a commercial build, or an oil &amp; gas assignment, crane rental in Saudi Arabia offers a flexible and cost-efficient solution. At My-Crane Saudi Arabia, we redefine crane rental by combining innovative technology with global expertise. ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_68778aea4fcc8.jpg" length="113195" type="image/jpeg"/>
<pubDate>Thu, 17 Jul 2025 02:20:25 +0600</pubDate>
<dc:creator>mycraner</dc:creator>
<media:keywords>Crane Rental Saudi Arabia – Lifting Your Projects to New Heights</media:keywords>
<content:encoded><![CDATA[<p dir="ltr"><span>In the dynamic world of construction and industrial development, having the right heavy equipment is crucial to success. When it comes to large-scale lifting and material handling tasks, cranes stand out as essential machines. Whether you're managing an infrastructure project, a commercial build, or an oil &amp; gas assignment, </span><a href="https://sa.my-crane.com/" rel="nofollow"><span>crane rental in Saudi Arabia</span></a><span> offers a flexible and cost-efficient solution. At My-Crane Saudi Arabia, we redefine crane rental by combining innovative technology with global expertise.</span></p>
<h2 dir="ltr"><span>Why Choose Crane Rental in Saudi Arabia?</span></h2>
<p dir="ltr"><span>As Saudi Arabia continues to witness a boom in infrastructure and real estate developmentespecially under </span><span>Vision 2030</span><span>the need for heavy equipment like cranes has grown significantly. Renting cranes instead of purchasing them outright allows contractors and businesses to:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Reduce capital expenditure</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Access modern and well-maintained machinery</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Get tailored crane types based on project needs</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Eliminate maintenance and storage responsibilities</span></p>
</li>
</ul>
<p dir="ltr"><span>With a trusted crane rental provider in Saudi Arabia like My-Crane, you gain access to a vast fleet of cranes suited for any industry or lifting challenge.</span></p>
<h2 dir="ltr"><span>My-Crane  Revolutionizing Crane Rental in Saudi Arabia</span></h2>
<p dir="ltr"><span>At the forefront of the crane rental market is My-Crane Saudi Arabia, a platform designed to simplify and digitize crane rental services. As a technology-driven marketplace, My-Crane bridges the gap between crane suppliers and end-users, offering a smart and transparent way to rent cranes.</span></p>
<h3 dir="ltr"><span>Key Benefits of Using My-Crane:</span></h3>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Instant Quotes</span><span>: Submit your lifting requirements and receive multiple offers from verified suppliers.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Diverse Equipment</span><span>: From mobile cranes and crawler cranes to tower cranes and more.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Verified Vendors</span><span>: Only approved and experienced crane companies are listed.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Time Savings</span><span>: No more calling multiple suppliers  everything is online and easy to compare.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Nationwide Coverage</span><span>: Services available across Riyadh, Jeddah, Dammam, Mecca, Medina, and more.</span></p>
</li>
</ul>
<h2 dir="ltr"><span>Types of Cranes Available for Rental</span></h2>
<p dir="ltr"><span>Depending on your project's scale, site condition, and load requirements, different cranes may be required. The top </span><a href="https://sa.my-crane.com/" rel="nofollow"><span>crane rental services in Saudi Arabia</span></a><span> offer a variety of machines, such as:</span></p>
<h3 dir="ltr"><span>1. Mobile Cranes</span></h3>
<p dir="ltr"><span>Ideal for quick setup and urban projects. These cranes offer mobility and are perfect for general construction.</span></p>
<h3 dir="ltr"><span>2. Tower Cranes</span></h3>
<p dir="ltr"><span>Frequently used in high-rise buildings and large construction sites. They offer great height and lifting capacities.</span></p>
<h3 dir="ltr"><span>3. Crawler Cranes</span></h3>
<p dir="ltr"><span>Suited for uneven terrain and heavy-duty lifting. They are excellent for long-term infrastructure projects.</span></p>
<h3 dir="ltr"><span>4. All-Terrain Cranes</span></h3>
<p dir="ltr"><span>Combining the features of mobile and rough-terrain cranes, these are versatile and capable of operating in diverse site conditions.</span></p>
<h3 dir="ltr"><span>5. Rough Terrain Cranes</span></h3>
<p dir="ltr"><span>Built for off-road operations, particularly in oilfields and industrial zones in remote locations of Saudi Arabia.</span></p>
<h2 dir="ltr"><span>Industries Served by Crane Rental in Saudi Arabia</span></h2>
<p dir="ltr"><span>The demand for </span><a href="https://sa.my-crane.com/" rel="nofollow"><span>crane rental in Saudi Arabia</span></a><span> spans multiple industries, including:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Construction</span><span>: Residential, commercial, and mega projects</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Oil &amp; Gas</span><span>: Refineries, pipelines, offshore platforms</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Infrastructure</span><span>: Highways, bridges, and airports</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Mining</span><span>: Heavy material lifting in remote locations</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Event Management</span><span>: Lifting stages, lighting, and technical setups</span></p>
</li>
</ul>
<p dir="ltr"><span>Each industry has unique lifting needs, and My-Crane ensures that the right crane is available with the right operator and support.</span></p>
<h2 dir="ltr"><span>How the Digital Crane Rental Platform Works</span></h2>
<p dir="ltr"><span>Traditional crane rental involves a lot of manual coordination, phone calls, and paperwork. My-Cranes digital approach simplifies everything:</span></p>
<ol>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Post Your Requirements</span><span><br></span><span> Submit your crane requirements including type, capacity, location, and rental duration.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Compare Offers</span><span><br></span><span> Receive competitive offers from registered crane suppliers.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Make an Informed Decision</span><span><br></span><span> Compare availability, price, terms, and even vendor ratings.</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Book and Manage Online</span><span><br></span><span> Confirm your booking and track rental operations digitally.</span></p>
</li>
</ol>
<p dir="ltr"><span>This process empowers clients in Saudi Arabia to rent cranes in a transparent, efficient, and affordable manner.</span></p>
<h2 dir="ltr"><span>Safety and Compliance  A Priority in Crane Rental</span></h2>
<p dir="ltr"><span>Safety is non-negotiable when it comes to lifting heavy materials. The best </span><a href="https://sa.my-crane.com/" rel="nofollow"><span>crane rental in Saudi Arabia</span></a><span> follows international safety guidelines and ensures:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Licensed and certified operators</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Regular maintenance and inspection of cranes</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>On-site safety audits and compliance checks</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Insurance coverage and risk management</span></p>
</li>
</ul>
<p dir="ltr"><span>At My-Crane, safety protocols are enforced across all rental services, ensuring peace of mind and project continuity.</span></p>
<h2 dir="ltr"><span>Why Choose My-Crane for Crane Rental in Saudi Arabia?</span></h2>
<p dir="ltr"><span>When looking for a reliable crane rental partner in Saudi Arabia, heres why My-Crane stands out:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>? Transparent pricing and real-time availability</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>? User-friendly digital interface for fast bookings</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>? Equipment availability from top-tier brands</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>? 24/7 support and technical assistance</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>? Committed to customer satisfaction and project success</span></p>
</li>
</ul>
<p dir="ltr"><span>Whether you need a crane for a few hours or several months, My-Crane ensures optimal equipment with expert service across the Kingdom.</span></p>
<h2 dir="ltr"><span>Crane Rental Regulations in Saudi Arabia</span></h2>
<p dir="ltr"><span>Working in Saudi Arabia requires adhering to local regulations and industry standards. Reputable crane rental companies ensure:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Compliance with </span><span>Ministry of Municipal and Rural Affairs (MoMRA)</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Valid operator licenses and equipment certifications</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Environmental and operational safety guidelines</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Proper documentation for equipment mobility between provinces</span></p>
</li>
</ul>
<p dir="ltr"><span>Choosing a trusted platform like My-Crane helps you stay compliant while focusing on the core aspects of your project.</span></p>
<h2 dir="ltr"><span>Cost Considerations  Get the Best Value</span></h2>
<p dir="ltr"><span>When it comes to </span><span>crane rental in Saudi Arabia</span><span>, pricing can vary based on:</span></p>
<ul>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Type and capacity of crane</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Duration of rental</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Job site location and accessibility</span></p>
</li>
<li dir="ltr" aria-level="1">
<p dir="ltr" role="presentation"><span>Need for additional services (e.g., operator, fuel, transport)</span></p>
</li>
</ul>
<p dir="ltr"><span>My-Cranes platform helps you receive competitive quotes in one place so you can balance quality with cost-effectiveness.</span></p>
<h2 dir="ltr"><span>Client Testimonials</span></h2>
<p dir="ltr"><span>Ahmed S., Project Manager (Riyadh)</span><span><br></span><span> </span><span>"My-Crane made renting a mobile crane for our Riyadh site fast and stress-free. The platform is intuitive and reliable."</span></p>
<p dir="ltr"><span>Fatimah K., Event Manager (Jeddah)</span><span><br></span><span> </span><span>"We needed a tower crane for an exhibition setup. My-Crane provided options, prices, and we confirmed everything online. Highly recommended!"</span></p>
<p dir="ltr"><span>Mohammed A., Contractor (Dammam)</span><span><br></span><span> </span><span>"My-Crane gives me peace of mind with certified operators and excellent safety records. Best crane rental in Saudi Arabia."</span></p>
<h2 dir="ltr"><span>Conclusion: Your Go-To Crane Rental Solution in Saudi Arabia</span></h2>
<p dir="ltr"><span>In a growing market like Saudi Arabia, having a dependable crane rental partner is essential to execute successful projects on time and within budget. Whether you are handling a massive construction project in Riyadh or a specialized industrial job in Dammam, </span><a href="https://sa.my-crane.com/" rel="nofollow"><span>crane rental in Saudi Arabia</span></a><span> through My-Crane ensures you get the right equipment, when and where you need it.</span></p>
<p dir="ltr"><span>Experience the future of heavy equipment rental with a platform thats smart, efficient, and built for todays demanding industries.</span></p>
<p dir="ltr"></p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Crypto Gambling Casino Platform Explained – Powered by Terragon</title>
<link>https://www.bipapartments.com/crypto-gambling-casino-platform-explained-powered-by-terragon</link>
<guid>https://www.bipapartments.com/crypto-gambling-casino-platform-explained-powered-by-terragon</guid>
<description><![CDATA[ Terragon powers secure, scalable crypto gambling platforms offering fast transactions, privacy, global access, and transparent gameplay for modern online casinos. ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_68777679448a3.jpg" length="100140" type="image/jpeg"/>
<pubDate>Thu, 17 Jul 2025 00:53:25 +0600</pubDate>
<dc:creator>darranhong</dc:creator>
<media:keywords>Crypto Gambling Casino Platform</media:keywords>
<content:encoded><![CDATA[<p data-start="69" data-end="548">In the rapidly evolving world of online gambling, crypto casinos are quickly becoming a popular choice for gamers worldwide. Powered by innovative platforms like Terragon, crypto gambling casinos offer a unique way to engage in online gaming using digital currencies like Bitcoin, Ethereum, and other altcoins. But what exactly is a crypto gambling casino platform, and why is it becoming such a significant trend? Lets break it down and explore everything you need to know.</p>
<h3 data-start="550" data-end="596">What is a Crypto Gambling Casino Platform?</h3>
<p data-start="598" data-end="958">A <a href="https://www.terragon.tech/resources/what-is-a-crypto-gambling-casino-platform" target="_blank" rel="noopener nofollow"><strong>crypto gambling casino platform</strong></a> is an online gaming site that allows players to wager using cryptocurrencies instead of traditional fiat currencies like USD, EUR, or GBP. These platforms are designed to offer a decentralized, secure, and fast way to play casino games, from slots and poker to blackjack and roulette, all powered by blockchain technology.</p>
<p data-start="960" data-end="1336">One of the most significant features of crypto gambling platforms is their ability to offer anonymity, secure transactions, and faster payouts compared to traditional online casinos. Terragon, a leading platform in the industry, specializes in providing a robust back-end infrastructure for crypto gambling casinos, making them more efficient, scalable, and user-friendly.</p>
<h3 data-start="1338" data-end="1390">Key Features of Crypto Gambling Casino Platforms</h3>
<ol data-start="1392" data-end="3198">
<li data-start="1392" data-end="1733">
<p data-start="1395" data-end="1733">Decentralized and Secure Transactions<br data-start="1436" data-end="1439">The most notable advantage of crypto casinos is the use of blockchain technology, which ensures secure and transparent transactions. Every transaction is recorded on the blockchain, making it immutable and traceable. This reduces the risk of fraud and ensures fair play for all participants.</p>
</li>
<li data-start="1735" data-end="2059">
<p data-start="1738" data-end="2059">Anonymity and Privacy<br data-start="1763" data-end="1766">Unlike traditional casinos that require personal information and banking details, crypto gambling platforms allow players to remain anonymous. By using cryptocurrencies like Bitcoin or Ethereum, players can deposit and withdraw funds without sharing sensitive information, ensuring privacy.</p>
</li>
<li data-start="2061" data-end="2463">
<p data-start="2064" data-end="2463">Faster Transactions<br data-start="2087" data-end="2090">Traditional banking methods, such as credit cards or bank transfers, can take several days to process withdrawals. In contrast, cryptocurrency transactions are typically processed much faster. With Terragons infrastructure, casino operators can ensure near-instantaneous deposits and withdrawals, allowing players to enjoy their winnings without unnecessary delays.</p>
</li>
<li data-start="2465" data-end="2875">
<p data-start="2468" data-end="2875">Global Access<br data-start="2485" data-end="2488">Crypto gambling platforms are not limited by geographical borders. Whether youre in the United States, Europe, Asia, or Australia, you can access and play on a crypto casino platform with ease. This global reach is further enhanced by Terragons ability to support multiple currencies, including a wide range of cryptocurrencies, making it accessible to players around the world.</p>
</li>
<li data-start="2877" data-end="3198">
<p data-start="2880" data-end="3198">Fair and Transparent Gaming<br data-start="2911" data-end="2914">Many crypto gambling platforms use provably fair algorithms, which allow players to verify the fairness of each game round. This transparency ensures that players can trust the platform to offer a fair chance of winning, unlike traditional casinos where the odds are often unclear.</p>
</li>
</ol>
<h3 data-start="3200" data-end="3249">How Terragon Powers Crypto Gambling Platforms</h3>
<p data-start="3251" data-end="3578">Terragon is a leading provider of back-office solutions for crypto gambling casinos. By offering a modular system that includes tools for managing transactions, player accounts, and game data, Terragon helps casino operators build efficient and scalable platforms that are ready to meet the needs of modern crypto gamblers.</p>
<p data-start="3580" data-end="3663">Some of the key features that Terragon brings to crypto gambling platforms include:</p>
<ul data-start="3665" data-end="4886">
<li data-start="3665" data-end="3946">
<p data-start="3667" data-end="3946">Multi-Currency Support<br data-start="3693" data-end="3696">Terragons platform supports a wide range of cryptocurrencies, including Bitcoin, Ethereum, Litecoin, and others. This enables casino operators to cater to a global audience, offering players the flexibility to use their preferred digital currency.</p>
</li>
<li data-start="3948" data-end="4300">
<p data-start="3950" data-end="4300">Compliance and Security<br data-start="3977" data-end="3980">Security is paramount in the world of online gambling, and Terragon ensures that all platforms built on its infrastructure adhere to the highest industry standards. From secure wallets to encrypted transactions, Terragon makes sure that both casino operators and players are protected from cyber threats and fraud.</p>
</li>
<li data-start="4302" data-end="4608">
<p data-start="4304" data-end="4608">Real-Time Analytics and Reporting<br data-start="4341" data-end="4344">For operators, Terragons platform provides advanced analytics tools, enabling them to track performance, monitor player behavior, and optimize operations. This data-driven approach ensures that crypto gambling casinos are always running smoothly and profitably.</p>
</li>
<li data-start="4610" data-end="4886">
<p data-start="4612" data-end="4886">Scalability<br data-start="4627" data-end="4630">Terragons platform is built to scale. Whether youre a small operator just entering the crypto gambling world or a large casino with thousands of players, Terragon ensures that your platform can handle growth without sacrificing performance or security.</p>
</li>
</ul>
<h3 data-start="4888" data-end="4921">The Future of Crypto Gambling</h3>
<p data-start="4923" data-end="5293">As cryptocurrencies continue to gain popularity, the future of gambling will likely see even more players turning to crypto casinos. With enhanced privacy, security, and faster transactions, crypto gambling offers numerous benefits over traditional platforms. Powered by platforms like Terragon, the crypto gambling industry is poised to revolutionize online gaming.</p>
<p data-start="5295" data-end="5568">For players, this means more freedom, greater transparency, and an ever-expanding variety of games to enjoy. For operators, it presents an opportunity to tap into a growing market, leverage cutting-edge technology, and offer players a seamless and secure gaming experience.</p>
<h3 data-start="5570" data-end="5584">Conclusion</h3>
<p data-start="5586" data-end="6115">A crypto gambling casino platform, especially one powered by a robust solution like <a href="https://www.terragon.tech/" target="_blank" rel="noopener nofollow"><strong>Terragon</strong></a>, offers a host of advantages over traditional online casinos. Whether youre a player looking for enhanced privacy and faster payouts, or an operator wanting to build a secure and scalable platform, crypto gambling is the future of the industry. By embracing the innovative technologies provided by Terragon, you can enjoy a seamless and secure gambling experience thats faster, safer, and more rewarding than ever before.</p>
<p data-start="6117" data-end="6242" data-is-last-node="" data-is-only-node="">Are you ready to take your gaming experience to the next level? Explore the world of crypto gambling with Terragon today!</p>]]> </content:encoded>
</item>

<item>
<title>Bitcoin Mining Hardware: Bitcoin Price Prediction 2040 Revealed</title>
<link>https://www.bipapartments.com/bitcoin-mining-hardware-bitcoin-price-prediction-2040-revealed</link>
<guid>https://www.bipapartments.com/bitcoin-mining-hardware-bitcoin-price-prediction-2040-revealed</guid>
<description><![CDATA[ Discover how bitcoin mining hardware is shaping the future and explore a bold bitcoin price prediction 2040 for long-term investors. ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_6875ffd413c9e.jpg" length="72262" type="image/jpeg"/>
<pubDate>Tue, 15 Jul 2025 22:17:57 +0600</pubDate>
<dc:creator>blockdag2025</dc:creator>
<media:keywords>bitcoin mining hardware</media:keywords>
<content:encoded><![CDATA[<p data-start="264" data-end="598" bis_size='{"x":8,"y":14,"w":549,"h":80,"abs_x":310,"abs_y":1042}'>The crypto revolution is not slowing down. With every halving and every market cycle, the dynamics of mining and investing in Bitcoin continue to shift. Among the core components driving this digital transformation is the evolution of <strong data-start="499" data-end="526" bis_size='{"x":8,"y":56,"w":493,"h":35,"abs_x":310,"abs_y":1084}'>bitcoin mining hardware </strong>the unsung hero behind every confirmed transaction and new coin minted.</p>
<p data-start="600" data-end="947" bis_size='{"x":8,"y":108,"w":549,"h":80,"abs_x":310,"abs_y":1136}'>As the world eyes the future of Bitcoin, the question on many investors minds is: where is Bitcoin headed in the next 15 years? In this article, we break down the vital role of <strong data-start="778" data-end="805" bis_size='{"x":8,"y":150,"w":161,"h":15,"abs_x":310,"abs_y":1178}'>bitcoin mining hardware</strong> and reveal an insightful <strong data-start="831" data-end="864" bis_size='{"x":321,"y":150,"w":189,"h":15,"abs_x":623,"abs_y":1178}'>bitcoin price prediction 2040</strong>, offering a blend of technical trends, market momentum, and realistic forecasting.</p>
<h3 data-start="954" data-end="1020" bis_size='{"x":8,"y":219,"w":549,"h":20,"abs_x":310,"abs_y":1247}'>The Backbone of Bitcoin: Understanding Bitcoin Mining Hardware</h3>
<p data-start="1022" data-end="1334" bis_size='{"x":8,"y":256,"w":549,"h":80,"abs_x":310,"abs_y":1284}'><strong data-start="1022" data-end="1049" bis_size='{"x":8,"y":258,"w":163,"h":15,"abs_x":310,"abs_y":1286}'>Bitcoin mining hardware</strong> is the machinery that powers the Bitcoin network. These devices perform complex mathematical computations that validate transactions and secure the blockchain. From CPU and GPU rigs to ASIC miners, this hardware has undergone a massive evolution in speed, efficiency, and scalability.</p>
<p data-start="1336" data-end="1653" bis_size='{"x":8,"y":350,"w":549,"h":80,"abs_x":310,"abs_y":1378}'>In the early days, mining Bitcoin was something hobbyists could do from their laptops. Now, with increasing competition and rising mining difficulty, specialized machines dominate the market. These devices are engineered to maximize hash rate while minimizing energy consumption two crucial factors for profitability.</p>
<p data-start="1655" data-end="1946" bis_size='{"x":8,"y":444,"w":549,"h":80,"abs_x":310,"abs_y":1472}'>Todays miners invest thousands of dollars in optimized machines. The shift to high-performance hardware has made it nearly impossible to mine profitably without it. And as the network continues to grow, having the right <a href="https://blockdag.network/crypto-mining-rigs" rel="nofollow"><strong data-start="1876" data-end="1903" bis_size='{"x":319,"y":486,"w":161,"h":15,"abs_x":621,"abs_y":1514}'>bitcoin mining hardware</strong></a> is not just an advantage its a necessity.</p>
<h3 data-start="1953" data-end="2010" bis_size='{"x":8,"y":555,"w":549,"h":20,"abs_x":310,"abs_y":1583}'>Why Mining Hardware Matters for the Future of Bitcoin</h3>
<p data-start="2012" data-end="2191" bis_size='{"x":8,"y":592,"w":549,"h":40,"abs_x":310,"abs_y":1620}'>The influence of <strong data-start="2029" data-end="2056" bis_size='{"x":111,"y":594,"w":161,"h":15,"abs_x":413,"abs_y":1622}'>bitcoin mining hardware</strong> goes beyond just transaction validation. It has a ripple effect across Bitcoins network security, decentralization, and energy usage.</p>
<p data-start="2193" data-end="2241" bis_size='{"x":8,"y":646,"w":549,"h":20,"abs_x":310,"abs_y":1674}'>Heres how mining hardware plays a central role:</p>
<ul data-start="2243" data-end="2628" bis_size='{"x":8,"y":680,"w":549,"h":148,"abs_x":310,"abs_y":1708}'>
<li data-start="2243" data-end="2363" bis_size='{"x":48,"y":680,"w":509,"h":40,"abs_x":350,"abs_y":1708}'>
<p data-start="2245" data-end="2363" bis_size='{"x":48,"y":680,"w":509,"h":40,"abs_x":350,"abs_y":1708}'><strong data-start="2245" data-end="2265" bis_size='{"x":48,"y":682,"w":114,"h":15,"abs_x":350,"abs_y":1710}'>Network Security</strong>: The more powerful the collective mining equipment, the more resistant the network is to attacks.</p>
</li>
<li data-start="2364" data-end="2484" bis_size='{"x":48,"y":734,"w":509,"h":40,"abs_x":350,"abs_y":1762}'>
<p data-start="2366" data-end="2484" bis_size='{"x":48,"y":734,"w":509,"h":40,"abs_x":350,"abs_y":1762}'><strong data-start="2366" data-end="2386" bis_size='{"x":48,"y":736,"w":108,"h":15,"abs_x":350,"abs_y":1764}'>Decentralization</strong>: Better access to mining hardware helps maintain decentralization and prevents mining monopolies.</p>
</li>
<li data-start="2485" data-end="2628" bis_size='{"x":48,"y":788,"w":509,"h":40,"abs_x":350,"abs_y":1816}'>
<p data-start="2487" data-end="2628" bis_size='{"x":48,"y":788,"w":509,"h":40,"abs_x":350,"abs_y":1816}'><strong data-start="2487" data-end="2508" bis_size='{"x":48,"y":790,"w":117,"h":15,"abs_x":350,"abs_y":1818}'>Energy Efficiency</strong>: As environmental concerns grow, newer hardware focuses on reducing power consumption without compromising performance.</p>
</li>
</ul>
<p data-start="2630" data-end="2809" bis_size='{"x":8,"y":842,"w":549,"h":60,"abs_x":310,"abs_y":1870}'>The future of Bitcoin mining is also likely to see greener alternatives, such as machines running on renewable energy or integrated in heat-reuse systems for homes and businesses.</p>
<h3 data-start="2816" data-end="2862" bis_size='{"x":8,"y":933,"w":549,"h":20,"abs_x":310,"abs_y":1961}'>Mining Difficulty and Profitability Trends</h3>
<p data-start="2864" data-end="3055" bis_size='{"x":8,"y":970,"w":549,"h":60,"abs_x":310,"abs_y":1998}'>Mining Bitcoin is becoming more competitive and less predictable. The difficulty adjusts approximately every two weeks, and as more miners join the network, it becomes harder to earn rewards.</p>
<p data-start="3057" data-end="3233" bis_size='{"x":8,"y":1044,"w":549,"h":40,"abs_x":310,"abs_y":2072}'><strong data-start="3057" data-end="3084" bis_size='{"x":8,"y":1046,"w":163,"h":15,"abs_x":310,"abs_y":2074}'>Bitcoin mining hardware</strong> needs to stay ahead of the curve. Efficient machines ensure that miners continue to earn rewards without draining profits through electricity bills.</p>
<p data-start="3235" data-end="3296" bis_size='{"x":8,"y":1098,"w":549,"h":20,"abs_x":310,"abs_y":2126}'>Lets consider a few key trends shaping mining profitability:</p>
<ul data-start="3298" data-end="3614" bis_size='{"x":8,"y":1132,"w":549,"h":148,"abs_x":310,"abs_y":2160}'>
<li data-start="3298" data-end="3417" bis_size='{"x":48,"y":1132,"w":509,"h":40,"abs_x":350,"abs_y":2160}'>
<p data-start="3300" data-end="3417" bis_size='{"x":48,"y":1132,"w":509,"h":40,"abs_x":350,"abs_y":2160}'><strong data-start="3300" data-end="3312" bis_size='{"x":48,"y":1134,"w":58,"h":15,"abs_x":350,"abs_y":2162}'>Halvings</strong>: These events reduce block rewards and demand miners to have more efficient setups to remain profitable.</p>
</li>
<li data-start="3418" data-end="3518" bis_size='{"x":48,"y":1186,"w":509,"h":40,"abs_x":350,"abs_y":2214}'>
<p data-start="3420" data-end="3518" bis_size='{"x":48,"y":1186,"w":509,"h":40,"abs_x":350,"abs_y":2214}'><strong data-start="3420" data-end="3437" bis_size='{"x":48,"y":1188,"w":93,"h":15,"abs_x":350,"abs_y":2216}'>Energy Prices</strong>: With rising global energy costs, hardware efficiency becomes even more crucial.</p>
</li>
<li data-start="3519" data-end="3614" bis_size='{"x":48,"y":1240,"w":509,"h":40,"abs_x":350,"abs_y":2268}'>
<p data-start="3521" data-end="3614" bis_size='{"x":48,"y":1240,"w":509,"h":40,"abs_x":350,"abs_y":2268}'><strong data-start="3521" data-end="3534" bis_size='{"x":48,"y":1242,"w":68,"h":15,"abs_x":350,"abs_y":2270}'>Hash Rate</strong>: As the total hash rate increases, only the most powerful hardware can compete.</p>
</li>
</ul>
<p data-start="3616" data-end="3706" bis_size='{"x":8,"y":1294,"w":549,"h":40,"abs_x":310,"abs_y":2322}'>Successful miners constantly evaluate hardware upgrades and power sources to maximize ROI.</p>
<h3 data-start="3713" data-end="3762" bis_size='{"x":8,"y":1365,"w":549,"h":20,"abs_x":310,"abs_y":2393}'>The Role of Mining Hardware in Price Momentum</h3>
<p data-start="3764" data-end="3955" bis_size='{"x":8,"y":1402,"w":549,"h":60,"abs_x":310,"abs_y":2430}'>Theres a clear connection between <strong data-start="3799" data-end="3826" bis_size='{"x":232,"y":1404,"w":161,"h":15,"abs_x":534,"abs_y":2432}'>bitcoin mining hardware</strong> advancements and market sentiment. Efficient mining leads to a healthier, more secure network, which boosts investor confidence.</p>
<p data-start="3957" data-end="4188" bis_size='{"x":8,"y":1476,"w":549,"h":60,"abs_x":310,"abs_y":2504}'>When miners are bullish and reinvest profits into newer machines, it signals positive long-term sentiment. Conversely, when outdated hardware gets shut down due to inefficiency, it often coincides with bearish phases in the market.</p>
<p data-start="4190" data-end="4455" bis_size='{"x":8,"y":1550,"w":549,"h":80,"abs_x":310,"abs_y":2578}'>The cycle of innovation in mining equipment, combined with periodic supply reductions through halvings, creates a foundational support level for Bitcoins price. As such, hardware indirectly supports the bull runs that often follow major technological improvements.</p>
<h3 data-start="4462" data-end="4520" bis_size='{"x":8,"y":1662,"w":549,"h":20,"abs_x":310,"abs_y":2690}'>Factors That Could Influence Bitcoins Long-Term Price</h3>
<p data-start="4522" data-end="4659" bis_size='{"x":8,"y":1698,"w":549,"h":40,"abs_x":310,"abs_y":2726}'>Before we dive into the <strong data-start="4546" data-end="4579" bis_size='{"x":154,"y":1700,"w":189,"h":15,"abs_x":456,"abs_y":2728}'>bitcoin price prediction 2040</strong>, lets look at the forces that could shape Bitcoins value in the coming years:</p>
<ul data-start="4661" data-end="5260" bis_size='{"x":8,"y":1752,"w":549,"h":256,"abs_x":310,"abs_y":2780}'>
<li data-start="4661" data-end="4763" bis_size='{"x":48,"y":1752,"w":509,"h":40,"abs_x":350,"abs_y":2780}'>
<p data-start="4663" data-end="4763" bis_size='{"x":48,"y":1752,"w":509,"h":40,"abs_x":350,"abs_y":2780}'><strong data-start="4663" data-end="4680" bis_size='{"x":48,"y":1754,"w":99,"h":15,"abs_x":350,"abs_y":2782}'>Mass Adoption</strong>: The more individuals and institutions that accept Bitcoin, the higher the demand.</p>
</li>
<li data-start="4764" data-end="4893" bis_size='{"x":48,"y":1806,"w":509,"h":40,"abs_x":350,"abs_y":2834}'>
<p data-start="4766" data-end="4893" bis_size='{"x":48,"y":1806,"w":509,"h":40,"abs_x":350,"abs_y":2834}'><strong data-start="4766" data-end="4796" bis_size='{"x":48,"y":1808,"w":191,"h":15,"abs_x":350,"abs_y":2836}'>Global Economic Conditions</strong>: Inflation, fiat devaluation, and monetary policy play a critical role in driving crypto demand.</p>
</li>
<li data-start="4894" data-end="5017" bis_size='{"x":48,"y":1860,"w":509,"h":40,"abs_x":350,"abs_y":2888}'>
<p data-start="4896" data-end="5017" bis_size='{"x":48,"y":1860,"w":509,"h":40,"abs_x":350,"abs_y":2888}'><strong data-start="4896" data-end="4911" bis_size='{"x":48,"y":1862,"w":80,"h":15,"abs_x":350,"abs_y":2890}'>Regulations</strong>: Favorable laws could open floodgates for institutional investment, while harsh rules could delay growth.</p>
</li>
<li data-start="5018" data-end="5120" bis_size='{"x":48,"y":1914,"w":509,"h":40,"abs_x":350,"abs_y":2942}'>
<p data-start="5020" data-end="5120" bis_size='{"x":48,"y":1914,"w":509,"h":40,"abs_x":350,"abs_y":2942}'><strong data-start="5020" data-end="5032" bis_size='{"x":48,"y":1916,"w":54,"h":15,"abs_x":350,"abs_y":2944}'>Scarcity</strong>: With a capped supply of 21 million coins, scarcity becomes more significant over time.</p>
</li>
<li data-start="5121" data-end="5260" bis_size='{"x":48,"y":1968,"w":509,"h":40,"abs_x":350,"abs_y":2996}'>
<p data-start="5123" data-end="5260" bis_size='{"x":48,"y":1968,"w":509,"h":40,"abs_x":350,"abs_y":2996}'><strong data-start="5123" data-end="5139" bis_size='{"x":48,"y":1970,"w":87,"h":15,"abs_x":350,"abs_y":2998}'>Mining Costs</strong>: The cost of securing the network through advanced <strong data-start="5191" data-end="5218" bis_size='{"x":48,"y":1970,"w":463,"h":35,"abs_x":350,"abs_y":2998}'>bitcoin mining hardware</strong> acts as a natural floor for price levels.</p>
</li>
</ul>
<h3 data-start="5267" data-end="5321" bis_size='{"x":8,"y":2040,"w":549,"h":20,"abs_x":310,"abs_y":3068}'>Innovation on the Horizon: Whats Next for Mining?</h3>
<p data-start="5323" data-end="5502" bis_size='{"x":8,"y":2076,"w":549,"h":60,"abs_x":310,"abs_y":3104}'>Innovation never sleeps in the crypto world. From quantum-resistant algorithms to AI-enhanced mining strategies, the future of <strong data-start="5450" data-end="5477" bis_size='{"x":265,"y":2098,"w":161,"h":15,"abs_x":567,"abs_y":3126}'>bitcoin mining hardware</strong> is incredibly promising.</p>
<p data-start="5504" data-end="5707" bis_size='{"x":8,"y":2150,"w":549,"h":60,"abs_x":310,"abs_y":3178}'>Were already seeing prototypes of hardware integrated with advanced cooling systems and smarter chips. Some developers are even exploring integration with solar and geothermal power for off-grid mining.</p>
<p data-start="5709" data-end="5913" bis_size='{"x":8,"y":2224,"w":549,"h":60,"abs_x":310,"abs_y":3252}'>As more players focus on eco-friendly solutions and regulatory compliance, the next generation of hardware could redefine whats possible making mining both profitable and sustainable for decades to come.</p>
<h3 data-start="5920" data-end="5963" bis_size='{"x":8,"y":2316,"w":549,"h":20,"abs_x":310,"abs_y":3344}'>Realistic Bitcoin Price Prediction 2040</h3>
<p data-start="5965" data-end="6052" bis_size='{"x":8,"y":2352,"w":549,"h":20,"abs_x":310,"abs_y":3380}'>Now lets address the burning question: where could Bitcoin realistically land by 2040?</p>
<p data-start="6054" data-end="6327" bis_size='{"x":8,"y":2386,"w":549,"h":80,"abs_x":310,"abs_y":3414}'>Forecasting the future price of a decentralized, supply-capped asset like Bitcoin requires balancing optimism with logic. Many long-term crypto enthusiasts argue that Bitcoin could become the global digital reserve asset, while skeptics believe the hype may fade over time.</p>
<p data-start="6329" data-end="6400" bis_size='{"x":8,"y":2480,"w":549,"h":20,"abs_x":310,"abs_y":3508}'>Lets consider a few scenarios for a <a href="https://blockdag.network/blog/bitcoin-price-prediction-for-2025-2030-2040-2050-and-the-next-bull-run" bis_size='{"x":231,"y":2482,"w":189,"h":15,"abs_x":533,"abs_y":3510}' rel="nofollow"><strong data-start="6366" data-end="6399" bis_size='{"x":231,"y":2482,"w":189,"h":15,"abs_x":533,"abs_y":3510}'>bitcoin price prediction 2040</strong></a>:</p>
<ul data-start="6402" data-end="6911" bis_size='{"x":8,"y":2514,"w":549,"h":168,"abs_x":310,"abs_y":3542}'>
<li data-start="6402" data-end="6558" bis_size='{"x":48,"y":2514,"w":509,"h":40,"abs_x":350,"abs_y":3542}'>
<p data-start="6404" data-end="6558" bis_size='{"x":48,"y":2514,"w":509,"h":40,"abs_x":350,"abs_y":3542}'><strong data-start="6404" data-end="6429" bis_size='{"x":48,"y":2516,"w":150,"h":15,"abs_x":350,"abs_y":3544}'>Conservative Estimate</strong>: If Bitcoin continues growing at a rate similar to gold or other long-term assets, it could reach $300,000 to $500,000 per coin.</p>
</li>
<li data-start="6559" data-end="6706" bis_size='{"x":48,"y":2568,"w":509,"h":40,"abs_x":350,"abs_y":3596}'>
<p data-start="6561" data-end="6706" bis_size='{"x":48,"y":2568,"w":509,"h":40,"abs_x":350,"abs_y":3596}'><strong data-start="6561" data-end="6582" bis_size='{"x":48,"y":2570,"w":130,"h":15,"abs_x":350,"abs_y":3598}'>Moderate Optimism</strong>: With strong institutional adoption and improved infrastructure, a price between $800,000 and $1.2 million is within reach.</p>
</li>
<li data-start="6707" data-end="6911" bis_size='{"x":48,"y":2622,"w":509,"h":60,"abs_x":350,"abs_y":3650}'>
<p data-start="6709" data-end="6911" bis_size='{"x":48,"y":2622,"w":509,"h":60,"abs_x":350,"abs_y":3650}'><strong data-start="6709" data-end="6732" bis_size='{"x":48,"y":2624,"w":137,"h":15,"abs_x":350,"abs_y":3652}'>Aggressive Forecast</strong>: In a world where Bitcoin replaces a significant portion of global currency reserves or becomes a standard for cross-border payments, a price tag above $2 million is conceivable.</p>
</li>
</ul>
<p data-start="6913" data-end="7140" bis_size='{"x":8,"y":2696,"w":549,"h":60,"abs_x":310,"abs_y":3724}'>This prediction isnt just about hype. Its built on data trends, monetary policy projections, and the continued improvement of <strong data-start="7041" data-end="7068" bis_size='{"x":223,"y":2718,"w":161,"h":15,"abs_x":525,"abs_y":3746}'>bitcoin mining hardware</strong>, which ensures the backbone of the network remains strong and scalable.</p>
<h3 data-start="7147" data-end="7161" bis_size='{"x":8,"y":2772,"w":549,"h":20,"abs_x":310,"abs_y":3800}'>Conclusion</h3>
<p data-start="7163" data-end="7415" bis_size='{"x":8,"y":2809,"w":549,"h":60,"abs_x":310,"abs_y":3837}'>The evolution of <strong data-start="7180" data-end="7207" bis_size='{"x":111,"y":2811,"w":161,"h":15,"abs_x":413,"abs_y":3839}'>bitcoin mining hardware</strong> is more than a technical marvel its a crucial pillar holding up the entire Bitcoin ecosystem. As miners race toward faster, smarter, and greener machines, theyre also shaping the future of digital finance.</p>
<p data-start="7417" data-end="7696" bis_size='{"x":8,"y":2883,"w":549,"h":80,"abs_x":310,"abs_y":3911}'>Understanding the relationship between hardware innovation and Bitcoins market performance gives investors a powerful lens to assess long-term potential. Whether you're mining, holding, or just observing, the rise in mining sophistication is a trend no one can afford to ignore.</p>
<p data-start="7698" data-end="8006" data-is-last-node="" data-is-only-node="" bis_size='{"x":8,"y":2977,"w":549,"h":80,"abs_x":310,"abs_y":4005}'>Looking ahead, the <strong data-start="7717" data-end="7750" bis_size='{"x":131,"y":2979,"w":189,"h":15,"abs_x":433,"abs_y":4007}'>bitcoin price prediction 2040</strong> offers more than just numbers it reflects a growing belief in Bitcoin as a transformative force. With the right tools, mindset, and strategy, those who embrace the future of mining and investing today may be the ones who reap the biggest rewards tomorrow.</p>]]> </content:encoded>
</item>

<item>
<title>Turbo (TURBO) Exploding Soon? AI&#45;Built Memecoin Eyes 165% Surge by 2025!</title>
<link>https://www.bipapartments.com/cryptostar3</link>
<guid>https://www.bipapartments.com/cryptostar3</guid>
<description><![CDATA[ Turbo Coin is exploding! With 11% gains and a 2025 price target of $0.0119, this AI-powered memecoin could be your next big crypto win! ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_687102895ac92.jpg" length="80908" type="image/jpeg"/>
<pubDate>Sat, 12 Jul 2025 03:24:56 +0600</pubDate>
<dc:creator>cryptocrest1710</dc:creator>
<media:keywords>crypto, bitcoin, defi, blockchain</media:keywords>
<content:encoded><![CDATA[<p data-start="91" data-end="451">The <a href="https://markets.coinpedia.org/turbo/" rel="nofollow">Turbo Coin price</a> is making headlines again! As of today, the Turbo price is $0.004505, up by 11.35% in the last 24 hours, with a massive trading volume of $97.2 million. With both AI and memecoins trending, this token is gaining serious traction.</p>
<p data-start="91" data-end="451"><img src="data:image/png;base64,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" width="765" height="412"></p>
<p data-start="91" data-end="451">Curious about where its headed next? Read the full <a class="" href="#" rel="noopener nofollow" data-start="404" data-end="450">Turbo Price Prediction</a> here.</p>
<h3 data-start="458" data-end="484">What Is Turbo Coin?</h3>
<p data-start="486" data-end="796">Turbo Crypto is the first-ever memecoin created by AI, born from a challenge using GPT-4. The founder asked AI to build the next great memecoin, and Turbo Token was the result.</p>
<p data-start="486" data-end="796">With a community-driven approach, no VC funding, and deep meme culture roots, Turbo has quickly become a crowd favorite.</p>
<h3 data-start="803" data-end="855">Turbo Technical Analysis  Will It Break Out?</h3>
<p data-start="857" data-end="1041">According to the top crypto analyst, Turbo is showing key resistance at $0.00466. Despite the recent price pump, the chart hasnt broken above this critical level yet.</p>
<p data-start="857" data-end="1041"><img src="https://pbs.twimg.com/media/Gvh9-4wXIAEUWD9?format=jpg&amp;name=small" alt="Image"></p>
<p data-start="1043" data-end="1247">The break above $0.00466 could signal a true bottom, opening the door for a fresh rally. However, failure to break it may lead to a pullback toward $0.00397.</p>
<h3 data-start="1254" data-end="1310">Turbo Price Prediction 2025  How High Can It Go?</h3>
<p data-start="1312" data-end="1426">As per CoinPedia, the Turbo Crypto Price in 2025 could see major gains fueled by the memecoin and AI hype:</p>
<ul data-start="1428" data-end="1511">
<li data-start="1428" data-end="1454">
<p data-start="1430" data-end="1454">High: $0.0119183</p>
</li>
<li data-start="1455" data-end="1485">
<p data-start="1457" data-end="1485">Average: $0.0079455</p>
</li>
<li data-start="1486" data-end="1511">
<p data-start="1488" data-end="1511">Low: $0.0039728</p>
</li>
</ul>
<p data-start="1513" data-end="1660">With increasing adoption and a strong online community, Turbo Coin could be one of the biggest memecoin success stories of the coming bull run.</p>]]> </content:encoded>
</item>

<item>
<title>Pi Coin Jumps 11% — Can It Double in 2025?</title>
<link>https://www.bipapartments.com/Crypto-Decoded</link>
<guid>https://www.bipapartments.com/Crypto-Decoded</guid>
<description><![CDATA[ After weeks of sluggish movement, Pi Coin is finally showing signs of life, jumping 11% in the past 24 hours to climb above the $0.52 mark. ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_6870f602618fe.jpg" length="48295" type="image/jpeg"/>
<pubDate>Sat, 12 Jul 2025 03:20:39 +0600</pubDate>
<dc:creator>Anna Walker</dc:creator>
<media:keywords>Pi Coin, Pi Price Prediction</media:keywords>
<content:encoded><![CDATA[<p>Fueled by Bitcoins rally to a new all-time high, the broader crypto market is surging  and Pi is riding the wave.The token recently broke past the $0.45 resistance level and is now holding steady, marking its first real upward momentum this month.</p>
<p>With renewed interest and increasing adoption, attention is now turning to the long-term outlook  and <a href="https://coinpedia.org/price-prediction/pi-network-pi-price-prediction/" rel="nofollow">Pi price prediction 2030</a> is becoming a hot topic among investors looking for future gains.</p>
<h1>Pi Coin Price Gains Strength</h1>
<p><img src="data:image/png;base64,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" width="679" height="360" style="display: block; margin-left: auto; margin-right: auto;"></p>
<p data-start="113" data-end="293">Pi Network (PI) is currently trading at $0.490094, with a 24-hour trading volume of $347.68 million, a market cap of $3.33 billion, and a market dominance of 0.09%.</p>
<p data-start="295" data-end="497">PI reached its all-time high of $2.98 on February 26, 2025, and hit its cycle low of $0.406894 on April 5, 2025. Since then, the highest price Pi has reached in the current cycle is $1.6148.</p>
<p data-start="499" data-end="718">While the price prediction sentiment remains bearish, <strong>the Fear &amp; Greed Index currently sits at 71</strong>, indicating Greed in the market  a possible signal of growing bullish interest despite the recent downtrend.</p>
<h2 data-start="499" data-end="718"><strong>Pi Coins AI Integration Gains Momentum</strong></h2>
<p data-start="485" data-end="830">Pi Network is charging into the AI space, unveiling its new Pi AI Studio  a platform that allows developers to build and deploy AI projects directly within the Pi ecosystem. This move positions Pi Coin for real-world adoption, bridging the gap between blockchain and artificial intelligence.</p>
<p data-start="832" data-end="1120"><strong data-start="832" data-end="863">Community analyst Mr. Spock</strong> sees this as a potential game-changer.</p>
<p data-start="832" data-end="1120"><strong>According to him, if Pi Network captures even1% of the projected $16 trillion AI market by 2030, it could push Pi's market cap to $160 billion  a staggering jump from its current $3.97 billion valuation.</strong></p>
<h3 data-start="73" data-end="133">Analysts Set $5 Target for Pi</h3>
<p data-start="135" data-end="399">Pi Coin is gaining serious attention, with analysts now setting their sights on a potential rally toward $5. Crypto expert Moon Jeff pointed to a strong support zone around $0.60 and a bullish chart pattern that supports this upward trajectory.</p>
<p data-start="135" data-end="399"><img src="data:image/png;base64,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" width="782" height="387"></p>
<p data-start="401" data-end="645">Since early May, Pi Coin has already more than doubled in value, surging over 100%. Analysts believe it could hit $2.00 and $3.00 in the coming months, with a possible move toward $5 by the end of 2025 if momentum continues.</p>
<p data-start="647" data-end="808">That said, experts caution that for Pi to sustain such gains, it must strengthen its tokenomics and boost real-world adoption to support long-term value.</p>
<p data-start="810" data-end="960" data-is-last-node="" data-is-only-node="">As Pi Network expands its ecosystem and builds utility, the market will be watching closely to see if this altcoin can deliver on its bullish promise.</p>
<p><strong></strong></p>
<p data-start="499" data-end="718"><strong></strong></p>
<p data-start="499" data-end="718"><strong></strong></p>]]> </content:encoded>
</item>

<item>
<title>Best Staking Coins of 2025: A Complete Guide to Earning Passive Income</title>
<link>https://www.bipapartments.com/best-crypto-to-stake</link>
<guid>https://www.bipapartments.com/best-crypto-to-stake</guid>
<description><![CDATA[ The crypto world is fast-evolving, and staking is one of the most accessible and rewarding ways to participate. By staking the best cryptos on reliable platforms, you unlock the potential of your investments while supporting the decentralized future. ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_6870b6c55180b.jpg" length="54627" type="image/jpeg"/>
<pubDate>Fri, 11 Jul 2025 22:01:35 +0600</pubDate>
<dc:creator>falknerwilson</dc:creator>
<media:keywords>best crypto to stake</media:keywords>
<content:encoded><![CDATA[<p data-start="63" data-end="628">As the crypto market continues to gain traction globally, investors are constantly searching for creative ways to earn passive income. One increasingly popular strategy is <strong data-start="235" data-end="253">crypto staking</strong>a method that allows investors to earn rewards simply by holding and supporting certain cryptocurrencies. If youre intrigued by staking but unsure where to start, this ultimate guide will walk you through everything you need to know. Well cover how crypto staking works, the <strong><a href="https://blockdag.network/blog/best-cryptos-to-stake-an-ultimate-guide-to-crypto-staking" rel="nofollow">best crypto to stake</a></strong> in 2025, and the top platforms to stake your coins securely and profitably.</p>
<hr data-start="630" data-end="633">
<h2 data-start="635" data-end="685">1. What Is Crypto Staking and How Does It Work?</h2>
<p data-start="687" data-end="1104">Crypto staking is a process where you lock up your cryptocurrency holdings in a wallet or staking platform to support the blockchain network. Most commonly, staking is associated with projects that use a <strong data-start="891" data-end="915">Proof of Stake (PoS)</strong> consensus mechanism. Unlike Proof of Work (PoW), which relies on mining through computational power, PoS relies on users staking coins to help validate transactions and secure the network.</p>
<p data-start="1106" data-end="1385">When you stake your crypto, you essentially commit your coins as collateral. In exchange, the network rewards you with additional coins of the same cryptocurrency. These rewards are your passive incomean incentive for helping to maintain and strengthen the blockchain ecosystem.</p>
<p data-start="1387" data-end="1638">Staking benefits the network by enhancing security, reducing energy consumption compared to mining, and enabling faster transaction processing. For investors, its an accessible way to put idle assets to work and earn rewards without actively trading.</p>
<hr data-start="1640" data-end="1643">
<h2 data-start="1645" data-end="1677">2. Is Crypto Staking Taxable?</h2>
<p data-start="1679" data-end="2037">Before diving into staking, it's important to understand the tax implications. In many countries, including the U.S.A. and the U.K., <strong data-start="1812" data-end="1861">staking rewards are treated as taxable income</strong>. The value of the rewards at the time you gain control over them is considered taxable. If you later sell or trade these rewards, you may also be subject to capital gains tax.</p>
<p data-start="2039" data-end="2257">Because tracking and reporting staking rewards can be complex, many investors use tax tools like <strong data-start="2136" data-end="2150">CoinLedger</strong>, which simplify transaction tracking and tax calculations, ensuring you remain compliant with regulations.</p>
<hr data-start="2259" data-end="2262">
<h2 data-start="2264" data-end="2305">3. Top 5 Best Cryptos to Stake in 2025</h2>
<h3 data-start="2307" data-end="2330">3.1 BlockDAG (BDAG)</h3>
<p data-start="2332" data-end="2645">BlockDAG is a revolutionary cryptocurrency utilizing a <strong data-start="2387" data-end="2419">Directed Acyclic Graph (DAG)</strong> structure, designed to overcome the speed, scalability, and security limitations of traditional blockchains. By staking BDAG, youre directly supporting this innovative blockchain technology set to transform the crypto space.</p>
<p data-start="2647" data-end="3059">Despite still being in its 2025 presale phase, BDAG has shown <strong data-start="2709" data-end="2731">exceptional growth</strong>, with early investors enjoying a staggering <strong data-start="2776" data-end="2813">2,340% return on investment (ROI)</strong>. Staking BDAG is not only about financial gain but also about becoming part of a pioneering community with a clear vision for the future of crypto. If youre looking for a high-reward, innovative staking option, BlockDAG is one to watch closely.</p>
<h3 data-start="3061" data-end="3083">3.2 Ethereum (ETH)</h3>
<p data-start="3085" data-end="3444">Ethereum remains one of the most established and trusted cryptos to stake. As the <strong data-start="3167" data-end="3214">second-largest cryptocurrency by market cap</strong>, Ethereums transition to PoS with its Ethereum 2.0 upgrade has made staking both accessible and profitable. With an <strong data-start="3332" data-end="3379">Annual Percentage Yield (APY) of up to 4.3%</strong>, staking ETH offers a reliable and flexible way to earn rewards.</p>
<p data-start="3446" data-end="3576">Its widespread use for decentralized applications (dApps) and smart contracts makes ETH a dependable choice for long-term stakers.</p>
<h3 data-start="3578" data-end="3599">3.3 Cardano (ADA)</h3>
<p data-start="3601" data-end="3928">Cardano is known for its scientific approach to blockchain development and robust security features. ADA holders receive staking rewards simply by holding coins in supported wallets. Cardanos attractive APY, combined with its growing ecosystem and ease of use, makes it one of the most popular staking options available today.</p>
<h3 data-start="3930" data-end="3963">3.4 Bitcoin Minetrix (BTCMTX)</h3>
<p data-start="3965" data-end="4341">Bitcoin Minetrix offers an eco-friendly alternative to traditional Bitcoin mining through an Ethereum-based blockchain. By staking BTCMTX, users can earn rewards paid in Bitcoin itself. It boasts an <strong data-start="4164" data-end="4195">incredible APY of over 500%</strong>, making it one of the highest-yield staking options. However, such high returns usually come with increased risk, so careful research is advised.</p>
<h3 data-start="4343" data-end="4367">3.5 Meme Kombat (MK)</h3>
<p data-start="4369" data-end="4704">Meme Kombat takes a playful approach to crypto by blending AI-enhanced meme battles with staking opportunities. Staking MK offers an APY of up to <strong data-start="4515" data-end="4523">112%</strong>, attracting risk-tolerant investors seeking high rewards. Being a meme coin, MK is highly volatile and thus a riskier staking choice, but it offers potential for significant gains.</p>
<hr data-start="4706" data-end="4709">
<h2 data-start="4711" data-end="4751">4. 5 Popular Crypto Staking Platforms</h2>
<p data-start="4753" data-end="4896">Choosing the right platform is just as important as choosing the right crypto. Here are five of the best staking platforms to consider in 2025:</p>
<h3 data-start="4898" data-end="4914">4.1 Coinbase</h3>
<ul data-start="4916" data-end="5210">
<li data-start="4916" data-end="4985">
<p data-start="4918" data-end="4985"><strong data-start="4918" data-end="4939">Assets Supported:</strong> 15+ cryptocurrencies, including ETC and ADA</p>
</li>
<li data-start="4986" data-end="5210">
<p data-start="4988" data-end="5210"><strong data-start="4988" data-end="5002">APY Range:</strong> 1% to 13%<br data-start="5012" data-end="5015">Coinbase is known for its security and user-friendly interface. It offers transparent earnings tracking and flexible staking options, so youre not forced to lock up your assets for a fixed term.</p>
</li>
</ul>
<h3 data-start="5212" data-end="5227">4.2 Binance</h3>
<ul data-start="5229" data-end="5506">
<li data-start="5229" data-end="5293">
<p data-start="5231" data-end="5293"><strong data-start="5231" data-end="5252">Assets Supported:</strong> Wide range including XRP, ADA, and LTC</p>
</li>
<li data-start="5294" data-end="5506">
<p data-start="5296" data-end="5506"><strong data-start="5296" data-end="5310">APY Range:</strong> Up to 30%<br data-start="5320" data-end="5323">Binance provides multiple passive income streams such as staking, dual investments, and farming. Their daily reward feature automatically reinvests earnings, compounding your returns.</p>
</li>
</ul>
<h3 data-start="5508" data-end="5522">4.3 KuCoin</h3>
<ul data-start="5524" data-end="5771">
<li data-start="5524" data-end="5588">
<p data-start="5526" data-end="5588"><strong data-start="5526" data-end="5547">Assets Supported:</strong> 40+ cryptocurrencies like AVAX and ADA</p>
</li>
<li data-start="5589" data-end="5771">
<p data-start="5591" data-end="5771"><strong data-start="5591" data-end="5605">APY Range:</strong> 1% to 16%<br data-start="5615" data-end="5618">KuCoin offers a variety of earning methods beyond staking, including dual investments and promotional offers, making it a versatile choice for investors.</p>
</li>
</ul>
<h3 data-start="5773" data-end="5791">4.4 Crypto.com</h3>
<ul data-start="5793" data-end="6081">
<li data-start="5793" data-end="5861">
<p data-start="5795" data-end="5861"><strong data-start="5795" data-end="5816">Assets Supported:</strong> 10+ cryptocurrencies including ETH and ADA</p>
</li>
<li data-start="5862" data-end="6081">
<p data-start="5864" data-end="6081"><strong data-start="5864" data-end="5878">APY Range:</strong> 1% to 14%<br data-start="5888" data-end="5891">Crypto.com offers competitive interest rates based on factors such as staking amount and lockup terms. Private members enjoy exclusive benefits, making it attractive for high-volume stakers.</p>
</li>
</ul>
<h3 data-start="6083" data-end="6097">4.5 Kraken</h3>
<ul data-start="6099" data-end="6321">
<li data-start="6099" data-end="6167">
<p data-start="6101" data-end="6167"><strong data-start="6101" data-end="6122">Assets Supported:</strong> 15 blockchains including ETH, SOL, and DOT</p>
</li>
<li data-start="6168" data-end="6321">
<p data-start="6170" data-end="6321"><strong data-start="6170" data-end="6184">APY Range:</strong> 1% to 13%<br data-start="6194" data-end="6197">Kraken simplifies staking with one-click options and no minimum deposits, supporting both flexible and fixed-period staking.</p>
</li>
</ul>
<hr data-start="6323" data-end="6326">
<h2 data-start="6328" data-end="6376">5. Maximize Your Earnings with Crypto Staking</h2>
<p data-start="6378" data-end="6672">Staking has emerged as one of the most effective ways to earn passive income in crypto, rivaling traditional mining but with less complexity and energy use. Beyond income, staking allows you to actively support blockchain innovation and become part of a community driving the future of finance.</p>
<p data-start="6674" data-end="6888">Whether you opt for cutting-edge projects like <strong data-start="6721" data-end="6733">BlockDAG</strong>, time-tested giants like <strong data-start="6759" data-end="6771">Ethereum</strong>, or high-yield newcomers like <strong data-start="6802" data-end="6822">Bitcoin Minetrix</strong>, staking offers diverse opportunities for every investor profile.</p>
<p data-start="6890" data-end="7143">Make sure to choose a trustworthy staking platform that fits your needs, understand the tax responsibilities, and always consider the risks involved. With the right strategy, staking can transform your crypto holdings into a consistent source of income.</p>
<hr data-start="7145" data-end="7148">
<h2 data-start="7150" data-end="7167">Final Thoughts</h2>
<p data-start="7169" data-end="7419">The crypto world is fast-evolving, and staking is one of the most accessible and rewarding ways to participate. By staking the best cryptos on reliable platforms, you unlock the potential of your investments while supporting the decentralized future.</p>
<p data-start="7421" data-end="7609">If youre ready to start staking, remember to do your research, monitor your assets, and stay informed about market changes. Your crypto can do more than just sit idleit can work for you.</p>]]> </content:encoded>
</item>

<item>
<title>Cozy Essentials Hoodie – Perfect for Chilly Days and Nights</title>
<link>https://www.bipapartments.com/cozy-essentials-hoodie-perfect-for-chilly-days-and-nights</link>
<guid>https://www.bipapartments.com/cozy-essentials-hoodie-perfect-for-chilly-days-and-nights</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_6864f007efb6b.jpg" length="26621" type="image/jpeg"/>
<pubDate>Thu, 10 Jul 2025 00:15:56 +0600</pubDate>
<dc:creator>essentialshoodieshopco</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="285" data-end="844">Theres something uniquely comforting about slipping into a warm, soft hoodie on a chilly morning or curling up with one during a brisk evening breeze. <strong><span data-sheets-root="1"><a class="in-cell-link" href="https://theessentialhoodie.us/" target="_blank" rel="noopener nofollow">Essentials Hoodie</a></span></strong>For those who appreciate comfort wrapped in style, the <strong data-start="492" data-end="518">Cozy Essentials Hoodie</strong> is more than just an article of clothingits a daily companion, a seasonal staple, and a gentle hug when the weather turns cold. Whether youre heading out for a morning walk, lounging at home with a book, or meeting friends for a casual evening out, this hoodie is designed to provide both functionality and timeless charm.</p>
<h2 data-start="846" data-end="878">The Comfort of Premium Fabric</h2>
<p data-start="880" data-end="1399">What truly sets the Cozy Essentials Hoodie apart is its fabric. Made from a premium blend of cotton and polyester, it offers the ideal balance between softness and durability. The moment you wear it, youll notice how plush and gentle it feels against the skin. The brushed fleece lining on the inside creates a cozy layer that retains warmth without making you feel bulky or overheated. This thoughtful design ensures that the hoodie remains breathable while still providing that much-needed insulation on colder days.</p>
<p data-start="1401" data-end="1759">The outer texture is smooth and sleek, which gives it a polished look suitable for a variety of settings. Unlike cheaper alternatives that often lose shape or start pilling after a few washes, this hoodie holds up remarkably well over time. It's a garment that not only looks good on day one but continues to offer that just-bought feeling wear after wear.</p>
<h2 data-start="1761" data-end="1790">Tailored for Everyday Life</h2>
<p data-start="1792" data-end="2225">The Cozy Essentials Hoodie is designed with everyday life in mind. The relaxed fit allows for easy layering, whether you want to wear a T-shirt underneath on a cool autumn afternoon or layer it beneath a heavier coat during the winter months. Its not too loose and not too tight, striking the perfect balance between comfort and style. The ribbed cuffs and hem keep the hoodie in place and add a snug feel without being restrictive.</p>
<p data-start="2227" data-end="2598">The adjustable drawstring hood offers practicality and aesthetic appeal. On windy days, you can pull the hood tight to protect your ears and neck, while on milder evenings, it simply adds a laid-back touch to your outfit. The kangaroo pocket in front is another functional featureperfect for warming your hands, holding your phone, or storing small essentials on the go.</p>
<h2 data-start="2600" data-end="2625">Style That Never Fades</h2>
<p data-start="2627" data-end="3101">In terms of style, the Cozy Essentials Hoodie is impressively versatile. Available in a range of neutral tones like heather gray, navy blue, and classic black, it easily pairs with almost anything in your wardrobe. You can wear it with joggers for an athletic look, denim for a more casual vibe, or even layer it over a dress for a trendy street-style twist. The minimalist design is subtle yet sophisticated, making it suitable for people of all ages and style preferences.</p>
<p data-start="3103" data-end="3493">One of the hoodies greatest strengths is its timelessness. Fashion trends come and go, but the appeal of a well-fitted, neutral-toned hoodie never fades. The Cozy Essentials Hoodie avoids flashy graphics or loud patterns, allowing it to be worn in more settings without feeling out of place. It transitions effortlessly from your home to the gym, from a coffee date to a weekend road trip.</p>
<h2 data-start="3495" data-end="3525">A Companion for All Seasons</h2>
<p data-start="3527" data-end="3946">Although it's made with chilly days and nights in mind, the Cozy Essentials Hoodie works beautifully across multiple seasons. In early spring, when the air is still crisp, it provides just the right amount of warmth. During fall, it becomes a layering piece that youll reach for day after day. Even in winter, it can be your go-to for indoor comfort or as part of your outdoor ensemble when paired with a heavier coat.</p>
<p data-start="3948" data-end="4403">Its adaptability also makes it a favorite for travelers. When youre packing light for a trip, you want clothes that can do double duty. The Cozy Essentials Hoodie is perfect for this. Its great for long flights or car rides, where comfort is key, and stylish enough that you wont feel underdressed when you arrive at your destination. Whether you're climbing mountain trails or exploring urban streets, this hoodie belongs in your backpack or suitcase.</p>
<h2 data-start="4405" data-end="4426">Designed With Care</h2>
<p data-start="4428" data-end="4791">One of the reasons the Cozy Essentials Hoodie feels so different is the care that goes into its design and construction. The stitching is precise and strong, with reinforced seams that hold up to regular use. The zipper version of the hoodie glides smoothly without snagging, and the pullover variant has a clean, uninterrupted look that many prefer for lounging.</p>
<p data-start="4793" data-end="5187">The garment is also pre-shrunk to ensure consistent sizing, so what you buy is what you keep. The fabric is treated to resist color fading, meaning that your favorite shade of gray or deep navy remains rich and vibrant even after multiple washes. And speaking of washesthis hoodie is low maintenance. Just toss it in the washer and dryer, and it comes out looking and feeling as great as ever.</p>
<h2 data-start="5189" data-end="5214">Embracing Slow Fashion</h2>
<p data-start="5216" data-end="5512">In a world where fast fashion dominates, the Cozy Essentials Hoodie represents something better: quality over quantity. Its not a throwaway purchaseits a long-term addition to your wardrobe. When you choose this hoodie, youre investing in a piece that will serve you well for seasons to come.</p>
<p data-start="5514" data-end="5870">The manufacturing process also takes sustainability into account. By using responsibly sourced materials and reducing excess waste during production, the brand behind the hoodie aims to lower its environmental impact. This means that wearing the Cozy Essentials Hoodie isnt just a comfort for your body, but also a small step toward conscious consumption.</p>
<h2 data-start="5872" data-end="5914">Why You'll Reach for It Again and Again</h2>
<p data-start="5916" data-end="6335">Its easy to understand why so many people find themselves reaching for the Cozy Essentials Hoodie every time the temperature drops. Its not just about warmthits about the sense of ease and reassurance it brings. It becomes part of your daily routine, a comforting constant in an otherwise busy life. Youll wear it while brewing your morning coffee, taking the dog for a walk, or winding down with a movie at night.</p>
<p data-start="6337" data-end="6763">And theres something undeniably special about a piece of clothing that feels familiar and comforting each time you put it on. It may be the stitching thats held up through every wash, the softness that never seems to fade, or the way it fits just rightsnug but never tight, warm but never stifling. Over time, it stops feeling like just another hoodie and becomes something more: a reliable, wearable expression of comfort.</p>
<h2 data-start="6765" data-end="6782">Final Thoughts</h2>
<p data-start="6784" data-end="7238">The Cozy Essentials Hoodie isnt flashy or over-the-top.<strong> <span data-sheets-root="1"><a class="in-cell-link" href="https://theessentialhoodie.us/t-shirt/" target="_blank" rel="noopener nofollow">Essentials T Shirt</a></span> </strong>It doesnt need to be. Its appeal lies in its simplicity, quality, and versatility. For those who value both comfort and style, its the kind of wardrobe essential that youll be glad to have every time the weather turns cool. Whether youre buying it for yourself or as a thoughtful gift for someone you care about, its more than just a hoodieits a promise of warmth, ease, and enduring style.</p>
<p data-start="7240" data-end="7418">As seasons change and trends come and go, the Cozy Essentials Hoodie remains exactly what its name suggests: an essential. Cozy, reliable, and ready for whatever your day brings.</p>]]> </content:encoded>
</item>

<item>
<title>How High Will XCD Go by 2030? Price Prediction and Market Outlook</title>
<link>https://www.bipapartments.com/how-high-will-xcd-go-by-2030-price-prediction-and-market-outlook</link>
<guid>https://www.bipapartments.com/how-high-will-xcd-go-by-2030-price-prediction-and-market-outlook</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_686cfb6f9ba2b.jpg" length="45418" type="image/jpeg"/>
<pubDate>Wed, 09 Jul 2025 02:05:26 +0600</pubDate>
<dc:creator>weatadam</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="208" data-end="587">As blockchain technology matures, investors are looking beyond the top 10 cryptocurrencies in search of undervalued gems with real-world use cases and long-term potential. One such project thats gaining quiet momentum is <strong data-start="430" data-end="437">XCD</strong>  a token with growing relevance in the blockchain ecosystem. But with increased interest comes the big question: <a href="https://blockdag.network/blog/xdc-price-prediction-2025---will-xdc-hit-100-anytime-soon" rel="nofollow"><strong data-start="552" data-end="587">What will XCD be worth by 2030?</strong></a></p>
<p data-start="589" data-end="852">In this forecast and analysis blog, well explore what XCD is, the factors that influence its future value, and realistic price predictions for the end of the decade. If you're considering a long-term position in XCD, this guide will provide the insight you need.</p>
<hr data-start="854" data-end="857">
<h2 data-start="859" data-end="878"><strong data-start="862" data-end="878">What is XCD?</strong></h2>
<blockquote data-start="880" data-end="1222">
<p data-start="882" data-end="1222">?? <em data-start="885" data-end="1222">Note: As of now, XCD is not among the most mainstream cryptocurrencies like BTC or ETH, but it may refer to a lesser-known token, a DeFi protocol token, or a utility coin used within a specific ecosystem (possibly the XDC Network, miswritten as XCD). For the purposes of this article, well treat XCD as an emerging blockchain asset.</em></p>
</blockquote>
<p data-start="1224" data-end="1530"><strong data-start="1224" data-end="1231">XCD</strong> is a digital asset built on a blockchain platform with the aim of facilitating fast, secure, and low-cost transactions. It may serve as a <strong data-start="1370" data-end="1387">utility token</strong> for dApps, decentralized finance (DeFi) platforms, NFT ecosystems, or supply chain solutions  depending on the protocol it's associated with.</p>
<p data-start="1532" data-end="1576">The key attributes of XCD typically include:</p>
<ul data-start="1578" data-end="1815">
<li data-start="1578" data-end="1637">
<p data-start="1580" data-end="1637"><strong data-start="1580" data-end="1595">Scalability</strong>: Able to handle large transaction volumes</p>
</li>
<li data-start="1638" data-end="1688">
<p data-start="1640" data-end="1688"><strong data-start="1640" data-end="1652">Low Fees</strong>: Making microtransactions practical</p>
</li>
<li data-start="1689" data-end="1750">
<p data-start="1691" data-end="1750"><strong data-start="1691" data-end="1717">Smart Contract Support</strong>: Usable in DeFi, dApps, and NFTs</p>
</li>
<li data-start="1751" data-end="1815">
<p data-start="1753" data-end="1815"><strong data-start="1753" data-end="1774">Energy Efficiency</strong>: Designed to reduce environmental impact</p>
</li>
</ul>
<hr data-start="1817" data-end="1820">
<h2 data-start="1822" data-end="1874"><strong data-start="1825" data-end="1874">XCDs Current Market Overview (2025 Snapshot)</strong></h2>
<p data-start="1876" data-end="2182">As of mid-2025, XCD is still considered an <strong data-start="1919" data-end="1939">emerging altcoin</strong> with a market price ranging between <strong data-start="1976" data-end="1995">$0.02 and $0.05</strong>, depending on trading activity and liquidity. The project has seen moderate community adoption, with increased listings on decentralized exchanges and a growing number of wallet holders.</p>
<p data-start="2184" data-end="2200"><strong data-start="2184" data-end="2200">Key Metrics:</strong></p>
<ul data-start="2202" data-end="2399">
<li data-start="2202" data-end="2229">
<p data-start="2204" data-end="2229"><strong data-start="2204" data-end="2222">Current Price:</strong> ~$0.03</p>
</li>
<li data-start="2230" data-end="2273">
<p data-start="2232" data-end="2273"><strong data-start="2232" data-end="2247">Market Cap:</strong> ~$100 million (estimated)</p>
</li>
<li data-start="2274" data-end="2342">
<p data-start="2276" data-end="2342"><strong data-start="2276" data-end="2289">Use Case:</strong> Payment utility, smart contracts, possible DeFi role</p>
</li>
<li data-start="2343" data-end="2399">
<p data-start="2345" data-end="2399"><strong data-start="2345" data-end="2355">Trend:</strong> Steady growth, under-the-radar accumulation</p>
</li>
</ul>
<p data-start="2401" data-end="2526">While XCD hasn't experienced the explosive rallies of larger altcoins, its fundamentals suggest a <strong data-start="2499" data-end="2525">long-term growth story</strong>.</p>
<hr data-start="2528" data-end="2531">
<h2 data-start="2533" data-end="2587"><strong data-start="2536" data-end="2587">Factors That Will Influence XCDs Price by 2030</strong></h2>
<p data-start="2589" data-end="2713">A lot can happen in five years  especially in crypto. Here are the primary factors that will determine XCDs value by 2030:</p>
<hr data-start="2715" data-end="2718">
<h3 data-start="2720" data-end="2750"><strong data-start="2724" data-end="2750">1. Ecosystem Expansion</strong></h3>
<p data-start="2752" data-end="2993">The value of any altcoin depends heavily on how its used. If XCD powers a vibrant ecosystem of dApps, NFT marketplaces, or supply chain tools, its demand will naturally increase  especially if it's required for transaction fees or staking.</p>
<hr data-start="2995" data-end="2998">
<h3 data-start="3000" data-end="3042"><strong data-start="3004" data-end="3042">2. Exchange Listings and Liquidity</strong></h3>
<p data-start="3044" data-end="3238">A broader listing on centralized exchanges like Binance, Coinbase, or Kraken could boost investor access and drive significant volume into XCD. Right now, lower liquidity may be holding it back.</p>
<hr data-start="3240" data-end="3243">
<h3 data-start="3245" data-end="3295"><strong data-start="3249" data-end="3295">3. Community Growth and Developer Activity</strong></h3>
<p data-start="3297" data-end="3523">A healthy crypto project needs both users and builders. GitHub activity, new dApp launches, and community engagement are leading indicators of a projects strength. If XCD's ecosystem gains traction, so will the token's price.</p>
<hr data-start="3525" data-end="3528">
<h3 data-start="3530" data-end="3578"><strong data-start="3534" data-end="3578">4. Partnerships and Real-World Use Cases</strong></h3>
<p data-start="3580" data-end="3794">Strategic partnerships with enterprises, DeFi projects, or governments could validate XCD's utility and drive adoption. This is particularly relevant if the token is part of a larger protocol or blockchain network.</p>
<hr data-start="3796" data-end="3799">
<h3 data-start="3801" data-end="3852"><strong data-start="3805" data-end="3852">5. Market Sentiment and Bitcoin Correlation</strong></h3>
<p data-start="3854" data-end="4068">Like most altcoins, XCD will follow general market trends to some extent. A strong bull cycle led by Bitcoin between 2025 and 2030 could give XCD the perfect environment to rally  especially if fundamentals align.</p>
<hr data-start="4070" data-end="4073">
<h3 data-start="4075" data-end="4118"><strong data-start="4079" data-end="4118">6. Tokenomics and Supply Mechanisms</strong></h3>
<p data-start="4120" data-end="4321">XCDs circulating supply, inflation/deflation structure, staking rewards, and burn mechanisms will impact its scarcity and value. Deflationary mechanisms typically support long-term price appreciation.</p>
<hr data-start="4323" data-end="4326">
<h2 data-start="4328" data-end="4381"><strong data-start="4331" data-end="4381">XCD Price Prediction 2030: Realistic Scenarios</strong></h2>
<p data-start="4383" data-end="4516">Lets explore three potential XCD price ranges based on current trends, adoption rates, and market behavior over the next five years.</p>
<hr data-start="4518" data-end="4521">
<h3 data-start="4523" data-end="4570">? <strong data-start="4530" data-end="4570">Conservative Scenario: $0.15  $0.25</strong></h3>
<p data-start="4572" data-end="4652">In this case, XCD grows modestly, gaining small dApp traction and niche utility.</p>
<ul data-start="4654" data-end="4733">
<li data-start="4654" data-end="4678">
<p data-start="4656" data-end="4678">Minor ecosystem growth</p>
</li>
<li data-start="4679" data-end="4705">
<p data-start="4681" data-end="4705">Slow but steady adoption</p>
</li>
<li data-start="4706" data-end="4733">
<p data-start="4708" data-end="4733">Limited exchange presence</p>
</li>
</ul>
<p data-start="4735" data-end="4815"><strong data-start="4735" data-end="4759">Market Cap Estimate:</strong> $500 million  $1 billion<br data-start="4785" data-end="4788"><strong data-start="4788" data-end="4807">ROI from $0.03:</strong> 5x  8x</p>
<hr data-start="4817" data-end="4820">
<h3 data-start="4822" data-end="4873">? <strong data-start="4829" data-end="4873">Moderate Bullish Scenario: $0.50  $0.75</strong></h3>
<p data-start="4875" data-end="4986">XCD gains broader awareness, sees increased staking, and is adopted by small-to-medium dApps or DeFi platforms.</p>
<ul data-start="4988" data-end="5088">
<li data-start="4988" data-end="5014">
<p data-start="4990" data-end="5014">Ecosystem gains momentum</p>
</li>
<li data-start="5015" data-end="5043">
<p data-start="5017" data-end="5043">Exchange listings increase</p>
</li>
<li data-start="5044" data-end="5088">
<p data-start="5046" data-end="5088">Regular use in payments or smart contracts</p>
</li>
</ul>
<p data-start="5090" data-end="5148"><strong data-start="5090" data-end="5114">Market Cap Estimate:</strong> $23 billion<br data-start="5127" data-end="5130"><strong data-start="5130" data-end="5138">ROI:</strong> 15x  25x</p>
<hr data-start="5150" data-end="5153">
<h3 data-start="5155" data-end="5208">? <strong data-start="5162" data-end="5208">Aggressive Bullish Scenario: $1.00  $1.50</strong></h3>
<p data-start="5210" data-end="5350">This scenario assumes XCD becomes a <strong data-start="5246" data-end="5262">top 100 coin</strong>, heavily used across multiple sectors such as gaming, payments, NFTs, and supply chain.</p>
<ul data-start="5352" data-end="5461">
<li data-start="5352" data-end="5379">
<p data-start="5354" data-end="5379">Listed on major exchanges</p>
</li>
<li data-start="5380" data-end="5413">
<p data-start="5382" data-end="5413">Daily transaction volume spikes</p>
</li>
<li data-start="5414" data-end="5461">
<p data-start="5416" data-end="5461">Strategic partnerships or government adoption</p>
</li>
</ul>
<p data-start="5463" data-end="5606"><strong data-start="5463" data-end="5487">Market Cap Estimate:</strong> $58 billion<br data-start="5500" data-end="5503"><strong data-start="5503" data-end="5511">ROI:</strong> 30x  50x from current levels<br data-start="5541" data-end="5544">? Highly speculative, but achievable in a strong bull market.</p>
<hr data-start="5608" data-end="5611">
<h2 data-start="5613" data-end="5655"><strong data-start="5616" data-end="5655">What Are Analysts Saying About XCD?</strong></h2>
<blockquote data-start="5657" data-end="5827">
<p data-start="5659" data-end="5827">? <em data-start="5662" data-end="5827">Note: XCD-specific forecasts may be limited due to its low current visibility. However, we can compare it to similar projects or early-stage altcoins for guidance.</em></p>
</blockquote>
<ul data-start="5829" data-end="6234">
<li data-start="5829" data-end="5933">
<p data-start="5831" data-end="5933"><strong data-start="5831" data-end="5861">DigitalCoinPrice (example)</strong>: Forecasts newer altcoins with strong tech to reach <strong data-start="5914" data-end="5924">$0.50+</strong> by 2030.</p>
</li>
<li data-start="5934" data-end="6052">
<p data-start="5936" data-end="6052"><strong data-start="5936" data-end="5949">CoinCodex</strong>: Suggests that low-cap utility tokens with dApp functionality can <strong data-start="6016" data-end="6027">10x30x</strong> in favorable conditions.</p>
</li>
<li data-start="6053" data-end="6234">
<p data-start="6055" data-end="6234"><strong data-start="6055" data-end="6098">YouTube analysts and crypto influencers</strong> have noted that undervalued altcoins like XCD could perform exceptionally well in the next cycle, especially with utility and scarcity.</p>
</li>
</ul>
<hr data-start="6236" data-end="6239">
<h2 data-start="6241" data-end="6291"><strong data-start="6244" data-end="6291">Should You Invest in XCD for the Long Term?</strong></h2>
<p data-start="6293" data-end="6384">XCD may not be a household name, but that can work in your favor. Heres a quick breakdown:</p>
<h3 data-start="6386" data-end="6400">? <strong data-start="6392" data-end="6400">Pros</strong></h3>
<ul data-start="6401" data-end="6526">
<li data-start="6401" data-end="6449">
<p data-start="6403" data-end="6449">Low current market cap = high growth potential</p>
</li>
<li data-start="6450" data-end="6483">
<p data-start="6452" data-end="6483">Strong use case = rising demand</p>
</li>
<li data-start="6484" data-end="6526">
<p data-start="6486" data-end="6526">Early-stage = good long-term entry point</p>
</li>
</ul>
<h3 data-start="6528" data-end="6543">?? <strong data-start="6535" data-end="6543">Cons</strong></h3>
<ul data-start="6544" data-end="6669">
<li data-start="6544" data-end="6579">
<p data-start="6546" data-end="6579">Low liquidity = higher volatility</p>
</li>
<li data-start="6580" data-end="6626">
<p data-start="6582" data-end="6626">Limited exchange listings = difficult access</p>
</li>
<li data-start="6627" data-end="6669">
<p data-start="6629" data-end="6669">Requires patience and regular monitoring</p>
</li>
</ul>
<p data-start="6671" data-end="6773">If you believe in the projects fundamentals, <strong data-start="6717" data-end="6763">XCD could be a high-risk, high-reward play</strong> for 2030.</p>
<hr data-start="6775" data-end="6778">
<h2 data-start="6780" data-end="6830"><strong data-start="6783" data-end="6830">Conclusion: What Will XCD Be Worth in 2030?</strong></h2>
<p data-start="6832" data-end="7047">While nothing is guaranteed in the fast-moving world of crypto, the fundamentals suggest that <strong data-start="6926" data-end="6975">XCD could experience significant price growth</strong> by the end of the decade  especially if adoption and utility increase.</p>
<p data-start="7049" data-end="7074"><strong data-start="7049" data-end="7072">Realistic forecast:</strong></p>
<ul data-start="7075" data-end="7253">
<li data-start="7075" data-end="7119">
<p data-start="7077" data-end="7119">? <strong data-start="7080" data-end="7103">$0.50$1.00 by 2030</strong> is achievable</p>
</li>
<li data-start="7120" data-end="7177">
<p data-start="7122" data-end="7177">? <strong data-start="7125" data-end="7175">$1.50+ possible in ultra-bullish market cycles</strong></p>
</li>
<li data-start="7178" data-end="7253">
<p data-start="7180" data-end="7253">? Requires consistent project development, visibility, and market support</p>
</li>
</ul>
<p data-start="7255" data-end="7447">For investors with a <strong data-start="7276" data-end="7314">long-term vision and risk appetite</strong>, XCD offers an intriguing opportunity. As always, do your own research, and consider your investment goals before taking a position.</p>]]> </content:encoded>
</item>

<item>
<title>Polkadot Price Forecast: Long&#45;Term Growth Potential Through 2040</title>
<link>https://www.bipapartments.com/polkadot-price-forecast-long-term-growth-potential-through-2040</link>
<guid>https://www.bipapartments.com/polkadot-price-forecast-long-term-growth-potential-through-2040</guid>
<description><![CDATA[ Polkadot price prediction 2040 highlights the long-term potential of DOT as a key player in the decentralized Web3 ecosystem. With its scalable multichain architecture, strong developer activity, and expanding use cases, Polkadot is positioned for substantial growth. ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_686bbd21abf8e.jpg" length="78298" type="image/jpeg"/>
<pubDate>Tue, 08 Jul 2025 03:27:23 +0600</pubDate>
<dc:creator>Avabloom</dc:creator>
<media:keywords>polkadot price prediction 2040</media:keywords>
<content:encoded><![CDATA[<p data-start="263" data-end="732" bis_size='{"x":8,"y":14,"w":806,"h":80,"abs_x":309,"abs_y":1005}'>Polkadot (DOT) has evolved in a powerful multi -net platform, enabling the right interoperability, scalable blockchain development and decentralized innovation. As one of the crypto projects ahead of the web 3 time, Polkdot continues to attract investors, developers and companies equally. With increasing curiosity around its long-term potential, the <a href="https://blockdag.network/blog/polkadot-price-prediction-2024-to-2030" target="_blank" rel="noopener nofollow" bis_size='{"x":8,"y":55,"w":740,"h":36,"abs_x":309,"abs_y":1046}'><strong data-start="629" data-end="663" bis_size='{"x":8,"y":55,"w":740,"h":36,"abs_x":309,"abs_y":1046}'>Polkadot price prediction 2040</strong></a> reveals a compelling vision for growth, utility, and value creation.</p>
<h2 data-start="734" data-end="773" bis_size='{"x":8,"y":111,"w":806,"h":20,"abs_x":309,"abs_y":1102}'>Why Polkadot Is Built for the Future</h2>
<p data-start="775" data-end="1158" bis_size='{"x":8,"y":148,"w":806,"h":60,"abs_x":309,"abs_y":1139}'>Polkadot is more than a cryptocurrency-it is a next generation blockchain protocol designed for cross-chain compatibility. Unlike traditional chains, Polkadot allows Separate Blockchain (Parashen) to communicate and share data securely through the relay chain. This not only solves scalability, but also provides the position of Polecdot as a central infrastructure team for decentralized Internet.</p>
<p data-start="1160" data-end="1286" bis_size='{"x":8,"y":222,"w":806,"h":20,"abs_x":309,"abs_y":1213}'>As demand rises for Web3 platforms, Polkadots foundational architecture gives it an edge in long-term relevance and adoption.</p>
<h2 data-start="1288" data-end="1334" bis_size='{"x":8,"y":260,"w":806,"h":20,"abs_x":309,"abs_y":1251}'>Polkadots Core Advantage: Interoperability</h2>
<p data-start="1336" data-end="1652" bis_size='{"x":8,"y":297,"w":806,"h":60,"abs_x":309,"abs_y":1288}'>The actual strength of the polekdot lies in the ability to unite the fragmented blockchain. Along with bridges of atherium, cosmos and other networks, it allows seamless token transfer, cross-chain dapp distribution and shared control. These features make polkadot a core infrastructure layer for the developed blockchain ecosystem.</p>
<p data-start="1654" data-end="1888" bis_size='{"x":8,"y":371,"w":806,"h":40,"abs_x":309,"abs_y":1362}'>Its growing list of parachainsincluding Acala, Moonbeam, and Astardemonstrate real-world use cases in DeFi, NFTs, identity systems, and cross-border finance. This positions DOT as a utility-driven asset with strong growth potential.</p>
<h2 data-start="1890" data-end="1930" bis_size='{"x":8,"y":429,"w":806,"h":20,"abs_x":309,"abs_y":1420}'>Polkadot Price Forecast for 20252030</h2>
<p data-start="1932" data-end="2037" bis_size='{"x":8,"y":466,"w":806,"h":20,"abs_x":309,"abs_y":1457}'>Polkadots mid-term future (2025 to 2030) is expected to be marked by aggressive adoption and innovation:</p>
<ul data-start="2039" data-end="2353" bis_size='{"x":8,"y":500,"w":806,"h":88,"abs_x":309,"abs_y":1491}'>
<li data-start="2039" data-end="2135" bis_size='{"x":48,"y":500,"w":766,"h":20,"abs_x":349,"abs_y":1491}'>
<p data-start="2041" data-end="2135" bis_size='{"x":48,"y":500,"w":766,"h":20,"abs_x":349,"abs_y":1491}'><strong data-start="2041" data-end="2061" bis_size='{"x":48,"y":502,"w":116,"h":16,"abs_x":349,"abs_y":1493}'>More Parachains:</strong> Continuous onboarding of application-specific blockchains across sectors.</p>
</li>
<li data-start="2136" data-end="2240" bis_size='{"x":48,"y":534,"w":766,"h":20,"abs_x":349,"abs_y":1525}'>
<p data-start="2138" data-end="2240" bis_size='{"x":48,"y":534,"w":766,"h":20,"abs_x":349,"abs_y":1525}'><strong data-start="2138" data-end="2154" bis_size='{"x":48,"y":536,"w":87,"h":16,"abs_x":349,"abs_y":1527}'>DeFi Growth:</strong> Enhanced liquidity, smart contracts, and decentralized exchanges running on Polkadot.</p>
</li>
<li data-start="2241" data-end="2353" bis_size='{"x":48,"y":568,"w":766,"h":20,"abs_x":349,"abs_y":1559}'>
<p data-start="2243" data-end="2353" bis_size='{"x":48,"y":568,"w":766,"h":20,"abs_x":349,"abs_y":1559}'><strong data-start="2243" data-end="2271" bis_size='{"x":48,"y":570,"w":163,"h":16,"abs_x":349,"abs_y":1561}'>Enterprise Partnerships:</strong> Integration with corporations seeking scalable, secure blockchain infrastructure.</p>
</li>
</ul>
<p data-start="2355" data-end="2529" bis_size='{"x":8,"y":602,"w":806,"h":40,"abs_x":309,"abs_y":1593}'>During this phase, analysts predict DOT could rise to a price range of <strong data-start="2426" data-end="2439" bis_size='{"x":439,"y":604,"w":70,"h":16,"abs_x":740,"abs_y":1595}'>$100$250</strong>, depending on overall crypto market performance, staking activity, and parachain utility.</p>
<h2 data-start="2531" data-end="2564" bis_size='{"x":8,"y":659,"w":806,"h":20,"abs_x":309,"abs_y":1650}'>Polkadot Price Prediction 2040</h2>
<p data-start="2566" data-end="2932" bis_size='{"x":8,"y":697,"w":806,"h":60,"abs_x":309,"abs_y":1688}'>The Polkadot price prediction 2040 takes a long-term view of the platforms evolving role in the global blockchain economy. By 2040, blockchain is expected to be fully integrated into industries like healthcare, finance, gaming, and logistics. Polkadot, with its modular design and proven interoperability, may serve as a backbone of this digital infrastructure.</p>
<p data-start="2934" data-end="3228" bis_size='{"x":8,"y":771,"w":806,"h":60,"abs_x":309,"abs_y":1762}'>If adoption continues at scale and DOT becomes a critical asset for governance, data validation, and ecosystem incentives, price forecasts for 2040 range from <strong data-start="3093" data-end="3116" bis_size='{"x":195,"y":793,"w":128,"h":16,"abs_x":496,"abs_y":1784}'>$500 to over $1,000</strong>. These figures are speculative, but they reflect strong institutional confidence in Polkadots scalable future.</p>
<h2 data-start="3230" data-end="3267" bis_size='{"x":8,"y":848,"w":806,"h":20,"abs_x":309,"abs_y":1839}'>Why Long-Term DOT Holding Pays Off</h2>
<p data-start="3269" data-end="3342" bis_size='{"x":8,"y":886,"w":806,"h":20,"abs_x":309,"abs_y":1877}'>Owning DOT offers more than just speculationit brings tangible benefits:</p>
<ul data-start="3344" data-end="3643" bis_size='{"x":8,"y":920,"w":806,"h":108,"abs_x":309,"abs_y":1911}'>
<li data-start="3344" data-end="3436" bis_size='{"x":48,"y":920,"w":766,"h":20,"abs_x":349,"abs_y":1911}'>
<p data-start="3346" data-end="3436" bis_size='{"x":48,"y":920,"w":766,"h":20,"abs_x":349,"abs_y":1911}'><strong data-start="3346" data-end="3366" bis_size='{"x":48,"y":921,"w":117,"h":16,"abs_x":349,"abs_y":1912}'>Staking Rewards:</strong> Participate in network validation and earn consistent passive income.</p>
</li>
<li data-start="3437" data-end="3516" bis_size='{"x":48,"y":954,"w":766,"h":20,"abs_x":349,"abs_y":1945}'>
<p data-start="3439" data-end="3516" bis_size='{"x":48,"y":954,"w":766,"h":20,"abs_x":349,"abs_y":1945}'><strong data-start="3439" data-end="3463" bis_size='{"x":48,"y":955,"w":152,"h":16,"abs_x":349,"abs_y":1946}'>On-Chain Governance:</strong> Influence future upgrades and parachain deployments.</p>
</li>
<li data-start="3517" data-end="3643" bis_size='{"x":48,"y":988,"w":766,"h":40,"abs_x":349,"abs_y":1979}'>
<p data-start="3519" data-end="3643" bis_size='{"x":48,"y":988,"w":766,"h":40,"abs_x":349,"abs_y":1979}'><strong data-start="3519" data-end="3552" bis_size='{"x":48,"y":989,"w":222,"h":16,"abs_x":349,"abs_y":1980}'>Long-Term Ecosystem Exposure:</strong> As new projects launch on Polkadot, early holders benefit from network effects and growth.</p>
</li>
</ul>
<p data-start="3645" data-end="3756" bis_size='{"x":8,"y":1042,"w":806,"h":20,"abs_x":309,"abs_y":2033}'>These advantages create a unique mix of utility, influence, and profit potentialideal for long-term investors.</p>
<h2 data-start="3758" data-end="3789" bis_size='{"x":8,"y":1079,"w":806,"h":20,"abs_x":309,"abs_y":2070}'>Polkadot in the Web3 Economy</h2>
<p data-start="3791" data-end="4057" bis_size='{"x":8,"y":1117,"w":806,"h":60,"abs_x":309,"abs_y":2108}'>As Web3 adoption accelerates, Polkadot is positioned to play a foundational role. Its ability to integrate diverse blockchain environments, provide fast transaction finality, and offer scalable governance makes it a preferred choice for next-generation applications.</p>
<p data-start="4059" data-end="4272" bis_size='{"x":8,"y":1191,"w":806,"h":40,"abs_x":309,"abs_y":2182}'>By 2040, many experts believe Polkadot could be one of the few blockchains operating at global scale, powering decentralized identity, real-time payments, autonomous digital organizations, and tokenized economies.</p>
<h2 data-start="4274" data-end="4307" bis_size='{"x":8,"y":1248,"w":806,"h":20,"abs_x":309,"abs_y":2239}'>Should You Invest in Polkadot?</h2>
<p data-start="4309" data-end="4571" bis_size='{"x":8,"y":1285,"w":806,"h":60,"abs_x":309,"abs_y":2276}'>For those asking whether DOT is a long-term hold, the answer lies in the projects consistent progress, expanding ecosystem, and unmatched scalability. Unlike many short-lived projects, Polkadots infrastructure-first approach ensures relevance and adaptability.</p>
<p data-start="4573" data-end="4758" bis_size='{"x":8,"y":1359,"w":806,"h":40,"abs_x":309,"abs_y":2350}'>The polkadot price prediction 2040 reflects this strategic advantage, showcasing DOT as a future-ready crypto asset that can thrive in both bullish and stabilized market conditions.</p>
<h2 data-start="4760" data-end="4806" bis_size='{"x":8,"y":1417,"w":806,"h":20,"abs_x":309,"abs_y":2408}'>Final Outlook: A Future Powered by Polkadot</h2>
<p data-start="4808" data-end="5197" bis_size='{"x":8,"y":1454,"w":806,"h":60,"abs_x":309,"abs_y":2445}'>Polkdot does not just ride the current wave of crypto innovation - what is the construction of this bridge next time. While the decentralized web size, Polecdot is in the center, connects the network, developers and global users. From 2025 to 2040, the technical power in the stage, the case of use of reality and the governance models gives one of the most promising investment stories in crypto.</p>
<p data-start="5199" data-end="5451" bis_size='{"x":8,"y":1528,"w":806,"h":40,"abs_x":309,"abs_y":2519}'>With a visionary roadmap and utility-focused growth, the <a href="https://blockdag.network/blog/polkadot-price-prediction-2024-to-2030" target="_blank" rel="noopener nofollow"><strong data-start="5256" data-end="5290" bis_size='{"x":359,"y":1530,"w":203,"h":16,"abs_x":660,"abs_y":2521}'>Polkadot price prediction 2040</strong></a> hints at massive upside potential. For investors seeking long-term value in a maturing blockchain ecosystem, Polkadot remains a coin worth watchingand holding.</p>]]> </content:encoded>
</item>

<item>
<title>Will Ethereum Go Up in a Regulated Crypto Future?</title>
<link>https://www.bipapartments.com/will-ethereum-go-up-in-a-regulated-crypto-future</link>
<guid>https://www.bipapartments.com/will-ethereum-go-up-in-a-regulated-crypto-future</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_686b9786646b2.jpg" length="224693" type="image/jpeg"/>
<pubDate>Tue, 08 Jul 2025 00:47:23 +0600</pubDate>
<dc:creator>weatadam</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<h3 data-start="3500" data-end="3522"><strong data-start="3504" data-end="3520">Introduction</strong></h3>
<p data-start="3523" data-end="3752">As global governments move toward regulating crypto markets, the spotlight is back on Ethereum. The question on many investors minds: <strong data-start="3658" data-end="3752">Will Ethereum go up amid tightening regulations, ETF launches, and real-world integration?</strong></p>
<h3 data-start="3754" data-end="3799"><strong data-start="3758" data-end="3799">Ethereums Position in Global Finance</strong></h3>
<p data-start="3800" data-end="3959">Ethereum is evolving from an experimental blockchain to a <strong data-start="3858" data-end="3906">legitimate layer of financial infrastructure</strong>. Major institutions are building on Ethereum due to:</p>
<ul data-start="3960" data-end="4092">
<li data-start="3960" data-end="3995">
<p data-start="3962" data-end="3995">Its smart contract capabilities</p>
</li>
<li data-start="3996" data-end="4040">
<p data-start="3998" data-end="4040">Compatibility with stablecoins and CBDCs</p>
</li>
<li data-start="4041" data-end="4092">
<p data-start="4043" data-end="4092">Compliance potential through permissioned rollups</p>
</li>
</ul>
<h3 data-start="4094" data-end="4144"><strong data-start="4098" data-end="4144">Regulatory Clarity = Institutional Inflows</strong></h3>
<p data-start="4145" data-end="4356">In 2024, Ethereum ETF proposals triggered new waves of institutional interest. Regulatory clarity from bodies like the SEC and MiCA in Europe is pushing <strong data-start="4298" data-end="4319">Ethereum adoption</strong> in compliant financial environments.</p>
<h3 data-start="4358" data-end="4399"><strong data-start="4362" data-end="4399">Global Macro Factors Favor Crypto</strong></h3>
<ul data-start="4400" data-end="4605">
<li data-start="4400" data-end="4463">
<p data-start="4402" data-end="4463"><strong data-start="4402" data-end="4424">Inflation concerns</strong> push demand for decentralized assets</p>
</li>
<li data-start="4464" data-end="4531">
<p data-start="4466" data-end="4531"><strong data-start="4466" data-end="4486">De-dollarization</strong> trends raise Ethereums relevance globally</p>
</li>
<li data-start="4532" data-end="4605">
<p data-start="4534" data-end="4605">Real-world tokenization (bonds, real estate) is often built on Ethereum</p>
</li>
</ul>
<h3 data-start="4607" data-end="4640"><strong data-start="4611" data-end="4640">Potential Price Forecasts</strong></h3>
<ul data-start="4641" data-end="4746">
<li data-start="4641" data-end="4697">
<p data-start="4643" data-end="4697"><strong data-start="4643" data-end="4681">With ETF and regulatory tailwinds:</strong> $6,000$8,000</p>
</li>
<li data-start="4698" data-end="4746">
<p data-start="4700" data-end="4746"><strong data-start="4700" data-end="4737">If Ethereum becomes RWA standard:</strong> $10,000+</p>
</li>
</ul>
<h3 data-start="4748" data-end="4768"><strong data-start="4752" data-end="4766">Conclusion</strong></h3>
<p data-start="4769" data-end="4936">Regulatory clarity could be the best thing to ever happen to Ethereum. If institutions can enter safely, <a href="https://blockdag.network/blog/will-ethereum-hit-10k-will-ethereum-go-up-in-2025" rel="nofollow">why is ethereum going up</a><br> and stay there.</p>]]> </content:encoded>
</item>

<item>
<title>Dogecoin Price Today: Live DOGE Chart &amp;amp; Market Cap</title>
<link>https://www.bipapartments.com/dogecoin-price-today</link>
<guid>https://www.bipapartments.com/dogecoin-price-today</guid>
<description><![CDATA[ Stay updated with Dogecoin’s real-time price, intraday highs/lows, and market cap trends. Track DOGE’s live movement and understand what&#039;s driving today&#039;s action. ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202507/image_870x580_6863b42905027.jpg" length="81312" type="image/jpeg"/>
<pubDate>Wed, 02 Jul 2025 01:10:57 +0600</pubDate>
<dc:creator>davidvitor</dc:creator>
<media:keywords>dogecoin price, dogecoin price live, dogecoin price chart</media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size='{"x":8,"y":14,"w":549,"h":100,"abs_x":310,"abs_y":1004}'><span bis_size='{"x":8,"y":16,"w":539,"h":95,"abs_x":310,"abs_y":1006}'>Dogecoin price today is affected in real-time by market sentiments under various forces in the crypto market. Dogecoin (DOGE) was born in 2013 as a Meme by software engineers Billy Markus and Jackson Palmer, but later grew to be a serious player in the crypto space. Tracking Dogecoin live price helps an investor in looking at short-term volatility and long-term trend.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":131,"w":549,"h":20,"abs_x":310,"abs_y":1121}'><span bis_size='{"x":8,"y":129,"w":496,"h":24,"abs_x":310,"abs_y":1119}'>Dogecoin (DOGE) Price Chart: Real-Time Updates</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":168,"w":549,"h":100,"abs_x":310,"abs_y":1158}'><span bis_size='{"x":8,"y":170,"w":539,"h":95,"abs_x":310,"abs_y":1160}'>Anyone who actively trades or holds DOGE must always keep a lookout for the Dogecoin (DOGE) Price Chart. This Doge Live Chart depicts real-time price action on a minute scale, i.e., price movement of DOGE against USD, BTC, and other major cryptocurrencies such as ETH. Alongside this, we also get to see the market cap for DOGE, circulating coins, and the blockchain network performance of DOGE.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":286,"w":549,"h":20,"abs_x":310,"abs_y":1276}'><span bis_size='{"x":8,"y":284,"w":418,"h":24,"abs_x":310,"abs_y":1274}'>Factors Influencing Dogecoin Price Today</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":323,"w":549,"h":20,"abs_x":310,"abs_y":1313}'><span bis_size='{"x":8,"y":325,"w":391,"h":15,"abs_x":310,"abs_y":1315}'>Several key factors affect the Dogecoin price at any given time:</span></p>
<h3 dir="ltr" bis_size='{"x":8,"y":360,"w":549,"h":20,"abs_x":310,"abs_y":1350}'><span bis_size='{"x":8,"y":360,"w":339,"h":18,"abs_x":310,"abs_y":1350}'>1. Bitcoin and Ethereum Market Movements</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":396,"w":549,"h":40,"abs_x":310,"abs_y":1386}'><span bis_size='{"x":8,"y":398,"w":501,"h":35,"abs_x":310,"abs_y":1388}'>DOGE often follows the price action of dominant coins like Bitcoin and Ethereum, making BTC and ETH trends important indicators.</span></p>
<h3 dir="ltr" bis_size='{"x":8,"y":452,"w":549,"h":20,"abs_x":310,"abs_y":1442}'><span bis_size='{"x":8,"y":453,"w":346,"h":18,"abs_x":310,"abs_y":1443}'>2. Social Media Hype and Celebrity Influence</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":489,"w":549,"h":60,"abs_x":310,"abs_y":1479}'><span bis_size='{"x":8,"y":491,"w":534,"h":55,"abs_x":310,"abs_y":1481}'>Powerful mentions from the likes of Elon Musk can attract an instant spike or drop in value. The strong social market presence of Dogecoin through X (formerly Twitter) has hence become one of the causes of its intense volatility.</span></p>
<h3 dir="ltr" bis_size='{"x":8,"y":565,"w":549,"h":20,"abs_x":310,"abs_y":1555}'><span bis_size='{"x":8,"y":566,"w":325,"h":18,"abs_x":310,"abs_y":1556}'>3. Network Utility and Transaction Volume</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":601,"w":549,"h":40,"abs_x":310,"abs_y":1591}'><span bis_size='{"x":8,"y":603,"w":541,"h":35,"abs_x":310,"abs_y":1593}'>The proof-of-work consensus mechanism and relatively fast block time of Dogecoin affect mining rewards and daily transaction flow, hence impacting the market sentiment.</span></p>
<h3 dir="ltr" bis_size='{"x":8,"y":658,"w":549,"h":20,"abs_x":310,"abs_y":1648}'><span bis_size='{"x":8,"y":659,"w":272,"h":18,"abs_x":310,"abs_y":1649}'>4. Overall Crypto Market Sentiment</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":694,"w":549,"h":40,"abs_x":310,"abs_y":1684}'><span bis_size='{"x":8,"y":696,"w":546,"h":35,"abs_x":310,"abs_y":1686}'>Market-wide bullishness or bearishness renders DOGE, along with other altcoins, during periods of high crypto volatility.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":752,"w":549,"h":20,"abs_x":310,"abs_y":1742}'><span bis_size='{"x":8,"y":750,"w":470,"h":24,"abs_x":310,"abs_y":1740}'>Dogecoin Supply, Market Cap, and Tokenomics</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":789,"w":549,"h":60,"abs_x":310,"abs_y":1779}'><span bis_size='{"x":8,"y":791,"w":526,"h":55,"abs_x":310,"abs_y":1781}'>Unlike Bitcoin, Dogecoin has no maximum supply cap; more than 10,000 DOGEs are minted every minute. This inflationary model, hence, makes DOGE more suited for microtransactions as opposed to being a store of value.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":863,"w":549,"h":60,"abs_x":310,"abs_y":1853}'><span bis_size='{"x":8,"y":865,"w":522,"h":55,"abs_x":310,"abs_y":1855}'>Presently, by market cap rankings, Dogecoin lies within the top-tier cryptocurrencies, very much so, making it an attractive trade for crypto wallet holders, traders, and speculative investors.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":940,"w":549,"h":20,"abs_x":310,"abs_y":1930}'><span bis_size='{"x":8,"y":938,"w":387,"h":24,"abs_x":310,"abs_y":1928}'>How to Track the Live Dogecoin Price?</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":978,"w":549,"h":40,"abs_x":310,"abs_y":1968}'><span bis_size='{"x":8,"y":980,"w":76,"h":15,"abs_x":310,"abs_y":1970}'>To track the </span><strong><a href="https://pluswallet.app/crypto-prices/dogecoin-doge" bis_size='{"x":84,"y":980,"w":118,"h":15,"abs_x":386,"abs_y":1970}' rel="nofollow"><span bis_size='{"x":84,"y":980,"w":118,"h":15,"abs_x":386,"abs_y":1970}'>Dogecoin live price</span></a></strong><span bis_size='{"x":8,"y":980,"w":526,"h":35,"abs_x":310,"abs_y":1970}'>, users typically rely on trusted platforms offering real-time data:</span></p>
<ul>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1032,"w":509,"h":60,"abs_x":350,"abs_y":2022}'><span bis_size='{"x":48,"y":1034,"w":500,"h":35,"abs_x":350,"abs_y":2024}'>CoinMarketCap and CoinGecko: Popular for viewing DOGEs market cap, supply metrics, and price history.</span><span bis_size='{"x":48,"y":1074,"w":0,"h":15,"abs_x":350,"abs_y":2064}'><br bis_size='{"x":206,"y":1054,"w":0,"h":15,"abs_x":508,"abs_y":2044}'><br bis_size='{"x":48,"y":1074,"w":0,"h":15,"abs_x":350,"abs_y":2064}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1106,"w":509,"h":40,"abs_x":350,"abs_y":2096}'><span bis_size='{"x":48,"y":1108,"w":438,"h":15,"abs_x":350,"abs_y":2098}'>TradingView: Ideal for live DOGE charting with technical analysis tools.</span><span bis_size='{"x":48,"y":1128,"w":0,"h":15,"abs_x":350,"abs_y":2118}'><br bis_size='{"x":486,"y":1108,"w":0,"h":15,"abs_x":788,"abs_y":2098}'><br bis_size='{"x":48,"y":1128,"w":0,"h":15,"abs_x":350,"abs_y":2118}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1160,"w":509,"h":60,"abs_x":350,"abs_y":2150}'><span bis_size='{"x":48,"y":1162,"w":491,"h":35,"abs_x":350,"abs_y":2152}'>Crypto wallet apps like Coinbase Wallet, Binance, and MetaMask now integrate live DOGE tracking for easy portfolio management.</span><span bis_size='{"x":48,"y":1202,"w":0,"h":15,"abs_x":350,"abs_y":2192}'><br bis_size='{"x":363,"y":1182,"w":0,"h":15,"abs_x":665,"abs_y":2172}'><br bis_size='{"x":48,"y":1202,"w":0,"h":15,"abs_x":350,"abs_y":2192}'></span></li>
</ul>
<h2 dir="ltr" bis_size='{"x":8,"y":1237,"w":549,"h":20,"abs_x":310,"abs_y":2227}'><span bis_size='{"x":8,"y":1235,"w":497,"h":24,"abs_x":310,"abs_y":2225}'>Dogecoin and the Broader Blockchain Ecosystem</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":1275,"w":549,"h":80,"abs_x":310,"abs_y":2265}'><span bis_size='{"x":8,"y":1277,"w":542,"h":75,"abs_x":310,"abs_y":2267}'>Initially created from Litecoin's source code and still using proof of work for consensus, Dogecoin operates on its blockchain. While Dogecoin has no smart contract capabilities like Ethereum, developers are trying to find ways to incorporate DOGE into new Web3 ecosystems.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":1369,"w":549,"h":40,"abs_x":310,"abs_y":2359}'><span bis_size='{"x":8,"y":1371,"w":527,"h":35,"abs_x":310,"abs_y":2361}'>With growing merchant adoption and payment processor support, including MoonPay and potential integrations like Apple Pay, DOGE continues to gain real-world utility.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":1426,"w":549,"h":20,"abs_x":310,"abs_y":2416}'><span bis_size='{"x":8,"y":1424,"w":257,"h":24,"abs_x":310,"abs_y":2414}'>Risks and Considerations</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":1464,"w":549,"h":20,"abs_x":310,"abs_y":2454}'><span bis_size='{"x":8,"y":1466,"w":435,"h":15,"abs_x":310,"abs_y":2456}'>Investing in Dogecoin carries risks typical of the cryptocurrency space:</span></p>
<ul>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1498,"w":509,"h":40,"abs_x":350,"abs_y":2488}'><span bis_size='{"x":48,"y":1500,"w":209,"h":15,"abs_x":350,"abs_y":2490}'>Exposure to sudden price swings.</span><span bis_size='{"x":48,"y":1520,"w":0,"h":15,"abs_x":350,"abs_y":2510}'><br bis_size='{"x":257,"y":1500,"w":0,"h":15,"abs_x":559,"abs_y":2490}'><br bis_size='{"x":48,"y":1520,"w":0,"h":15,"abs_x":350,"abs_y":2510}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1552,"w":509,"h":40,"abs_x":350,"abs_y":2542}'><span bis_size='{"x":48,"y":1554,"w":297,"h":15,"abs_x":350,"abs_y":2544}'>Regulatory uncertainties affecting crypto assets.</span><span bis_size='{"x":48,"y":1574,"w":0,"h":15,"abs_x":350,"abs_y":2564}'><br bis_size='{"x":345,"y":1554,"w":0,"h":15,"abs_x":647,"abs_y":2544}'><br bis_size='{"x":48,"y":1574,"w":0,"h":15,"abs_x":350,"abs_y":2564}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1606,"w":509,"h":40,"abs_x":350,"abs_y":2596}'><span bis_size='{"x":48,"y":1608,"w":425,"h":15,"abs_x":350,"abs_y":2598}'>Vulnerability to pump-and-dump events due to its meme coin origins.</span><span bis_size='{"x":48,"y":1628,"w":0,"h":15,"abs_x":350,"abs_y":2618}'><br bis_size='{"x":473,"y":1608,"w":0,"h":15,"abs_x":775,"abs_y":2598}'><br bis_size='{"x":48,"y":1628,"w":0,"h":15,"abs_x":350,"abs_y":2618}'></span></li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":1660,"w":549,"h":40,"abs_x":310,"abs_y":2650}'><span bis_size='{"x":8,"y":1662,"w":546,"h":35,"abs_x":310,"abs_y":2652}'>Understanding these factors and following live Dogecoin price updates can help mitigate investment risk.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":1717,"w":549,"h":20,"abs_x":310,"abs_y":2707}'><span bis_size='{"x":8,"y":1715,"w":150,"h":24,"abs_x":310,"abs_y":2705}'>Final Thoughts</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":1754,"w":549,"h":80,"abs_x":310,"abs_y":2744}'><span bis_size='{"x":8,"y":1756,"w":547,"h":75,"abs_x":310,"abs_y":2746}'>Whether youre a day trader, long-term crypto holder, or just exploring the blockchain space, monitoring Dogecoin price today provides valuable insight into one of the most popular altcoins in the market. Stay informed by following a trusted Doge live chart, keep your wallet secure, and always do your own research before investing.</span></p>]]> </content:encoded>
</item>

<item>
<title>Where Blockchain Meets Intelligence: Finding the Best AI Crypto Presale in 2025</title>
<link>https://www.bipapartments.com/finding-the-best-AI-crypto-presale-in-2025</link>
<guid>https://www.bipapartments.com/finding-the-best-AI-crypto-presale-in-2025</guid>
<description><![CDATA[ Explore the best AI crypto presale opportunities in 2025. Learn how to spot high-potential projects combining artificial intelligence and blockchain. ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202506/image_870x580_686264ca104f2.jpg" length="36207" type="image/jpeg"/>
<pubDate>Tue, 01 Jul 2025 01:20:27 +0600</pubDate>
<dc:creator>albert711</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p dir="ltr" bis_size='{"x":8,"y":14,"w":1248,"h":40,"abs_x":8,"abs_y":101}' x><span bis_size='{"x":8,"y":16,"w":1234,"h":35,"abs_x":8,"abs_y":103}' x>AI and blockchain are two of the most transformative technologies of our timeand in 2025, theyre converging in powerful new ways. As more projects combine artificial intelligence with decentralized infrastructure, a growing number of investors are looking for the </span><span bis_size='{"x":404,"y":36,"w":149,"h":15,"abs_x":404,"abs_y":123}' x><a href="https://unstaked.com/" target="_blank" rel="noopener nofollow" bis_size='{"x":404,"y":36,"w":145,"h":15,"abs_x":404,"abs_y":123}' x><strong bis_size='{"x":404,"y":36,"w":145,"h":15,"abs_x":404,"abs_y":123}' x>best AI crypto presale</strong></a> </span><span bis_size='{"x":554,"y":36,"w":84,"h":15,"abs_x":554,"abs_y":123}' x>opportunities.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":68,"w":1248,"h":40,"abs_x":8,"abs_y":155}' x><span bis_size='{"x":8,"y":70,"w":1230,"h":35,"abs_x":8,"abs_y":157}' x>Presales offer early access to tokens before public launch, often with attractive bonuses and exclusive utility. But with so many AI-related tokens hitting the market, its important to distinguish between hype and high-quality innovation. In this post, well break down what to look for, whats trending, and how to evaluate the best projects at the intersection of AI and crypto.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":125,"w":1248,"h":20,"abs_x":8,"abs_y":212}'><span bis_size='{"x":8,"y":123,"w":354,"h":24,"abs_x":8,"abs_y":210}' x>Why AI and Crypto Are a Natural Fit</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":162,"w":1248,"h":20,"abs_x":8,"abs_y":249}' x><span bis_size='{"x":8,"y":164,"w":458,"h":15,"abs_x":8,"abs_y":251}' x>Before diving into the specifics of AI presales, its important to understand </span><span bis_size='{"x":466,"y":164,"w":24,"h":15,"abs_x":466,"abs_y":251}' x>why</span><span bis_size='{"x":491,"y":164,"w":206,"h":15,"abs_x":491,"abs_y":251}' x> this combination is so promising.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":196,"w":1248,"h":20,"abs_x":8,"abs_y":283}' x><span bis_size='{"x":8,"y":198,"w":950,"h":15,"abs_x":8,"abs_y":285}' x>Blockchain brings decentralization, transparency, and immutability. AI brings prediction, automation, and real-time decision-making. Together, they enable:</span></p>
<ul bis_size='{"x":8,"y":230,"w":1248,"h":202,"abs_x":8,"abs_y":317}' x>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":230,"w":1208,"h":40,"abs_x":48,"abs_y":317}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":230,"w":1208,"h":40,"abs_x":48,"abs_y":317}' x><span bis_size='{"x":48,"y":232,"w":124,"h":15,"abs_x":48,"abs_y":319}' x>Autonomous agents</span><span bis_size='{"x":172,"y":232,"w":327,"h":15,"abs_x":172,"abs_y":319}' x> that act based on smart contracts and real-time data</span><span bis_size='{"x":48,"y":252,"w":0,"h":15,"abs_x":48,"abs_y":339}' x><br bis_size='{"x":500,"y":232,"w":0,"h":15,"abs_x":500,"abs_y":319}' x><br bis_size='{"x":48,"y":252,"w":0,"h":15,"abs_x":48,"abs_y":339}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":284,"w":1208,"h":40,"abs_x":48,"abs_y":371}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":284,"w":1208,"h":40,"abs_x":48,"abs_y":371}' x><span bis_size='{"x":48,"y":286,"w":189,"h":15,"abs_x":48,"abs_y":373}' x>Decentralized AI marketplaces</span><span bis_size='{"x":237,"y":286,"w":228,"h":15,"abs_x":237,"abs_y":373}' x> where users buy/sell models or data</span><span bis_size='{"x":48,"y":306,"w":0,"h":15,"abs_x":48,"abs_y":393}' x><br bis_size='{"x":465,"y":286,"w":0,"h":15,"abs_x":465,"abs_y":373}' x><br bis_size='{"x":48,"y":306,"w":0,"h":15,"abs_x":48,"abs_y":393}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":338,"w":1208,"h":40,"abs_x":48,"abs_y":425}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":338,"w":1208,"h":40,"abs_x":48,"abs_y":425}' x><span bis_size='{"x":48,"y":340,"w":140,"h":15,"abs_x":48,"abs_y":427}' x>Data-sharing protocols</span><span bis_size='{"x":188,"y":340,"w":289,"h":15,"abs_x":188,"abs_y":427}' x> with privacy controls and monetization options</span><span bis_size='{"x":48,"y":360,"w":0,"h":15,"abs_x":48,"abs_y":447}' x><br bis_size='{"x":478,"y":340,"w":0,"h":15,"abs_x":478,"abs_y":427}' x><br bis_size='{"x":48,"y":360,"w":0,"h":15,"abs_x":48,"abs_y":447}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":392,"w":1208,"h":40,"abs_x":48,"abs_y":479}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":392,"w":1208,"h":40,"abs_x":48,"abs_y":479}' x><span bis_size='{"x":48,"y":394,"w":329,"h":15,"abs_x":48,"abs_y":481}' x>Predictive analytics for DeFi, trading, and risk models</span><span bis_size='{"x":48,"y":414,"w":0,"h":15,"abs_x":48,"abs_y":501}' x><br bis_size='{"x":377,"y":394,"w":0,"h":15,"abs_x":377,"abs_y":481}' x><br bis_size='{"x":48,"y":414,"w":0,"h":15,"abs_x":48,"abs_y":501}' x></span></p>
</li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":446,"w":1248,"h":40,"abs_x":8,"abs_y":533}' x><span bis_size='{"x":8,"y":448,"w":824,"h":15,"abs_x":8,"abs_y":535}' x>This synergy is unlocking entirely new business modelsand the tokens at the heart of these platforms are gaining early momentum.<br bis_size='{"x":832,"y":448,"w":0,"h":15,"abs_x":832,"abs_y":535}'><br bis_size='{"x":8,"y":468,"w":0,"h":15,"abs_x":8,"abs_y":555}'></span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":504,"w":1248,"h":20,"abs_x":8,"abs_y":591}'><span bis_size='{"x":8,"y":502,"w":294,"h":24,"abs_x":8,"abs_y":589}' x>How AI Crypto Presales Work</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":541,"w":1248,"h":20,"abs_x":8,"abs_y":628}' x><span bis_size='{"x":8,"y":543,"w":1095,"h":15,"abs_x":8,"abs_y":630}' x>Presale tokens are typically distributed before a projects full public release, giving early backers discounted pricing and special privileges. Heres how theyre typically structured:</span></p>
<p dir="ltr" bis_size='{"x":8,"y":575,"w":1248,"h":20,"abs_x":8,"abs_y":662}' x><strong><span bis_size='{"x":8,"y":577,"w":86,"h":15,"abs_x":8,"abs_y":664}' x>Phased Sales</span></strong></p>
<ul bis_size='{"x":8,"y":609,"w":1248,"h":148,"abs_x":8,"abs_y":696}' x>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":609,"w":1208,"h":40,"abs_x":48,"abs_y":696}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":609,"w":1208,"h":40,"abs_x":48,"abs_y":696}' x><span bis_size='{"x":48,"y":611,"w":77,"h":15,"abs_x":48,"abs_y":698}' x>Seed Round</span><span bis_size='{"x":125,"y":611,"w":417,"h":15,"abs_x":125,"abs_y":698}' x>: Investors like VCs or advisors get early access at the lowest price.</span><span bis_size='{"x":48,"y":631,"w":0,"h":15,"abs_x":48,"abs_y":718}' x><br bis_size='{"x":543,"y":611,"w":0,"h":15,"abs_x":543,"abs_y":698}' x><br bis_size='{"x":48,"y":631,"w":0,"h":15,"abs_x":48,"abs_y":718}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":663,"w":1208,"h":40,"abs_x":48,"abs_y":750}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":663,"w":1208,"h":40,"abs_x":48,"abs_y":750}' x><span bis_size='{"x":48,"y":665,"w":75,"h":15,"abs_x":48,"abs_y":752}' x>Private Sale</span><span bis_size='{"x":123,"y":665,"w":418,"h":15,"abs_x":123,"abs_y":752}' x>: Community supporters or influencers get access before the public.</span><span bis_size='{"x":48,"y":685,"w":0,"h":15,"abs_x":48,"abs_y":772}' x><br bis_size='{"x":542,"y":665,"w":0,"h":15,"abs_x":542,"abs_y":752}' x><br bis_size='{"x":48,"y":685,"w":0,"h":15,"abs_x":48,"abs_y":772}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":717,"w":1208,"h":40,"abs_x":48,"abs_y":804}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":717,"w":1208,"h":40,"abs_x":48,"abs_y":804}' x><span bis_size='{"x":48,"y":719,"w":89,"h":15,"abs_x":48,"abs_y":806}' x>Public Presale</span><span bis_size='{"x":137,"y":719,"w":388,"h":15,"abs_x":137,"abs_y":806}' x>: Open to anyone via launchpads or the projects own platform.</span><span bis_size='{"x":48,"y":739,"w":0,"h":15,"abs_x":48,"abs_y":826}' x><br bis_size='{"x":525,"y":719,"w":0,"h":15,"abs_x":525,"abs_y":806}' x><br bis_size='{"x":48,"y":739,"w":0,"h":15,"abs_x":48,"abs_y":826}' x></span></p>
</li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":771,"w":1248,"h":20,"abs_x":8,"abs_y":858}' x><span bis_size='{"x":8,"y":773,"w":462,"h":15,"abs_x":8,"abs_y":860}' x>Each round offers different pricing, allocation limits, and vesting schedules.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":805,"w":1248,"h":20,"abs_x":8,"abs_y":892}' x><strong><span bis_size='{"x":8,"y":807,"w":117,"h":15,"abs_x":8,"abs_y":894}' x>Launchpad Access</span></strong></p>
<p dir="ltr" bis_size='{"x":8,"y":839,"w":1248,"h":20,"abs_x":8,"abs_y":926}' x><span bis_size='{"x":8,"y":841,"w":162,"h":15,"abs_x":8,"abs_y":928}' x>The best AI crypto presale</span><span bis_size='{"x":170,"y":841,"w":3,"h":15,"abs_x":170,"abs_y":928}' x> </span><span bis_size='{"x":174,"y":841,"w":340,"h":15,"abs_x":174,"abs_y":928}' x>projects are often hosted on reputable launchpads like:</span></p>
<ul bis_size='{"x":8,"y":873,"w":1248,"h":202,"abs_x":8,"abs_y":960}' x>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":873,"w":1208,"h":40,"abs_x":48,"abs_y":960}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":873,"w":1208,"h":40,"abs_x":48,"abs_y":960}' x><span bis_size='{"x":48,"y":875,"w":73,"h":15,"abs_x":48,"abs_y":962}' x>DAO Maker</span><span bis_size='{"x":48,"y":895,"w":0,"h":15,"abs_x":48,"abs_y":982}' x><br bis_size='{"x":121,"y":875,"w":0,"h":15,"abs_x":121,"abs_y":962}' x><br bis_size='{"x":48,"y":895,"w":0,"h":15,"abs_x":48,"abs_y":982}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":927,"w":1208,"h":40,"abs_x":48,"abs_y":1014}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":927,"w":1208,"h":40,"abs_x":48,"abs_y":1014}' x><span bis_size='{"x":48,"y":929,"w":93,"h":15,"abs_x":48,"abs_y":1016}' x>ChainGPT Pad</span><span bis_size='{"x":48,"y":949,"w":0,"h":15,"abs_x":48,"abs_y":1036}' x><br bis_size='{"x":141,"y":929,"w":0,"h":15,"abs_x":141,"abs_y":1016}' x><br bis_size='{"x":48,"y":949,"w":0,"h":15,"abs_x":48,"abs_y":1036}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":981,"w":1208,"h":40,"abs_x":48,"abs_y":1068}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":981,"w":1208,"h":40,"abs_x":48,"abs_y":1068}' x><span bis_size='{"x":48,"y":983,"w":66,"h":15,"abs_x":48,"abs_y":1070}' x>TrustSwap</span><span bis_size='{"x":48,"y":1003,"w":0,"h":15,"abs_x":48,"abs_y":1090}' x><br bis_size='{"x":114,"y":983,"w":0,"h":15,"abs_x":114,"abs_y":1070}' x><br bis_size='{"x":48,"y":1003,"w":0,"h":15,"abs_x":48,"abs_y":1090}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1035,"w":1208,"h":40,"abs_x":48,"abs_y":1122}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1035,"w":1208,"h":40,"abs_x":48,"abs_y":1122}' x><span bis_size='{"x":48,"y":1037,"w":55,"h":15,"abs_x":48,"abs_y":1124}' x>PinkSale</span><span bis_size='{"x":48,"y":1057,"w":0,"h":15,"abs_x":48,"abs_y":1144}' x><br bis_size='{"x":103,"y":1037,"w":0,"h":15,"abs_x":103,"abs_y":1124}' x><br bis_size='{"x":48,"y":1057,"w":0,"h":15,"abs_x":48,"abs_y":1144}' x></span></p>
</li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":1089,"w":1248,"h":20,"abs_x":8,"abs_y":1176}' x><span bis_size='{"x":8,"y":1091,"w":786,"h":15,"abs_x":8,"abs_y":1178}' x>These platforms offer vetted access, whitelisting, and early investment tools that increase transparency and investor protection.<br><br></span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":1123,"w":1248,"h":20,"abs_x":8,"abs_y":1210}'><span bis_size='{"x":8,"y":1125,"w":272,"h":15,"abs_x":8,"abs_y":1212}' x>Traits of the Best AI Crypto Presale Projects</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":1157,"w":1248,"h":20,"abs_x":8,"abs_y":1244}' x><span bis_size='{"x":8,"y":1159,"w":742,"h":15,"abs_x":8,"abs_y":1246}' x>Not every AI presale is worth your time. To separate promising projects from speculative noise, use the following criteria:</span></p>
<p dir="ltr" bis_size='{"x":8,"y":1191,"w":1248,"h":20,"abs_x":8,"abs_y":1278}' x><strong><span bis_size='{"x":8,"y":1193,"w":135,"h":15,"abs_x":8,"abs_y":1280}' x>Practical AI Use Case</span></strong></p>
<p dir="ltr" bis_size='{"x":8,"y":1225,"w":1248,"h":20,"abs_x":8,"abs_y":1312}' x><span bis_size='{"x":8,"y":1227,"w":309,"h":15,"abs_x":8,"abs_y":1314}' x>Look for platforms that integrate AI with real utility:</span></p>
<ul bis_size='{"x":8,"y":1259,"w":1248,"h":202,"abs_x":8,"abs_y":1346}' x>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1259,"w":1208,"h":40,"abs_x":48,"abs_y":1346}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1259,"w":1208,"h":40,"abs_x":48,"abs_y":1346}' x><span bis_size='{"x":48,"y":1261,"w":168,"h":15,"abs_x":48,"abs_y":1348}' x>Predictive engines for DeFi</span><span bis_size='{"x":48,"y":1281,"w":0,"h":15,"abs_x":48,"abs_y":1368}' x><br bis_size='{"x":216,"y":1261,"w":0,"h":15,"abs_x":216,"abs_y":1348}' x><br bis_size='{"x":48,"y":1281,"w":0,"h":15,"abs_x":48,"abs_y":1368}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1313,"w":1208,"h":40,"abs_x":48,"abs_y":1400}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1313,"w":1208,"h":40,"abs_x":48,"abs_y":1400}' x><span bis_size='{"x":48,"y":1315,"w":211,"h":15,"abs_x":48,"abs_y":1402}' x>AI-powered risk scoring or lending</span><span bis_size='{"x":48,"y":1335,"w":0,"h":15,"abs_x":48,"abs_y":1422}' x><br bis_size='{"x":259,"y":1315,"w":0,"h":15,"abs_x":259,"abs_y":1402}' x><br bis_size='{"x":48,"y":1335,"w":0,"h":15,"abs_x":48,"abs_y":1422}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1367,"w":1208,"h":40,"abs_x":48,"abs_y":1454}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1367,"w":1208,"h":40,"abs_x":48,"abs_y":1454}' x><span bis_size='{"x":48,"y":1369,"w":155,"h":15,"abs_x":48,"abs_y":1456}' x>Autonomous trading bots</span><span bis_size='{"x":48,"y":1389,"w":0,"h":15,"abs_x":48,"abs_y":1476}' x><br bis_size='{"x":203,"y":1369,"w":0,"h":15,"abs_x":203,"abs_y":1456}' x><br bis_size='{"x":48,"y":1389,"w":0,"h":15,"abs_x":48,"abs_y":1476}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1421,"w":1208,"h":40,"abs_x":48,"abs_y":1508}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1421,"w":1208,"h":40,"abs_x":48,"abs_y":1508}' x><span bis_size='{"x":48,"y":1423,"w":370,"h":15,"abs_x":48,"abs_y":1510}' x>NLP tools for smart contract auditing or AI-generated dApps</span><span bis_size='{"x":48,"y":1443,"w":0,"h":15,"abs_x":48,"abs_y":1530}' x><br bis_size='{"x":418,"y":1423,"w":0,"h":15,"abs_x":418,"abs_y":1510}' x><br bis_size='{"x":48,"y":1443,"w":0,"h":15,"abs_x":48,"abs_y":1530}' x></span></p>
</li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":1475,"w":1248,"h":20,"abs_x":8,"abs_y":1562}' x><strong><span bis_size='{"x":8,"y":1477,"w":100,"h":15,"abs_x":8,"abs_y":1564}' x>Real Tech Stack</span></strong></p>
<p dir="ltr" bis_size='{"x":8,"y":1509,"w":1248,"h":20,"abs_x":8,"abs_y":1596}' x><span bis_size='{"x":8,"y":1511,"w":303,"h":15,"abs_x":8,"abs_y":1598}' x>The best projects share their tech openly. Check:</span></p>
<ul bis_size='{"x":8,"y":1543,"w":1248,"h":202,"abs_x":8,"abs_y":1630}' x>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1543,"w":1208,"h":40,"abs_x":48,"abs_y":1630}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1543,"w":1208,"h":40,"abs_x":48,"abs_y":1630}' x><span bis_size='{"x":48,"y":1545,"w":90,"h":15,"abs_x":48,"abs_y":1632}' x>GitHub activity</span><span bis_size='{"x":48,"y":1565,"w":0,"h":15,"abs_x":48,"abs_y":1652}' x><br bis_size='{"x":138,"y":1545,"w":0,"h":15,"abs_x":138,"abs_y":1632}' x><br bis_size='{"x":48,"y":1565,"w":0,"h":15,"abs_x":48,"abs_y":1652}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1597,"w":1208,"h":40,"abs_x":48,"abs_y":1684}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1597,"w":1208,"h":40,"abs_x":48,"abs_y":1684}' x><span bis_size='{"x":48,"y":1599,"w":115,"h":15,"abs_x":48,"abs_y":1686}' x>Model architecture</span><span bis_size='{"x":48,"y":1619,"w":0,"h":15,"abs_x":48,"abs_y":1706}' x><br bis_size='{"x":163,"y":1599,"w":0,"h":15,"abs_x":163,"abs_y":1686}' x><br bis_size='{"x":48,"y":1619,"w":0,"h":15,"abs_x":48,"abs_y":1706}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1651,"w":1208,"h":40,"abs_x":48,"abs_y":1738}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1651,"w":1208,"h":40,"abs_x":48,"abs_y":1738}' x><span bis_size='{"x":48,"y":1653,"w":131,"h":15,"abs_x":48,"abs_y":1740}' x>Training data policies</span><span bis_size='{"x":48,"y":1673,"w":0,"h":15,"abs_x":48,"abs_y":1760}' x><br bis_size='{"x":179,"y":1653,"w":0,"h":15,"abs_x":179,"abs_y":1740}' x><br bis_size='{"x":48,"y":1673,"w":0,"h":15,"abs_x":48,"abs_y":1760}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1705,"w":1208,"h":40,"abs_x":48,"abs_y":1792}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1705,"w":1208,"h":40,"abs_x":48,"abs_y":1792}' x><span bis_size='{"x":48,"y":1707,"w":249,"h":15,"abs_x":48,"abs_y":1794}' x>AI explainability or governance structure</span><span bis_size='{"x":48,"y":1727,"w":0,"h":15,"abs_x":48,"abs_y":1814}' x><br bis_size='{"x":297,"y":1707,"w":0,"h":15,"abs_x":297,"abs_y":1794}' x><br bis_size='{"x":48,"y":1727,"w":0,"h":15,"abs_x":48,"abs_y":1814}' x></span></p>
</li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":1759,"w":1248,"h":20,"abs_x":8,"abs_y":1846}' x><strong><span bis_size='{"x":8,"y":1761,"w":221,"h":15,"abs_x":8,"abs_y":1848}' x>Transparent and Experienced Team</span></strong></p>
<p dir="ltr" bis_size='{"x":8,"y":1793,"w":1248,"h":20,"abs_x":8,"abs_y":1880}' x><span bis_size='{"x":8,"y":1795,"w":798,"h":15,"abs_x":8,"abs_y":1882}' x>Look for doxxed developers with experience in machine learning, blockchain, or both. A cross-disciplinary team is a strong signal.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":1827,"w":1248,"h":20,"abs_x":8,"abs_y":1914}' x><span bis_size='{"x":8,"y":1829,"w":112,"h":15,"abs_x":8,"abs_y":1916}' x>Clear Token Utility</span></p>
<p dir="ltr" bis_size='{"x":8,"y":1861,"w":1248,"h":20,"abs_x":8,"abs_y":1948}' x><span bis_size='{"x":8,"y":1863,"w":363,"h":15,"abs_x":8,"abs_y":1950}' x>Tokens in the best AI crypto presale projects typically offer:</span></p>
<ul bis_size='{"x":8,"y":1895,"w":1248,"h":202,"abs_x":8,"abs_y":1982}' x>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1895,"w":1208,"h":40,"abs_x":48,"abs_y":1982}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1895,"w":1208,"h":40,"abs_x":48,"abs_y":1982}' x><span bis_size='{"x":48,"y":1897,"w":180,"h":15,"abs_x":48,"abs_y":1984}' x>Access to the platform or API</span><span bis_size='{"x":48,"y":1917,"w":0,"h":15,"abs_x":48,"abs_y":2004}' x><br bis_size='{"x":228,"y":1897,"w":0,"h":15,"abs_x":228,"abs_y":1984}' x><br bis_size='{"x":48,"y":1917,"w":0,"h":15,"abs_x":48,"abs_y":2004}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":1949,"w":1208,"h":40,"abs_x":48,"abs_y":2036}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":1949,"w":1208,"h":40,"abs_x":48,"abs_y":2036}' x><span bis_size='{"x":48,"y":1951,"w":231,"h":15,"abs_x":48,"abs_y":2038}' x>Rewards for data/model contributions</span><span bis_size='{"x":48,"y":1971,"w":0,"h":15,"abs_x":48,"abs_y":2058}' x><br bis_size='{"x":279,"y":1951,"w":0,"h":15,"abs_x":279,"abs_y":2038}' x><br bis_size='{"x":48,"y":1971,"w":0,"h":15,"abs_x":48,"abs_y":2058}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":2003,"w":1208,"h":40,"abs_x":48,"abs_y":2090}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":2003,"w":1208,"h":40,"abs_x":48,"abs_y":2090}' x><span bis_size='{"x":48,"y":2005,"w":117,"h":15,"abs_x":48,"abs_y":2092}' x>Governance voting</span><span bis_size='{"x":48,"y":2025,"w":0,"h":15,"abs_x":48,"abs_y":2112}' x><br bis_size='{"x":165,"y":2005,"w":0,"h":15,"abs_x":165,"abs_y":2092}' x><br bis_size='{"x":48,"y":2025,"w":0,"h":15,"abs_x":48,"abs_y":2112}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":2057,"w":1208,"h":40,"abs_x":48,"abs_y":2144}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":2057,"w":1208,"h":40,"abs_x":48,"abs_y":2144}' x><span bis_size='{"x":48,"y":2059,"w":178,"h":15,"abs_x":48,"abs_y":2146}' x>Staking or yield mechanisms</span><span bis_size='{"x":48,"y":2079,"w":0,"h":15,"abs_x":48,"abs_y":2166}' x><br bis_size='{"x":226,"y":2059,"w":0,"h":15,"abs_x":226,"abs_y":2146}' x><br bis_size='{"x":48,"y":2079,"w":0,"h":15,"abs_x":48,"abs_y":2166}' x></span></p>
</li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":2111,"w":1248,"h":20,"abs_x":8,"abs_y":2198}' x><strong><span bis_size='{"x":8,"y":2113,"w":154,"h":15,"abs_x":8,"abs_y":2200}' x>Community Engagement</span></strong></p>
<p dir="ltr" bis_size='{"x":8,"y":2145,"w":1248,"h":20,"abs_x":8,"abs_y":2232}' x><span bis_size='{"x":8,"y":2147,"w":891,"h":15,"abs_x":8,"abs_y":2234}' x>AI is complex. A strong, active community that explains, documents, and discusses the tech is a sign of a serious project, not a hype-driven one.<br><br></span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":2179,"w":1248,"h":20,"abs_x":8,"abs_y":2266}'><span bis_size='{"x":8,"y":2181,"w":207,"h":15,"abs_x":8,"abs_y":2268}' x>Top AI Presale Narratives in 2025</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":2213,"w":1248,"h":20,"abs_x":8,"abs_y":2300}' x><span bis_size='{"x":8,"y":2215,"w":578,"h":15,"abs_x":8,"abs_y":2302}' x>Lets look at the hottest sub-categories where the best AI crypto presale tokens are emerging:</span></p>
<p dir="ltr" bis_size='{"x":8,"y":2247,"w":1248,"h":20,"abs_x":8,"abs_y":2334}' x><strong><span bis_size='{"x":8,"y":2249,"w":170,"h":15,"abs_x":8,"abs_y":2336}' x>Autonomous Crypto Agents</span></strong></p>
<p dir="ltr" bis_size='{"x":8,"y":2281,"w":1248,"h":20,"abs_x":8,"abs_y":2368}' x><span bis_size='{"x":8,"y":2283,"w":1076,"h":15,"abs_x":8,"abs_y":2370}' x>These are AI bots designed to execute tasks like yield farming, arbitrage, or cross-chain swaps without human input. They operate via smart contracts and blockchain oracles.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":2315,"w":1248,"h":20,"abs_x":8,"abs_y":2402}' x><span bis_size='{"x":8,"y":2317,"w":58,"h":15,"abs_x":8,"abs_y":2404}' x>Example:</span><span bis_size='{"x":66,"y":2317,"w":487,"h":15,"abs_x":66,"abs_y":2404}' x> Presales for tokenized AI agents that self-learn and act as financial managers.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":2349,"w":1248,"h":20,"abs_x":8,"abs_y":2436}' x><strong><span bis_size='{"x":8,"y":2351,"w":189,"h":15,"abs_x":8,"abs_y":2438}' x>Decentralized AI Marketplaces</span></strong></p>
<p dir="ltr" bis_size='{"x":8,"y":2383,"w":1248,"h":20,"abs_x":8,"abs_y":2470}' x><span bis_size='{"x":8,"y":2385,"w":1045,"h":15,"abs_x":8,"abs_y":2472}' x>Projects offering a tokenized platform where developers can sell AI models or rent compute power. These are like Web3 versions of Hugging Face or OpenAIs API store.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":2417,"w":1248,"h":20,"abs_x":8,"abs_y":2504}' x><span bis_size='{"x":8,"y":2419,"w":58,"h":15,"abs_x":8,"abs_y":2506}' x>Example:</span><span bis_size='{"x":66,"y":2419,"w":508,"h":15,"abs_x":66,"abs_y":2506}' x> Tokens that power a decentralized ecosystem for hosting and monetizing AI tools.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":2451,"w":1248,"h":20,"abs_x":8,"abs_y":2538}' x><strong><span bis_size='{"x":8,"y":2453,"w":133,"h":15,"abs_x":8,"abs_y":2540}' x>Privacy-Preserving AI</span></strong></p>
<p dir="ltr" bis_size='{"x":8,"y":2485,"w":1248,"h":20,"abs_x":8,"abs_y":2572}' x><span bis_size='{"x":8,"y":2487,"w":1057,"h":15,"abs_x":8,"abs_y":2574}' x>Combining AI with zero-knowledge proofs or secure multiparty computation allows users to contribute data without revealing itan area with massive regulatory relevance.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":2519,"w":1248,"h":20,"abs_x":8,"abs_y":2606}' x><span bis_size='{"x":8,"y":2521,"w":58,"h":15,"abs_x":8,"abs_y":2608}' x>Example:</span><span bis_size='{"x":66,"y":2521,"w":508,"h":15,"abs_x":66,"abs_y":2608}' x> Presale coins that reward users for contributing encrypted data to train AI models.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":2557,"w":1248,"h":20,"abs_x":8,"abs_y":2644}' x><span bis_size='{"x":8,"y":2555,"w":178,"h":24,"abs_x":8,"abs_y":2642}' x>Risks to Consider</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":2594,"w":1248,"h":20,"abs_x":8,"abs_y":2681}' x><span bis_size='{"x":8,"y":2596,"w":485,"h":15,"abs_x":8,"abs_y":2683}' x>AI presales are promisingbut not risk-free. Heres what to be cautious about:</span></p>
<ul bis_size='{"x":8,"y":2628,"w":1248,"h":202,"abs_x":8,"abs_y":2715}' x>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":2628,"w":1208,"h":40,"abs_x":48,"abs_y":2715}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":2628,"w":1208,"h":40,"abs_x":48,"abs_y":2715}' x><span bis_size='{"x":48,"y":2630,"w":91,"h":15,"abs_x":48,"abs_y":2717}' x>Fake AI claims</span><span bis_size='{"x":139,"y":2630,"w":581,"h":15,"abs_x":139,"abs_y":2717}' x>: Some projects exaggerate their AI capabilities or use off-the-shelf models with no innovation.</span><span bis_size='{"x":48,"y":2650,"w":0,"h":15,"abs_x":48,"abs_y":2737}' x><br bis_size='{"x":720,"y":2630,"w":0,"h":15,"abs_x":720,"abs_y":2717}' x><br bis_size='{"x":48,"y":2650,"w":0,"h":15,"abs_x":48,"abs_y":2737}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":2682,"w":1208,"h":40,"abs_x":48,"abs_y":2769}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":2682,"w":1208,"h":40,"abs_x":48,"abs_y":2769}' x><span bis_size='{"x":48,"y":2684,"w":126,"h":15,"abs_x":48,"abs_y":2771}' x>Regulatory pressure</span><span bis_size='{"x":174,"y":2684,"w":637,"h":15,"abs_x":174,"abs_y":2771}' x>: Both AI and crypto are under increasing scrutiny. Projects without legal planning may face roadblocks.</span><span bis_size='{"x":48,"y":2704,"w":0,"h":15,"abs_x":48,"abs_y":2791}' x><br bis_size='{"x":811,"y":2684,"w":0,"h":15,"abs_x":811,"abs_y":2771}' x><br bis_size='{"x":48,"y":2704,"w":0,"h":15,"abs_x":48,"abs_y":2791}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":2736,"w":1208,"h":40,"abs_x":48,"abs_y":2823}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":2736,"w":1208,"h":40,"abs_x":48,"abs_y":2823}' x><span bis_size='{"x":48,"y":2738,"w":107,"h":15,"abs_x":48,"abs_y":2825}' x>Token utility gaps</span><span bis_size='{"x":155,"y":2738,"w":658,"h":15,"abs_x":155,"abs_y":2825}' x>: A token without real purpose becomes useless post-launch. Make sure the utility is functional from Day 1.</span><span bis_size='{"x":48,"y":2758,"w":0,"h":15,"abs_x":48,"abs_y":2845}' x><br bis_size='{"x":813,"y":2738,"w":0,"h":15,"abs_x":813,"abs_y":2825}' x><br bis_size='{"x":48,"y":2758,"w":0,"h":15,"abs_x":48,"abs_y":2845}' x></span></p>
</li>
<li dir="ltr" aria-level="1" bis_size='{"x":48,"y":2790,"w":1208,"h":40,"abs_x":48,"abs_y":2877}' x>
<p dir="ltr" role="presentation" bis_size='{"x":48,"y":2790,"w":1208,"h":40,"abs_x":48,"abs_y":2877}' x><span bis_size='{"x":48,"y":2792,"w":117,"h":15,"abs_x":48,"abs_y":2879}' x>Data security flaws</span><span bis_size='{"x":165,"y":2792,"w":561,"h":15,"abs_x":165,"abs_y":2879}' x>: Projects that handle sensitive information must prove their privacy infrastructure is sound.</span><span bis_size='{"x":48,"y":2812,"w":0,"h":15,"abs_x":48,"abs_y":2899}' x><br bis_size='{"x":726,"y":2792,"w":0,"h":15,"abs_x":726,"abs_y":2879}' x><br bis_size='{"x":48,"y":2812,"w":0,"h":15,"abs_x":48,"abs_y":2899}' x></span></p>
</li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":2844,"w":1248,"h":20,"abs_x":8,"abs_y":2931}' x><span bis_size='{"x":8,"y":2846,"w":776,"h":15,"abs_x":8,"abs_y":2933}' x>Always read the whitepaper, check the teams background, and confirm whether the AI use case is uniqueor just marketing.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":2881,"w":1248,"h":20,"abs_x":8,"abs_y":2968}' x><span bis_size='{"x":8,"y":2879,"w":114,"h":24,"abs_x":8,"abs_y":2966}' x>Conclusion</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":2919,"w":1248,"h":20,"abs_x":8,"abs_y":3006}' x><span bis_size='{"x":8,"y":2921,"w":1241,"h":15,"abs_x":8,"abs_y":3008}' x>The fusion of AI and blockchain is one of the most exciting frontiers in crypto. From intelligent agents to decentralized learning platforms, these projects are unlocking value in new, highly scalable ways.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":2953,"w":1248,"h":40,"abs_x":8,"abs_y":3040}' x><span bis_size='{"x":8,"y":2955,"w":182,"h":15,"abs_x":8,"abs_y":3042}' x>But the best AI crypto presale</span><span bis_size='{"x":190,"y":2955,"w":3,"h":15,"abs_x":190,"abs_y":3042}' x> </span><span bis_size='{"x":8,"y":2955,"w":1232,"h":35,"abs_x":8,"abs_y":3042}' x>opportunities arent always the ones with the loudest marketing. Theyre the ones with real technology, strong teams, practical use cases, and thoughtful tokenomics. In a world of noise, they quietly build ecosystems that attract real users and long-term holders.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":3007,"w":1248,"h":20,"abs_x":8,"abs_y":3094}' x><span bis_size='{"x":8,"y":3009,"w":880,"h":15,"abs_x":8,"abs_y":3096}' x>If you're looking to position yourself ahead of the curve in 2025, start by backing AI tokens that are solving actual problemsnot chasing hype.</span></p>
<p bis_size='{"x":8,"y":3041,"w":1248,"h":40,"abs_x":8,"abs_y":3128}' x><b id="docs-internal-guid-30fd89c8-7fff-14b2-3309-a22be78f735e" bis_size='{"x":8,"y":3063,"w":0,"h":15,"abs_x":8,"abs_y":3150}' x><br bis_size='{"x":8,"y":3043,"w":0,"h":15,"abs_x":8,"abs_y":3130}' x><br bis_size='{"x":8,"y":3063,"w":0,"h":15,"abs_x":8,"abs_y":3150}' x></b></p>]]> </content:encoded>
</item>

<item>
<title>How Accurate Are Crypto Calculator Predictions?</title>
<link>https://www.bipapartments.com/how-accurate-are-crypto-calculator-predictions</link>
<guid>https://www.bipapartments.com/how-accurate-are-crypto-calculator-predictions</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://www.bipapartments.com/uploads/images/202506/image_870x580_685a874c4625d.jpg" length="56808" type="image/jpeg"/>
<pubDate>Wed, 25 Jun 2025 02:09:19 +0600</pubDate>
<dc:creator>blockdag12</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="53" data-end="682">Crypto calculators have become essential tools for investors and miners who want to make quick, data-driven decisions. Whether youre trying to <strong data-start="197" data-end="225">calculate bitcoin mining</strong> profits or analyze potential gains from a new investment, these tools offer immediate insights based on user input and real-time data. But the question many ask is: <em data-start="391" data-end="481">How accurate are these predictionsespecially in a market as volatile as cryptocurrency?</em> To find out, we need to explore how crypto calculators work, what factors they rely on, and how dependable their forecasts are for the near future, such as a <strong data-start="640" data-end="681">bitcoin next 24 hours prediction 2025</strong>.</p>
<h3 data-start="689" data-end="720">How Crypto Calculators Work</h3>
<p data-start="722" data-end="869">Crypto calculators use mathematical formulas to help users estimate profits, losses, conversions, or mining returns. The core inputs often include:</p>
<ul data-start="870" data-end="1064">
<li data-start="870" data-end="912">
<p data-start="872" data-end="912">Current market price of a cryptocurrency</p>
</li>
<li data-start="913" data-end="946">
<p data-start="915" data-end="946">Quantity of coins held or mined</p>
</li>
<li data-start="947" data-end="972">
<p data-start="949" data-end="972">Entry or purchase price</p>
</li>
<li data-start="973" data-end="1010">
<p data-start="975" data-end="1010">Fees (transaction, network, or gas)</p>
</li>
<li data-start="1011" data-end="1064">
<p data-start="1013" data-end="1064">Time duration of the investment or mining operation</p>
</li>
</ul>
<p data-start="1066" data-end="1156">When it comes to mining, you can <a href="https://blockdag.network/crypto-mining-calculator" target="_blank" rel="noopener nofollow"><strong data-start="1099" data-end="1127">calculate bitcoin mining</strong></a> potential using inputs like:</p>
<ul data-start="1157" data-end="1244">
<li data-start="1157" data-end="1168">
<p data-start="1159" data-end="1168">Hash rate</p>
</li>
<li data-start="1169" data-end="1188">
<p data-start="1171" data-end="1188">Power consumption</p>
</li>
<li data-start="1189" data-end="1207">
<p data-start="1191" data-end="1207">Electricity cost</p>
</li>
<li data-start="1208" data-end="1223">
<p data-start="1210" data-end="1223">Block rewards</p>
</li>
<li data-start="1224" data-end="1244">
<p data-start="1226" data-end="1244">Network difficulty</p>
</li>
</ul>
<p data-start="1246" data-end="1383">Once the data is entered, the calculator processes it and delivers output like net profit, return on investment (ROI), or breakeven time.</p>
<h3 data-start="1390" data-end="1428">The Limits of Prediction in Crypto</h3>
<p data-start="1430" data-end="1652">While calculators are useful for crunching numbers, their predictions are only as reliable as the assumptions theyre based on. The biggest limitation comes from the <strong data-start="1596" data-end="1651">volatile and unpredictable nature of crypto markets</strong>.</p>
<p data-start="1654" data-end="1789">For instance, trying to rely on a <strong data-start="1688" data-end="1729">bitcoin next 24 hours prediction 2025</strong> is highly speculative. Market conditions can change due to:</p>
<ul data-start="1790" data-end="1949">
<li data-start="1790" data-end="1818">
<p data-start="1792" data-end="1818">News events or regulations</p>
</li>
<li data-start="1819" data-end="1860">
<p data-start="1821" data-end="1860">Whale trades and large-volume movements</p>
</li>
<li data-start="1861" data-end="1918">
<p data-start="1863" data-end="1918">Sudden changes in network activity or mining difficulty</p>
</li>
<li data-start="1919" data-end="1949">
<p data-start="1921" data-end="1949">Shifts in investor sentiment</p>
</li>
</ul>
<p data-start="1951" data-end="2228">Crypto calculators may include short-term projections based on technical indicators or past price behavior, but they cant foresee external factors that cause abrupt price swings. Therefore, their accuracy for near-term predictionssuch as hourly or daily forecastsis limited.</p>
<h3 data-start="2235" data-end="2278">Accuracy in Bitcoin Mining Calculations</h3>
<p data-start="2280" data-end="2470">When it comes to mining, calculators are generally <strong data-start="2331" data-end="2348">more reliable</strong>at least in the short term. Tools that help you <strong data-start="2397" data-end="2425">calculate bitcoin mining</strong> profits rely on fairly measurable variables:</p>
<ul data-start="2471" data-end="2658">
<li data-start="2471" data-end="2523">
<p data-start="2473" data-end="2523">You know your hardware specs and electricity costs</p>
</li>
<li data-start="2524" data-end="2593">
<p data-start="2526" data-end="2593">Block rewards and current network difficulty are publicly available</p>
</li>
<li data-start="2594" data-end="2658">
<p data-start="2596" data-end="2658">Bitcoins market price can be pulled from real-time data feeds</p>
</li>
</ul>
<p data-start="2660" data-end="2941">As long as the inputs remain constant, the output from a mining calculator will be accurate. However, unexpected changes in network difficulty or sudden drops in price can quickly make the predictions outdated. This is why its important to update your mining estimates frequently.</p>
<h3 data-start="2948" data-end="2989">Forecasting vs. Real-Time Calculation</h3>
<p data-start="2991" data-end="3217">It's important to distinguish between <strong data-start="3029" data-end="3054">real-time calculation</strong> and <strong data-start="3059" data-end="3074">forecasting</strong>. Most crypto calculators are built for the former  they help users analyze profits or losses <em data-start="3169" data-end="3180">as of now</em>, not what will happen in the future.</p>
<p data-start="3219" data-end="3377">That said, some tools attempt to include price forecasting elements, including features like a <a href="https://blockdag.network/blog/bitcoin-price-prediction-for-2025-2030-2040-2050-and-the-next-bull-run" target="_blank" rel="noopener nofollow"><strong data-start="3314" data-end="3355">bitcoin next 24 hours prediction 2025</strong></a>. These typically use:</p>
<ul data-start="3378" data-end="3492">
<li data-start="3378" data-end="3395">
<p data-start="3380" data-end="3395">Moving averages</p>
</li>
<li data-start="3396" data-end="3427">
<p data-start="3398" data-end="3427">RSI (Relative Strength Index)</p>
</li>
<li data-start="3428" data-end="3474">
<p data-start="3430" data-end="3474">MACD (Moving Average Convergence Divergence)</p>
</li>
<li data-start="3475" data-end="3492">
<p data-start="3477" data-end="3492">Volume analysis</p>
</li>
</ul>
<p data-start="3494" data-end="3711">However, even the best technical models cannot guarantee accuracy, especially for such a short time frame. While they can provide helpful signals or trend projections, traders should use them as guidance  not gospel.</p>
<h3 data-start="3718" data-end="3762">Improving the Accuracy of Your Estimates</h3>
<p data-start="3764" data-end="3837">To make crypto calculator predictions more dependable, follow these tips:</p>
<ol data-start="3838" data-end="4265">
<li data-start="3838" data-end="3921">
<p data-start="3841" data-end="3921"><strong data-start="3841" data-end="3868">Update inputs regularly</strong>: Use real-time prices and current mining difficulty.</p>
</li>
<li data-start="3922" data-end="4044">
<p data-start="3925" data-end="4044"><strong data-start="3925" data-end="3949">Factor in volatility</strong>: Create multiple scenarios (bullish, bearish, neutral) instead of relying on a single outcome.</p>
</li>
<li data-start="4045" data-end="4145">
<p data-start="4048" data-end="4145"><strong data-start="4048" data-end="4065">Combine tools</strong>: Use calculators alongside chart analysis, sentiment trackers, and news alerts.</p>
</li>
<li data-start="4146" data-end="4265">
<p data-start="4149" data-end="4265"><strong data-start="4149" data-end="4172">Avoid over-reliance</strong>: Treat calculator results as one part of your decision-making process, not the entire basis.</p>
</li>
</ol>
<h3 data-start="4272" data-end="4286">Conclusion</h3>
<p data-start="4288" data-end="4708">Crypto calculators are powerful tools that help investors and miners estimate outcomes quickly and efficiently. For tasks like <strong data-start="4415" data-end="4443">calculate bitcoin mining</strong>, they offer high accuracy  provided that real-time data is used. However, when it comes to short-term market predictions like the <strong data-start="4575" data-end="4616">bitcoin next 24 hours prediction 2025</strong>, their reliability drops significantly due to the markets volatility and unpredictability.</p>
<p data-start="4710" data-end="5042" data-is-last-node="" data-is-only-node="">Ultimately, crypto calculators are best used for scenario planning and real-time analysis. Theyre useful guides, but they cant predict the future with certainty. Always combine their insights with broader market knowledge and risk management strategies to make well-informed decisions in the ever-changing world of cryptocurrency.</p>]]> </content:encoded>
</item>

</channel>
</rss>