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<title>Columbus News Times &#45; : Crypto</title>
<link>https://www.columbusnewstimes.com/rss/category/crypto</link>
<description>Columbus News Times &#45; : Crypto</description>
<dc:language>en</dc:language>
<dc:rights>Copyright 2025 Columbus News Times &#45; All Rights Reserved.</dc:rights>

<item>
<title>Raspberry Hills | Raspberry Hills Clothing | Get 30% Of&amp;quot;</title>
<link>https://www.columbusnewstimes.com/Raspberry-Hills</link>
<guid>https://www.columbusnewstimes.com/Raspberry-Hills</guid>
<description><![CDATA[ Raspberry Hills | Raspberry Hills Clothing | Get 30% Of&quot;Raspberry Hills | Raspberry Hills Clothing | Get 30% Of&quot; ]]></description>
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<pubDate>Thu, 17 Jul 2025 21:57:03 +0600</pubDate>
<dc:creator>AHSANSSSa</dc:creator>
<media:keywords>Raspberry Hills |</media:keywords>
<content:encoded><![CDATA[<h2 data-start="187" data-end="244" bis_size='{"x":8,"y":17,"w":636,"h":20,"abs_x":310,"abs_y":1010}'>Raspberry Hills Clothing: Redefining Streetwear Culture</h2>
<p data-start="246" data-end="555" bis_size='{"x":8,"y":54,"w":636,"h":80,"abs_x":310,"abs_y":1047}'>In the fast-paced world of fashion, Raspberry Hills Clothing has carved its place as a <strong data-start="333" data-end="360" bis_size='{"x":8,"y":56,"w":577,"h":36,"abs_x":310,"abs_y":1049}'>modern streetwear brand</strong> known for its originality, comfort,<strong bis_size='{"x":323,"y":76,"w":106,"h":16,"abs_x":625,"abs_y":1069}'><a href="https://raspberryhill.com.co/" bis_size='{"x":323,"y":76,"w":106,"h":16,"abs_x":625,"abs_y":1069}' rel="nofollow"> Raspberry Hills</a></strong> and youth-focused style. With a growing fanbase and stylish designs, the brand stands out from the crowd  offering more than just clothing. It's a statement.</p>
<h2 data-start="557" data-end="586" bis_size='{"x":8,"y":152,"w":636,"h":20,"abs_x":310,"abs_y":1145}'>A New Era of Urban Fashion</h2>
<p data-start="588" data-end="834" bis_size='{"x":8,"y":189,"w":636,"h":60,"abs_x":310,"abs_y":1182}'><strong bis_size='{"x":8,"y":191,"w":163,"h":16,"abs_x":310,"abs_y":1184}'><a href="https://raspberryhill.com.co/" bis_size='{"x":8,"y":191,"w":163,"h":16,"abs_x":310,"abs_y":1184}' rel="nofollow">Raspberry Hills Clothing</a></strong> represents a new era where fashion and individuality come together. The brand was built with one purpose: to create pieces that allow people to express themselves confidently through <strong data-start="796" data-end="833" bis_size='{"x":59,"y":231,"w":207,"h":16,"abs_x":361,"abs_y":1224}'>stylish, street-inspired clothing</strong>.</p>
<p data-start="836" data-end="1028" bis_size='{"x":8,"y":263,"w":636,"h":40,"abs_x":310,"abs_y":1256}'>Unlike traditional fashion labels, <strong bis_size='{"x":208,"y":265,"w":157,"h":16,"abs_x":510,"abs_y":1258}'><a href="https://raspberryhill.com.co/" bis_size='{"x":208,"y":265,"w":157,"h":16,"abs_x":510,"abs_y":1258}' rel="nofollow">Raspberry Hills Hoodie </a></strong>is driven by creativity, not rules. Its designs reflect art, emotion, and youth energy  everything modern streetwear lovers are looking for.</p>
<h2 data-start="1030" data-end="1064" bis_size='{"x":8,"y":321,"w":636,"h":20,"abs_x":310,"abs_y":1314}'>Built for Comfort and Long Wear</h2>
<p data-start="1066" data-end="1277" bis_size='{"x":8,"y":358,"w":636,"h":40,"abs_x":310,"abs_y":1351}'>One of the most appreciated qualities of Raspberry Hills is the <strong data-start="1130" data-end="1167" bis_size='{"x":395,"y":360,"w":228,"h":16,"abs_x":697,"abs_y":1353}'>comfortable and durable materials</strong> used in every item. Whether it's a hoodie or a graphic t-shirt, youll notice the difference in feel and fit.</p>
<p data-start="1279" data-end="1312" bis_size='{"x":8,"y":412,"w":636,"h":20,"abs_x":310,"abs_y":1405}'>What makes the quality stand out?</p>
<ul data-start="1314" data-end="1464" bis_size='{"x":8,"y":446,"w":636,"h":88,"abs_x":310,"abs_y":1439}'>
<li data-start="1314" data-end="1368" bis_size='{"x":48,"y":446,"w":596,"h":20,"abs_x":350,"abs_y":1439}'>
<p data-start="1316" data-end="1368" bis_size='{"x":48,"y":446,"w":596,"h":20,"abs_x":350,"abs_y":1439}'><strong data-start="1316" data-end="1347" bis_size='{"x":48,"y":448,"w":190,"h":16,"abs_x":350,"abs_y":1441}'>Soft and heavyweight cotton</strong> that feels premium</p>
</li>
<li data-start="1369" data-end="1418" bis_size='{"x":48,"y":480,"w":596,"h":20,"abs_x":350,"abs_y":1473}'>
<p data-start="1371" data-end="1418" bis_size='{"x":48,"y":480,"w":596,"h":20,"abs_x":350,"abs_y":1473}'><strong data-start="1371" data-end="1393" bis_size='{"x":48,"y":482,"w":122,"h":16,"abs_x":350,"abs_y":1475}'>Breathable fabrics</strong> perfect for daily wear</p>
</li>
<li data-start="1419" data-end="1464" bis_size='{"x":48,"y":514,"w":596,"h":20,"abs_x":350,"abs_y":1507}'>
<p data-start="1421" data-end="1464" bis_size='{"x":48,"y":514,"w":596,"h":20,"abs_x":350,"abs_y":1507}'><strong data-start="1421" data-end="1441" bis_size='{"x":48,"y":516,"w":106,"h":16,"abs_x":350,"abs_y":1509}'>Sturdy stitching</strong> for long-lasting use</p>
</li>
</ul>
<p data-start="1466" data-end="1540" bis_size='{"x":8,"y":548,"w":636,"h":20,"abs_x":310,"abs_y":1541}'>Their clothes arent just made to look good  theyre made to be lived in.</p>
<h2 data-start="1542" data-end="1572" bis_size='{"x":8,"y":585,"w":636,"h":20,"abs_x":310,"abs_y":1578}'>Streetwear That Turns Heads</h2>
<p data-start="1574" data-end="1820" bis_size='{"x":8,"y":623,"w":636,"h":60,"abs_x":310,"abs_y":1616}'>Raspberry Hills Clothing offers unique pieces that are <strong data-start="1629" data-end="1667" bis_size='{"x":342,"y":625,"w":214,"h":16,"abs_x":644,"abs_y":1618}'>bold, clean, and full of character</strong>. Their collections often feature oversized silhouettes, minimal branding, and standout designs that instantly grab attention without being over-the-top.</p>
<p data-start="1822" data-end="1845" bis_size='{"x":8,"y":697,"w":636,"h":20,"abs_x":310,"abs_y":1690}'>Popular pieces include:</p>
<ul data-start="1847" data-end="2068" bis_size='{"x":8,"y":731,"w":636,"h":122,"abs_x":310,"abs_y":1724}'>
<li data-start="1847" data-end="1903" bis_size='{"x":48,"y":731,"w":596,"h":20,"abs_x":350,"abs_y":1724}'>
<p data-start="1849" data-end="1903" bis_size='{"x":48,"y":731,"w":596,"h":20,"abs_x":350,"abs_y":1724}'><strong data-start="1849" data-end="1870" bis_size='{"x":48,"y":733,"w":122,"h":16,"abs_x":350,"abs_y":1726}'>Signature hoodies</strong> with puff or embroidered logos</p>
</li>
<li data-start="1904" data-end="1947" bis_size='{"x":48,"y":765,"w":596,"h":20,"abs_x":350,"abs_y":1758}'>
<p data-start="1906" data-end="1947" bis_size='{"x":48,"y":765,"w":596,"h":20,"abs_x":350,"abs_y":1758}'><strong data-start="1906" data-end="1922" bis_size='{"x":48,"y":767,"w":77,"h":16,"abs_x":350,"abs_y":1760}'>Stylish tees</strong> with artistic graphics</p>
</li>
<li data-start="1948" data-end="2010" bis_size='{"x":48,"y":799,"w":596,"h":20,"abs_x":350,"abs_y":1792}'>
<p data-start="1950" data-end="2010" bis_size='{"x":48,"y":799,"w":596,"h":20,"abs_x":350,"abs_y":1792}'><strong data-start="1950" data-end="1967" bis_size='{"x":48,"y":801,"w":93,"h":16,"abs_x":350,"abs_y":1794}'>Matching sets</strong> perfect for coordinated streetwear looks</p>
</li>
<li data-start="2011" data-end="2068" bis_size='{"x":48,"y":833,"w":596,"h":20,"abs_x":350,"abs_y":1826}'>
<p data-start="2013" data-end="2068" bis_size='{"x":48,"y":833,"w":596,"h":20,"abs_x":350,"abs_y":1826}'><strong data-start="2013" data-end="2031" bis_size='{"x":48,"y":835,"w":104,"h":16,"abs_x":350,"abs_y":1828}'>Seasonal drops</strong> featuring rare colorways and designs</p>
</li>
</ul>
<p data-start="2070" data-end="2160" bis_size='{"x":8,"y":867,"w":636,"h":20,"abs_x":310,"abs_y":1860}'>If you want fashion that reflects your personality, Raspberry Hills delivers exactly that.</p>
<h2 data-start="2162" data-end="2186" bis_size='{"x":8,"y":904,"w":636,"h":20,"abs_x":310,"abs_y":1897}'>A Voice for the Youth</h2>
<p data-start="2188" data-end="2427" bis_size='{"x":8,"y":942,"w":636,"h":60,"abs_x":310,"abs_y":1935}'>Raspberry Hills connects deeply with <strong data-start="2225" data-end="2263" bis_size='{"x":240,"y":944,"w":229,"h":16,"abs_x":542,"abs_y":1937}'>young creatives, skaters, students</strong>, and anyone who wants to wear fashion with purpose. The brand represents <strong data-start="2337" data-end="2376" bis_size='{"x":315,"y":964,"w":239,"h":16,"abs_x":617,"abs_y":1957}'>freedom, boldness, and authenticity</strong>  values that many people admire in today's world.</p>
<p data-start="2429" data-end="2560" bis_size='{"x":8,"y":1016,"w":636,"h":40,"abs_x":310,"abs_y":2009}'>Their designs often speak without saying a word, allowing wearers to express their vibe, mood, and identity through what they wear.</p>
<h2 data-start="2562" data-end="2595" bis_size='{"x":8,"y":1073,"w":636,"h":20,"abs_x":310,"abs_y":2066}'>Limited Drops, Exclusive Vibes</h2>
<p data-start="2597" data-end="2862" bis_size='{"x":8,"y":1111,"w":636,"h":60,"abs_x":310,"abs_y":2104}'>One thing that fans love about Raspberry Hills is their <strong data-start="2653" data-end="2681" bis_size='{"x":342,"y":1113,"w":154,"h":16,"abs_x":644,"abs_y":2106}'>limited edition releases</strong>. Collections are only available in small numbers, which creates a sense of exclusivity and excitement. When you wear Raspberry Hills, youre wearing something <strong data-start="2841" data-end="2861" bis_size='{"x":274,"y":1153,"w":115,"h":16,"abs_x":576,"abs_y":2146}'>not everyone has</strong>.</p>
<p data-start="2864" data-end="2980" bis_size='{"x":8,"y":1185,"w":636,"h":40,"abs_x":310,"abs_y":2178}'>This strategy also keeps the brand fresh and in demand  every drop becomes a moment that followers look forward to.</p>
<h2 data-start="2982" data-end="3007" bis_size='{"x":8,"y":1242,"w":636,"h":20,"abs_x":310,"abs_y":2235}'>Affordable Yet Premium</h2>
<p data-start="3009" data-end="3270" bis_size='{"x":8,"y":1279,"w":636,"h":60,"abs_x":310,"abs_y":2272}'>Raspberry Hills Clothing brings <strong data-start="3041" data-end="3084" bis_size='{"x":204,"y":1281,"w":244,"h":16,"abs_x":506,"abs_y":2274}'>high-quality streetwear at a fair price</strong>. While not the cheapest brand out there, it provides amazing value for what you pay. The materials, designs, and packaging all reflect a premium experience without designer-level costs.</p>
<p data-start="3272" data-end="3389" bis_size='{"x":8,"y":1353,"w":636,"h":40,"abs_x":310,"abs_y":2346}'>For fashion lovers who want <strong data-start="3300" data-end="3342" bis_size='{"x":186,"y":1355,"w":259,"h":16,"abs_x":488,"abs_y":2348}'>quality and style without overspending</strong>, Raspberry Hills is the perfect middle ground.</p>
<h2 data-start="3391" data-end="3429" bis_size='{"x":8,"y":1411,"w":636,"h":20,"abs_x":310,"abs_y":2404}'>How to Buy Raspberry Hills Clothing</h2>
<p data-start="3431" data-end="3719" bis_size='{"x":8,"y":1448,"w":636,"h":60,"abs_x":310,"abs_y":2441}'>The easiest way to shop Raspberry Hills is through their <strong data-start="3488" data-end="3508" bis_size='{"x":358,"y":1450,"w":100,"h":16,"abs_x":660,"abs_y":2443}'>official website</strong>. Thats where youll find the latest collections, exclusive drops, and limited-time offers. Since stock can sell out fast, its a good idea to follow the brand on Instagram and TikTok to catch drop dates early.</p>
<h2 data-start="3721" data-end="3738" bis_size='{"x":8,"y":1526,"w":636,"h":20,"abs_x":310,"abs_y":2519}'>Final Thoughts</h2>
<p data-start="3740" data-end="4016" bis_size='{"x":8,"y":1563,"w":636,"h":60,"abs_x":310,"abs_y":2556}'>Raspberry Hills Clothing is not just about fashion  its about <strong data-start="3804" data-end="3827" bis_size='{"x":390,"y":1565,"w":140,"h":16,"abs_x":692,"abs_y":2558}'>creating a movement</strong>. The brand celebrates freedom, self-expression, and street culture with every piece. If youre looking for something fresh, bold, and meaningful to wear, Raspberry Hills is worth the hype.</p>]]> </content:encoded>
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<item>
<title>Best Bitcoin Miners &amp;amp; Will Ethereum Go Up  Mining for Answers</title>
<link>https://www.columbusnewstimes.com/best-bitcoin-miners-will-ethereum-go-up-mining-for-answers</link>
<guid>https://www.columbusnewstimes.com/best-bitcoin-miners-will-ethereum-go-up-mining-for-answers</guid>
<description><![CDATA[ Explore the best bitcoin miner options and discover insights into the big question: will Ethereum go up in the evolving crypto world. ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202507/image_870x580_687745c8806b8.jpg" length="84988" type="image/jpeg"/>
<pubDate>Wed, 16 Jul 2025 21:30:21 +0600</pubDate>
<dc:creator>blockdag2025</dc:creator>
<media:keywords>best bitcoin miner</media:keywords>
<content:encoded><![CDATA[<p data-start="237" data-end="697" bis_size='{"x":8,"y":13,"w":549,"h":120,"abs_x":310,"abs_y":1041}'>The world of cryptocurrency is shifting faster than ever. Whether you're a newcomer exploring digital assets or a seasoned investor, understanding mining hardware and future price trends is vital. Crypto mining has moved far beyond hobbyists with home rigs. Today, the <strong data-start="506" data-end="528" bis_size='{"x":105,"y":75,"w":120,"h":15,"abs_x":407,"abs_y":1103}'>best bitcoin miner</strong> can mean the difference between profitability and loss. At the same time, many investors are asking an important question <strong data-start="653" data-end="676" bis_size='{"x":8,"y":95,"w":490,"h":35,"abs_x":310,"abs_y":1123}'>will Ethereum go up</strong> in the coming years?</p>
<p data-start="699" data-end="941" bis_size='{"x":8,"y":147,"w":549,"h":60,"abs_x":310,"abs_y":1175}'>This article dives deep into two powerful themes: which bitcoin miners deliver the highest returns, and whether Ethereums trajectory still looks bullish. Lets break it down and explore where the opportunities lie in this evolving landscape.</p>
<h2 data-start="948" data-end="989" bis_size='{"x":8,"y":240,"w":549,"h":20,"abs_x":310,"abs_y":1268}'>What Makes the<strong data-start="966" data-end="988" bis_size='{"x":172,"y":235,"w":212,"h":30,"abs_x":474,"abs_y":1263}'>Best Bitcoin Miner</strong>?</h2>
<p data-start="991" data-end="1194" bis_size='{"x":8,"y":278,"w":549,"h":60,"abs_x":310,"abs_y":1306}'>Choosing the <a href="https://blockdag.network/crypto-mining-rigs" rel="nofollow"><strong data-start="1004" data-end="1026" bis_size='{"x":94,"y":280,"w":120,"h":15,"abs_x":396,"abs_y":1308}'>best bitcoin miner</strong></a> is not just about high hash rates. Its about balancing efficiency, power consumption, and return on investment. Heres what to look for when considering a mining rig:</p>
<ul data-start="1196" data-end="1686" bis_size='{"x":8,"y":352,"w":549,"h":202,"abs_x":310,"abs_y":1380}'>
<li data-start="1196" data-end="1348" bis_size='{"x":48,"y":352,"w":509,"h":40,"abs_x":350,"abs_y":1380}'>
<p data-start="1198" data-end="1348" bis_size='{"x":48,"y":352,"w":509,"h":40,"abs_x":350,"abs_y":1380}'><strong data-start="1198" data-end="1211" bis_size='{"x":48,"y":354,"w":68,"h":15,"abs_x":350,"abs_y":1382}'>Hash Rate</strong>: This is the speed at which your miner can solve blockchain equations. A higher hash rate means more chances of earning bitcoin rewards.</p>
</li>
<li data-start="1349" data-end="1462" bis_size='{"x":48,"y":406,"w":509,"h":40,"abs_x":350,"abs_y":1434}'>
<p data-start="1351" data-end="1462" bis_size='{"x":48,"y":406,"w":509,"h":40,"abs_x":350,"abs_y":1434}'><strong data-start="1351" data-end="1372" bis_size='{"x":48,"y":408,"w":117,"h":15,"abs_x":350,"abs_y":1436}'>Energy Efficiency</strong>: A miner that consumes less power but delivers strong performance is more cost-effective.</p>
</li>
<li data-start="1463" data-end="1569" bis_size='{"x":48,"y":460,"w":509,"h":40,"abs_x":350,"abs_y":1488}'>
<p data-start="1465" data-end="1569" bis_size='{"x":48,"y":460,"w":509,"h":40,"abs_x":350,"abs_y":1488}'><strong data-start="1465" data-end="1479" bis_size='{"x":48,"y":462,"w":64,"h":15,"abs_x":350,"abs_y":1490}'>Durability</strong>: Long-term performance depends on reliable hardware that can operate under constant load.</p>
</li>
<li data-start="1570" data-end="1686" bis_size='{"x":48,"y":514,"w":509,"h":40,"abs_x":350,"abs_y":1542}'>
<p data-start="1572" data-end="1686" bis_size='{"x":48,"y":514,"w":509,"h":40,"abs_x":350,"abs_y":1542}'><strong data-start="1572" data-end="1593" bis_size='{"x":48,"y":516,"w":132,"h":15,"abs_x":350,"abs_y":1544}'>Cooling Mechanism</strong>: Miners generate intense heat. Efficient cooling systems improve lifespan and mining uptime.</p>
</li>
</ul>
<p data-start="1688" data-end="1871" bis_size='{"x":8,"y":568,"w":549,"h":60,"abs_x":310,"abs_y":1596}'>In todays market, the <strong data-start="1711" data-end="1733" bis_size='{"x":145,"y":570,"w":120,"h":15,"abs_x":447,"abs_y":1598}'>best bitcoin miner</strong> is one that offers a strategic balance of power and profit. You want a machine that maximizes output while keeping energy bills in check.</p>
<h2 data-start="1878" data-end="1913" bis_size='{"x":8,"y":661,"w":549,"h":20,"abs_x":310,"abs_y":1689}'>Why Bitcoin Mining Still Matters</h2>
<p data-start="1915" data-end="2260" bis_size='{"x":8,"y":699,"w":549,"h":80,"abs_x":310,"abs_y":1727}'>Some believe that bitcoin mining is no longer profitable due to halving events and rising difficulty levels. But thats only half the story. With Bitcoin adoption expanding globally and institutional interest growing, the demand for freshly mined coins still exists. And with smart hardware investment, miners can maintain strong profit margins.</p>
<p data-start="2262" data-end="2297" bis_size='{"x":8,"y":793,"w":549,"h":20,"abs_x":310,"abs_y":1821}'>Heres how mining remains relevant:</p>
<ul data-start="2299" data-end="2561" bis_size='{"x":8,"y":827,"w":549,"h":128,"abs_x":310,"abs_y":1855}'>
<li data-start="2299" data-end="2389" bis_size='{"x":48,"y":827,"w":509,"h":40,"abs_x":350,"abs_y":1855}'>
<p data-start="2301" data-end="2389" bis_size='{"x":48,"y":827,"w":509,"h":40,"abs_x":350,"abs_y":1855}'><strong data-start="2301" data-end="2327" bis_size='{"x":48,"y":829,"w":150,"h":15,"abs_x":350,"abs_y":1857}'>Decentralized Security</strong>: Miners validate transactions and secure the Bitcoin network.</p>
</li>
<li data-start="2390" data-end="2476" bis_size='{"x":48,"y":881,"w":509,"h":20,"abs_x":350,"abs_y":1909}'>
<p data-start="2392" data-end="2476" bis_size='{"x":48,"y":881,"w":509,"h":20,"abs_x":350,"abs_y":1909}'><strong data-start="2392" data-end="2410" bis_size='{"x":48,"y":883,"w":108,"h":15,"abs_x":350,"abs_y":1911}'>Steady Rewards</strong>: Despite halvings, block rewards still offer lucrative potential.</p>
</li>
<li data-start="2477" data-end="2561" bis_size='{"x":48,"y":915,"w":509,"h":40,"abs_x":350,"abs_y":1943}'>
<p data-start="2479" data-end="2561" bis_size='{"x":48,"y":915,"w":509,"h":40,"abs_x":350,"abs_y":1943}'><strong data-start="2479" data-end="2497" bis_size='{"x":48,"y":917,"w":115,"h":15,"abs_x":350,"abs_y":1945}'>Growing Demand</strong>: Bitcoin scarcity combined with demand creates long-term value.</p>
</li>
</ul>
<p data-start="2563" data-end="2732" bis_size='{"x":8,"y":969,"w":549,"h":40,"abs_x":310,"abs_y":1997}'>The real edge lies in picking the <strong data-start="2597" data-end="2619" bis_size='{"x":208,"y":971,"w":120,"h":15,"abs_x":510,"abs_y":1999}'>best bitcoin miner</strong> that fits your electricity rate and location. Smart miners focus on energy optimization and sustainable methods.</p>
<h2 data-start="2739" data-end="2784" bis_size='{"x":8,"y":1041,"w":549,"h":20,"abs_x":310,"abs_y":2069}'>Ethereum: The Shift from Mining to Staking</h2>
<p data-start="2786" data-end="3064" bis_size='{"x":8,"y":1079,"w":549,"h":80,"abs_x":310,"abs_y":2107}'>Ethereums transition from proof-of-work to proof-of-stake shook the mining world. It ended traditional Ethereum mining but unlocked a new layer of value through staking. This shift makes people wonder <strong data-start="2990" data-end="3013" bis_size='{"x":226,"y":1121,"w":133,"h":15,"abs_x":528,"abs_y":2149}'>will Ethereum go up</strong>, especially in a market flooded with alternatives?</p>
<p data-start="3066" data-end="3154" bis_size='{"x":8,"y":1173,"w":549,"h":20,"abs_x":310,"abs_y":2201}'>While mining Ethereum is no longer viable, the network itself continues to grow through:</p>
<ul data-start="3156" data-end="3305" bis_size='{"x":8,"y":1207,"w":549,"h":122,"abs_x":310,"abs_y":2235}'>
<li data-start="3156" data-end="3202" bis_size='{"x":48,"y":1207,"w":509,"h":20,"abs_x":350,"abs_y":2235}'>
<p data-start="3158" data-end="3202" bis_size='{"x":48,"y":1207,"w":509,"h":20,"abs_x":350,"abs_y":2235}'><strong data-start="3158" data-end="3190" bis_size='{"x":48,"y":1209,"w":191,"h":15,"abs_x":350,"abs_y":2237}'>Decentralized Finance (DeFi)</strong> expansion</p>
</li>
<li data-start="3203" data-end="3242" bis_size='{"x":48,"y":1241,"w":509,"h":20,"abs_x":350,"abs_y":2269}'>
<p data-start="3205" data-end="3242" bis_size='{"x":48,"y":1241,"w":509,"h":20,"abs_x":350,"abs_y":2269}'><strong data-start="3205" data-end="3222" bis_size='{"x":48,"y":1243,"w":94,"h":15,"abs_x":350,"abs_y":2271}'>NFT platforms</strong> built on Ethereum</p>
</li>
<li data-start="3243" data-end="3278" bis_size='{"x":48,"y":1275,"w":509,"h":20,"abs_x":350,"abs_y":2303}'>
<p data-start="3245" data-end="3278" bis_size='{"x":48,"y":1275,"w":509,"h":20,"abs_x":350,"abs_y":2303}'>Ongoing <strong data-start="3253" data-end="3276" bis_size='{"x":104,"y":1277,"w":131,"h":15,"abs_x":406,"abs_y":2305}'>Layer 2 innovations</strong></p>
</li>
<li data-start="3279" data-end="3305" bis_size='{"x":48,"y":1309,"w":509,"h":20,"abs_x":350,"abs_y":2337}'>
<p data-start="3281" data-end="3305" bis_size='{"x":48,"y":1309,"w":509,"h":20,"abs_x":350,"abs_y":2337}'>Institutional adoption</p>
</li>
</ul>
<p data-start="3307" data-end="3502" bis_size='{"x":8,"y":1343,"w":549,"h":60,"abs_x":310,"abs_y":2371}'>Ethereum remains a central player in the crypto ecosystem. The question of <strong data-start="3382" data-end="3405" bis_size='{"x":8,"y":1345,"w":495,"h":35,"abs_x":310,"abs_y":2373}'>will Ethereum go up</strong> depends on how these utilities evolve and whether they continue attracting users and developers.</p>
<h2 data-start="3509" data-end="3548" bis_size='{"x":8,"y":1435,"w":549,"h":20,"abs_x":310,"abs_y":2463}'>Comparing Mining Power: Then and Now</h2>
<p data-start="3550" data-end="3765" bis_size='{"x":8,"y":1473,"w":549,"h":60,"abs_x":310,"abs_y":2501}'>Bitcoin mining has become a full-fledged industry. Unlike earlier times, when a laptop could mine a few coins, todays miners need industrial-grade hardware. Heres what separates old-school setups from modern rigs:</p>
<p data-start="3767" data-end="3795" bis_size='{"x":8,"y":1547,"w":549,"h":20,"abs_x":310,"abs_y":2575}'><strong data-start="3767" data-end="3795" bis_size='{"x":8,"y":1549,"w":161,"h":15,"abs_x":310,"abs_y":2577}'>Then (Early Mining Era):</strong></p>
<ul data-start="3796" data-end="3857" bis_size='{"x":8,"y":1581,"w":549,"h":88,"abs_x":310,"abs_y":2609}'>
<li data-start="3796" data-end="3818" bis_size='{"x":48,"y":1581,"w":509,"h":20,"abs_x":350,"abs_y":2609}'>
<p data-start="3798" data-end="3818" bis_size='{"x":48,"y":1581,"w":509,"h":20,"abs_x":350,"abs_y":2609}'>Simple CPUs and GPUs</p>
</li>
<li data-start="3819" data-end="3836" bis_size='{"x":48,"y":1615,"w":509,"h":20,"abs_x":350,"abs_y":2643}'>
<p data-start="3821" data-end="3836" bis_size='{"x":48,"y":1615,"w":509,"h":20,"abs_x":350,"abs_y":2643}'>Low competition</p>
</li>
<li data-start="3837" data-end="3857" bis_size='{"x":48,"y":1649,"w":509,"h":20,"abs_x":350,"abs_y":2677}'>
<p data-start="3839" data-end="3857" bis_size='{"x":48,"y":1649,"w":509,"h":20,"abs_x":350,"abs_y":2677}'>Mined coins easily</p>
</li>
</ul>
<p data-start="3859" data-end="3887" bis_size='{"x":8,"y":1683,"w":549,"h":20,"abs_x":310,"abs_y":2711}'><strong data-start="3859" data-end="3887" bis_size='{"x":8,"y":1685,"w":173,"h":15,"abs_x":310,"abs_y":2713}'>Now (Modern Mining Era):</strong></p>
<ul data-start="3888" data-end="3963" bis_size='{"x":8,"y":1717,"w":549,"h":88,"abs_x":310,"abs_y":2745}'>
<li data-start="3888" data-end="3904" bis_size='{"x":48,"y":1717,"w":509,"h":20,"abs_x":350,"abs_y":2745}'>
<p data-start="3890" data-end="3904" bis_size='{"x":48,"y":1717,"w":509,"h":20,"abs_x":350,"abs_y":2745}'>Advanced ASICs</p>
</li>
<li data-start="3905" data-end="3925" bis_size='{"x":48,"y":1751,"w":509,"h":20,"abs_x":350,"abs_y":2779}'>
<p data-start="3907" data-end="3925" bis_size='{"x":48,"y":1751,"w":509,"h":20,"abs_x":350,"abs_y":2779}'>Global competition</p>
</li>
<li data-start="3926" data-end="3963" bis_size='{"x":48,"y":1785,"w":509,"h":20,"abs_x":350,"abs_y":2813}'>
<p data-start="3928" data-end="3963" bis_size='{"x":48,"y":1785,"w":509,"h":20,"abs_x":350,"abs_y":2813}'>Higher rewards for efficient setups</p>
</li>
</ul>
<p data-start="3965" data-end="4165" bis_size='{"x":8,"y":1819,"w":549,"h":60,"abs_x":310,"abs_y":2847}'>Thats why identifying the <strong data-start="3992" data-end="4014" bis_size='{"x":168,"y":1821,"w":120,"h":15,"abs_x":470,"abs_y":2849}'>best bitcoin miner</strong> is crucial for anyone entering the market today. Machines are more expensive, but with the right knowledge and setup, they can be extremely rewarding.</p>
<h2 data-start="4172" data-end="4219" bis_size='{"x":8,"y":1912,"w":549,"h":20,"abs_x":310,"abs_y":2940}'>How to Choose the Right Miner for Your Needs</h2>
<p data-start="4221" data-end="4351" bis_size='{"x":8,"y":1949,"w":549,"h":40,"abs_x":310,"abs_y":2977}'>Not everyone can start a massive mining farm. But there are ways to scale mining to your budget and goals. Consider these factors:</p>
<ul data-start="4353" data-end="4828" bis_size='{"x":8,"y":2003,"w":549,"h":202,"abs_x":310,"abs_y":3031}'>
<li data-start="4353" data-end="4460" bis_size='{"x":48,"y":2003,"w":509,"h":40,"abs_x":350,"abs_y":3031}'>
<p data-start="4355" data-end="4460" bis_size='{"x":48,"y":2003,"w":509,"h":40,"abs_x":350,"abs_y":3031}'><strong data-start="4355" data-end="4377" bis_size='{"x":48,"y":2005,"w":129,"h":15,"abs_x":350,"abs_y":3033}'>Budget Constraints</strong>: Start with smaller, more efficient miners if you're working with limited capital.</p>
</li>
<li data-start="4461" data-end="4570" bis_size='{"x":48,"y":2057,"w":509,"h":40,"abs_x":350,"abs_y":3085}'>
<p data-start="4463" data-end="4570" bis_size='{"x":48,"y":2057,"w":509,"h":40,"abs_x":350,"abs_y":3085}'><strong data-start="4463" data-end="4483" bis_size='{"x":48,"y":2059,"w":101,"h":15,"abs_x":350,"abs_y":3087}'>Electricity Cost</strong>: Your location matters. Areas with cheap electricity drastically increase your profit.</p>
</li>
<li data-start="4571" data-end="4687" bis_size='{"x":48,"y":2111,"w":509,"h":40,"abs_x":350,"abs_y":3139}'>
<p data-start="4573" data-end="4687" bis_size='{"x":48,"y":2111,"w":509,"h":40,"abs_x":350,"abs_y":3139}'><strong data-start="4573" data-end="4590" bis_size='{"x":48,"y":2113,"w":97,"h":15,"abs_x":350,"abs_y":3141}'>Noise &amp; Space</strong>: Miners can be loud and require proper ventilation. Choose hardware that suits your environment.</p>
</li>
<li data-start="4688" data-end="4828" bis_size='{"x":48,"y":2165,"w":509,"h":40,"abs_x":350,"abs_y":3193}'>
<p data-start="4690" data-end="4828" bis_size='{"x":48,"y":2165,"w":509,"h":40,"abs_x":350,"abs_y":3193}'><strong data-start="4690" data-end="4706" bis_size='{"x":48,"y":2167,"w":85,"h":15,"abs_x":350,"abs_y":3195}'>Resale Value</strong>: Some machines hold value better than others. A quality <strong data-start="4763" data-end="4785" bis_size='{"x":48,"y":2167,"w":467,"h":35,"abs_x":350,"abs_y":3195}'>best bitcoin miner</strong> often resells easily in secondary markets.</p>
</li>
</ul>
<p data-start="4830" data-end="4937" bis_size='{"x":8,"y":2219,"w":549,"h":40,"abs_x":310,"abs_y":3247}'>Before you buy, research the long-term value of the machine and make sure it aligns with your mining goals.</p>
<h2 data-start="4944" data-end="5001" bis_size='{"x":8,"y":2292,"w":549,"h":20,"abs_x":310,"abs_y":3320}'>Real-World Use Case: Profitability with Smart Strategy</h2>
<p data-start="5003" data-end="5300" bis_size='{"x":8,"y":2329,"w":549,"h":80,"abs_x":310,"abs_y":3357}'>Lets consider a simple use case. A miner based in a region with $0.06 per kWh electricity cost sets up a mid-range ASIC with a hash rate of 100 TH/s. With rising transaction fees and periodic network congestion, the miner earns more than expected not just from block rewards but also from fees.</p>
<p data-start="5302" data-end="5519" bis_size='{"x":8,"y":2423,"w":549,"h":60,"abs_x":310,"abs_y":3451}'>The key takeaway? With the <strong data-start="5329" data-end="5351" bis_size='{"x":187,"y":2425,"w":120,"h":15,"abs_x":489,"abs_y":3453}'>best bitcoin miner</strong>, even individual miners can build a steady stream of crypto income. The barrier to entry is higher than before, but so is the potential return for those who plan well.</p>
<h2 data-start="5526" data-end="5581" bis_size='{"x":8,"y":2516,"w":549,"h":20,"abs_x":310,"abs_y":3544}'>Future Outlook: Can Bitcoin Mining Stay Sustainable?</h2>
<p data-start="5583" data-end="5832" bis_size='{"x":8,"y":2553,"w":549,"h":60,"abs_x":310,"abs_y":3581}'>Mining critics often point to energy consumption as a red flag. But the future of mining is shifting toward greener methods. Solar-powered farms, hydro-electric setups, and geothermal initiatives are already replacing older, energy-draining systems.</p>
<p data-start="5834" data-end="6076" bis_size='{"x":8,"y":2627,"w":549,"h":60,"abs_x":310,"abs_y":3655}'>Whats more, with bitcoin being seen increasingly as digital gold, miners are becoming more selective and efficient. Owning the <strong data-start="5962" data-end="5984" bis_size='{"x":259,"y":2649,"w":120,"h":15,"abs_x":561,"abs_y":3677}'>best bitcoin miner</strong> not only helps profitability but also ensures miners contribute responsibly to the network.</p>
<h2 data-start="6083" data-end="6127" bis_size='{"x":8,"y":2720,"w":549,"h":20,"abs_x":310,"abs_y":3748}'>How Ethereum Factors into Mining Strategy</h2>
<p data-start="6129" data-end="6373" bis_size='{"x":8,"y":2758,"w":549,"h":60,"abs_x":310,"abs_y":3786}'>While Ethereum is no longer mined, its still deeply relevant in crypto strategy. Staking now provides a different avenue to earn yield. And many former Ethereum miners have redirected their efforts to coins still using proof-of-work consensus.</p>
<p data-start="6375" data-end="6435" bis_size='{"x":8,"y":2832,"w":549,"h":20,"abs_x":310,"abs_y":3860}'>However, the big question remains <a href="https://blockdag.network/blog/will-ethereum-hit-10k-will-ethereum-go-up-in-2025" bis_size='{"x":230,"y":2834,"w":133,"h":15,"abs_x":532,"abs_y":3862}' rel="nofollow"><strong data-start="6411" data-end="6434" bis_size='{"x":230,"y":2834,"w":133,"h":15,"abs_x":532,"abs_y":3862}'>will Ethereum go up</strong></a>?</p>
<p data-start="6437" data-end="6483" bis_size='{"x":8,"y":2866,"w":549,"h":20,"abs_x":310,"abs_y":3894}'>As of now, Ethereums fundamentals are strong:</p>
<ul data-start="6485" data-end="6589" bis_size='{"x":8,"y":2900,"w":549,"h":88,"abs_x":310,"abs_y":3928}'>
<li data-start="6485" data-end="6511" bis_size='{"x":48,"y":2900,"w":509,"h":20,"abs_x":350,"abs_y":3928}'>
<p data-start="6487" data-end="6511" bis_size='{"x":48,"y":2900,"w":509,"h":20,"abs_x":350,"abs_y":3928}'>Smart contract dominance</p>
</li>
<li data-start="6512" data-end="6555" bis_size='{"x":48,"y":2934,"w":509,"h":20,"abs_x":350,"abs_y":3962}'>
<p data-start="6514" data-end="6555" bis_size='{"x":48,"y":2934,"w":509,"h":20,"abs_x":350,"abs_y":3962}'>Constant upgrades like Proto-Danksharding</p>
</li>
<li data-start="6556" data-end="6589" bis_size='{"x":48,"y":2968,"w":509,"h":20,"abs_x":350,"abs_y":3996}'>
<p data-start="6558" data-end="6589" bis_size='{"x":48,"y":2968,"w":509,"h":20,"abs_x":350,"abs_y":3996}'>Resilience through bear markets</p>
</li>
</ul>
<p data-start="6591" data-end="6869" bis_size='{"x":8,"y":3002,"w":549,"h":80,"abs_x":310,"abs_y":4030}'>Before the conclusion, its important to revisit the major investor sentiment: <strong data-start="6670" data-end="6693" bis_size='{"x":8,"y":3004,"w":487,"h":35,"abs_x":310,"abs_y":4032}'>will Ethereum go up</strong> as adoption increases? The signs suggest that it could especially as it becomes more scalable and efficient with new Ethereum Improvement Proposals (EIPs) being implemented.</p>
<h2 data-start="6876" data-end="6889" bis_size='{"x":8,"y":3099,"w":549,"h":20,"abs_x":310,"abs_y":4127}'>Conclusion</h2>
<p data-start="6891" data-end="7234" bis_size='{"x":8,"y":3137,"w":549,"h":80,"abs_x":310,"abs_y":4165}'>Bitcoin mining is not dead it has evolved. The opportunity now lies in smart decisions, including selecting the <strong data-start="7005" data-end="7027" bis_size='{"x":149,"y":3159,"w":120,"h":15,"abs_x":451,"abs_y":4187}'>best bitcoin miner</strong> based on performance, power efficiency, and long-term ROI. With blockchain continuing to disrupt finance and digital ownership, mining remains a powerful tool for earning passive income in the crypto world.</p>
<p data-start="7236" data-end="7527" bis_size='{"x":8,"y":3231,"w":549,"h":80,"abs_x":310,"abs_y":4259}'>As for Ethereum, its no longer about mining but about staking, development, and adaptability. And while predictions should always be cautious, the key question <strong data-start="7399" data-end="7422" bis_size='{"x":8,"y":3253,"w":516,"h":35,"abs_x":310,"abs_y":4281}'>will Ethereum go up</strong> leans positively when considering current adoption trends, innovations, and institutional involvement.</p>
<p data-start="7529" data-end="7701" data-is-last-node="" data-is-only-node="" bis_size='{"x":8,"y":3325,"w":549,"h":40,"abs_x":310,"abs_y":4353}'>The crypto market never sleeps. But with the right miner in hand and a close watch on Ethereums evolution, todays investor can find the edge needed for long-term success.</p>]]> </content:encoded>
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<title>Why IrieVeda’s CCF Tea Is the Ayurvedic Secret Your Gut Will Love</title>
<link>https://www.columbusnewstimes.com/why-irievedas-ccf-tea-is-the-ayurvedic-secret-your-gut-will-love</link>
<guid>https://www.columbusnewstimes.com/why-irievedas-ccf-tea-is-the-ayurvedic-secret-your-gut-will-love</guid>
<description><![CDATA[ Discover the powerful digestive benefits of CCF Tea by IrieVeda. A caffeine-free, Ayurvedic blend of cumin, coriander, and fennel designed to restore balance. ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202507/image_870x580_6870e2856a4e2.jpg" length="143793" type="image/jpeg"/>
<pubDate>Sat, 12 Jul 2025 01:08:25 +0600</pubDate>
<dc:creator>IrieVeda</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="525" data-end="902">When it comes to gut health, sometimes the most effective solutions are also the simplest. Thats the beauty of CCF Tea, a traditional Ayurvedic blend made from just three humble seedscumin, coriander, and fennel. At IrieVeda, weve embraced this time-honored formula to create a soothing, supportive tea that promotes digestion, detoxification, and daily balance.</p>
<p data-start="904" data-end="1297">CCF stands for cumin, coriander, and fennelthree herbs known in Ayurveda for their ability to kindle agni, or digestive fire. This trio works in harmony to reduce bloating, improve nutrient absorption, and support the body's natural detox process. IrieVedas version of <a href="https://www.irieveda.com/collections/savor-wellness-irieveda-s-sipping-spice-blend-collection/products/calm-charm-ccf-tea" rel="nofollow">CCF Tea</a> is caffeine-free, making it perfect for any time of dayespecially after meals or during digestive discomfort.</p>
<p data-start="1299" data-end="1553">Midway through your busy day, when energy dips or your stomach feels off, a warm cup of CCF Tea can offer gentle relief and grounding. The subtle, earthy flavor is both comforting and restorative, helping the body recalibrate without overstimulation.</p>
<p data-start="1555" data-end="1877">What sets IrieVeda apart is our commitment to purity. Our herbs are 100% organic, fair-trade, and sourced with intention. We produce our blends in a dedicated facility in West Chester, PA thats top 23 allergen free, certified gluten free, and FODMAP Friendlyso even sensitive systems can enjoy every sip with confidence.</p>
<p data-start="1879" data-end="2145">Our CCF Tea can be brewed traditionally with boiling water or simmered on the stove for a more concentrated elixir. Its ideal for those looking to reduce reliance on caffeine, manage bloating naturally, or simply infuse more Ayurvedic practices into daily life.</p>
<p data-start="2147" data-end="2384">At IrieVeda, we believe wellness starts from withinand that the smallest ingredients often make the biggest impact. Our CCF Tea is a simple yet powerful way to reconnect with your body and support your digestive system holistically.</p>
<p data-start="2386" data-end="2601">Whether youre beginning your wellness journey or deepening your Ayurvedic routine, IrieVedas CCF Tea is a must-have in your kitchen. Sip your way to better digestion, more clarity, and a calmer, more balanced you.</p>
<hr data-start="2603" data-end="2606">]]> </content:encoded>
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<item>
<title>PEPE Coin Price &#45; Breakout or Bull Trap ?</title>
<link>https://www.columbusnewstimes.com/pepe-coin-price</link>
<guid>https://www.columbusnewstimes.com/pepe-coin-price</guid>
<description><![CDATA[ In April 2023, Pepe Coin ($PEPE) quietly hopped onto the crypto scene, drawing inspiration from the internet’s iconic frog meme. PEPE Coin is up 3.83% over the past week, with a 24-hour trading volume surging 114.65% to $1.38B. ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202507/image_870x580_686f91101f4a5.jpg" length="54367" type="image/jpeg"/>
<pubDate>Fri, 11 Jul 2025 01:31:14 +0600</pubDate>
<dc:creator>Anna Walker</dc:creator>
<media:keywords>price prediction, PEPECOIN</media:keywords>
<content:encoded><![CDATA[<p data-start="118" data-end="549">Fast-forward to 2025, and this memecoin is no joke  sitting comfortably in theTop 30 by market cap. With $4.65B in valuation and over 461K holders, PEPE is making waves again. But with recent price consolidation, many are asking: Is this just a breather  or the beginning of the end?</p>
<p data-start="118" data-end="549">Explore <a href="https://coinpedia.org/price-prediction/pepecoin-pepe-price-prediction/" rel="nofollow">PEPE Price Prediction 2025, 2026 - 2030</a> for long-term growth expectations, and key factors driving future performance.</p>
<h1 data-start="118" data-end="549">PEPE Token Price</h1>
<p><img 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" 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<p></p>
<p>Pepe Coin ($PEPE) is currently trading at $0.00001107, While the token remains60.52% below its all-time high of $0.00002803 it has impressively rebounded 19,968% from its all-time low of $0.00000005514  a testament to its volatile yet resilient trajectory according to <a href="https://markets.coinpedia.org/" rel="nofollow">Coinpedia Markets</a>.</p>
<h3>Whales Accumulate as PEPE Gears Up for Potential Breakout</h3>
<p>According to Santiment, whale activity around PEPE has surged significantly since late June, with transactions over $100K and $1M spiking sharply. Between June 29 and July 9, whales scooped up approximately 9 trillion PEPE tokensworth over $90 millionmarking a 1.75% increase in their total holdings.</p>
<p><img 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" width="731" height="251" style="display: block; margin-left: auto; margin-right: auto;"></p>
<p>This accumulation trend mirrors a 2.9% decline in exchange supply, indicating that large holders are moving their tokens to cold storagea classic bullish signal. The sharp jump in whale transactions on July 9 aligns with PEPEs ongoing price rally, suggesting that smart money is preparing for a potential breakout.</p>
<p>Looking ahead to 2030, Pepe Coins long-term outlook remains optimistic, backed by its strong community-driven foundation. Analysts project an average price of $0.0001822 by 2030, representing a substantial leap from current levels.</p>
<p></p>]]> </content:encoded>
</item>

<item>
<title>Best Cryptos to Stake – An Ultimate Guide to Crypto Staking</title>
<link>https://www.columbusnewstimes.com/best-crypto-to-stake</link>
<guid>https://www.columbusnewstimes.com/best-crypto-to-stake</guid>
<description><![CDATA[ Crypto staking is more than just a buzzword—it&#039;s a practical way to make your crypto holdings work for you. With staking rewards ranging from modest yields on Ethereum to high returns on newer tokens like Bitcoin Minetrix, there’s something for everyone. ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202507/image_870x580_686cb9ce02a40.jpg" length="54627" type="image/jpeg"/>
<pubDate>Tue, 08 Jul 2025 21:27:26 +0600</pubDate>
<dc:creator>falknerwilson</dc:creator>
<media:keywords>best crypto to stake</media:keywords>
<content:encoded><![CDATA[<p data-start="63" data-end="563" style="text-align: justify;">As the crypto market continues to expand and attract more investors, many are looking beyond just buying and holding digital assets. One of the most popular strategies gaining traction is <strong data-start="251" data-end="269">crypto staking</strong>a way to earn passive income by supporting blockchain networks. If you've heard about staking but want to understand what it really is, how it works, and which cryptos and platforms are <a href="https://blockdag.network/blog/best-cryptos-to-stake-an-ultimate-guide-to-crypto-staking" rel="nofollow"><strong><span data-sheets-root="1">best staking crypto</span></strong></a> in 2025, this guide is for you. We'll break down everything you need to know in simple terms.</p>
<hr data-start="565" data-end="568">
<h2 data-start="570" data-end="599" style="text-align: justify;">1. What Is Crypto Staking?</h2>
<p data-start="601" data-end="839" style="text-align: justify;">Crypto staking involves <strong data-start="625" data-end="683">locking up your cryptocurrency in a wallet or platform</strong> to help secure and operate a blockchain network. This process is a key feature of cryptocurrencies that use a <strong data-start="794" data-end="818">Proof of Stake (PoS)</strong> consensus mechanism.</p>
<p data-start="841" data-end="1164" style="text-align: justify;">In a PoS system, stakers validate transactions and maintain network security by staking or committing their coins. In return, they receive rewardsusually paid in the same cryptocurrencykind of like earning interest on a savings account. This creates a win-win: the network stays secure, and stakers earn passive income.</p>
<hr data-start="1166" data-end="1169">
<h2 data-start="1171" data-end="1206" style="text-align: justify;">2. How Does Crypto Staking Work?</h2>
<p data-start="1208" data-end="1496" style="text-align: justify;">When you stake crypto, you essentially "lock" your coins for a certain period. These locked coins help the blockchain verify transactions and add new blocks. The longer and more coins you stake, the higher your chances of being selected to validate transactions, which means more rewards.</p>
<p data-start="1498" data-end="1661" style="text-align: justify;">Staking is accessible to everyone, whether you are a beginner or an experienced investor. Many platforms offer easy-to-use staking services with no complex setups.</p>
<hr data-start="1663" data-end="1666">
<h2 data-start="1668" data-end="1700" style="text-align: justify;">3. Is Crypto Staking Taxable?</h2>
<p data-start="1702" data-end="2012" style="text-align: justify;">Yes, staking rewards are generally considered <strong data-start="1748" data-end="1766">taxable income</strong> in most countries, including the U.S. and the U.K. The taxable amount is usually based on the market value of the rewards when you gain control of them. Additionally, if you later sell or trade these earned tokens, you may owe capital gains tax.</p>
<p data-start="2014" data-end="2163" style="text-align: justify;">Tax reporting for staking can be complicated, so many investors use tools like <strong data-start="2093" data-end="2107">CoinLedger</strong> to track their staking income and simplify tax filings.</p>
<hr data-start="2165" data-end="2168">
<h2 data-start="2170" data-end="2211" style="text-align: justify;">4. Top 5 Best Cryptos to Stake in 2025</h2>
<h3 data-start="2213" data-end="2236" style="text-align: justify;">4.1 BlockDAG (BDAG)</h3>
<p data-start="2238" data-end="2464" style="text-align: justify;">BlockDAG is an exciting newcomer set to revolutionize blockchain technology. Unlike traditional blockchains, BlockDAG uses a <strong data-start="2363" data-end="2395">Directed Acyclic Graph (DAG)</strong> structure, improving speed, scalability, security, and transparency.</p>
<p data-start="2466" data-end="2783" style="text-align: justify;">Staking BDAG supports this innovative networks development, and despite being in its 2025 presale phase, early investors are already seeing an astonishing <strong data-start="2622" data-end="2659">2,340% return on investment (ROI)</strong>. As adoption grows, staking rewards are expected to increase, making BDAG one of the most promising cryptos to stake today.</p>
<hr data-start="2785" data-end="2788">
<h3 data-start="2790" data-end="2812" style="text-align: justify;">4.2 Ethereum (ETH)</h3>
<p data-start="2814" data-end="3084" style="text-align: justify;">Ethereum is the <strong data-start="2830" data-end="2863">second-largest cryptocurrency</strong> by market cap and has transitioned from Proof of Work (PoW) to a PoS consensus with Ethereum 2.0. Its smart contract platform supports thousands of decentralized applications, making ETH highly versatile and widely used.</p>
<p data-start="3086" data-end="3271" style="text-align: justify;">Staking ETH offers an <strong data-start="3108" data-end="3155">Annual Percentage Yield (APY) of up to 4.3%</strong>. Its a reliable option due to its established ecosystem, flexible staking durations, and scalability improvements.</p>
<hr data-start="3273" data-end="3276">
<h3 data-start="3278" data-end="3299" style="text-align: justify;">4.3 Cardano (ADA)</h3>
<p data-start="3301" data-end="3522" style="text-align: justify;">Cardano is another top crypto based on market capitalization. Known for its strong research-driven approach, ADA offers investors a straightforward way to earn staking rewards simply by holding coins in supported wallets.</p>
<p data-start="3524" data-end="3649" style="text-align: justify;">Its reputation for reliability and ease of use makes Cardano a popular staking choice, offering consistent rewards over time.</p>
<hr data-start="3651" data-end="3654">
<h3 data-start="3656" data-end="3689" style="text-align: justify;">4.4 Bitcoin Minetrix (BTCMTX)</h3>
<p data-start="3691" data-end="3897" style="text-align: justify;">Bitcoin Minetrix aims to bring eco-friendly solutions to Bitcoin mining through an <strong data-start="3774" data-end="3803">Ethereum-based blockchain</strong>. Its a high-reward staking option where you stake BTCMTX tokens and earn Bitcoin as rewards.</p>
<p data-start="3899" data-end="4048" style="text-align: justify;">The standout feature here is the <strong data-start="3932" data-end="3963">incredible APY of over 500%</strong>, making it highly attractive for risk-tolerant investors who want substantial gains.</p>
<hr data-start="4050" data-end="4053">
<h3 data-start="4055" data-end="4079" style="text-align: justify;">4.5 Meme Kombat (MK)</h3>
<p data-start="4081" data-end="4271" style="text-align: justify;">Meme Kombat adds a playful twist by combining crypto with AI-enhanced meme battles. Though its a meme coina category known for volatilityit offers staking rewards as high as <strong data-start="4258" data-end="4270">112% APY</strong>.</p>
<p data-start="4273" data-end="4401" style="text-align: justify;">Due to its high-risk nature, MK is suitable for those willing to accept more volatility in exchange for potentially big rewards.</p>
<hr data-start="4403" data-end="4406">
<h2 data-start="4408" data-end="4444" style="text-align: justify;">5. Top 5 Crypto Staking Platforms</h2>
<h3 data-start="4446" data-end="4462" style="text-align: justify;">5.1 Coinbase</h3>
<ul data-start="4464" data-end="4725" style="text-align: justify;">
<li data-start="4464" data-end="4529">
<p data-start="4466" data-end="4529"><strong data-start="4466" data-end="4487">Supported Assets:</strong> 15+ cryptocurrencies including ETC, ADA</p>
</li>
<li data-start="4530" data-end="4725">
<p data-start="4532" data-end="4725"><strong data-start="4532" data-end="4546">APY Range:</strong> 1% to 13%<br data-start="4556" data-end="4559">Coinbase is one of the most trusted and beginner-friendly platforms. It shows your earnings clearly and offers flexible staking without locking your assets long-term.</p>
</li>
</ul>
<hr data-start="4727" data-end="4730">
<h3 data-start="4732" data-end="4747" style="text-align: justify;">5.2 Binance</h3>
<ul data-start="4749" data-end="5010" style="text-align: justify;">
<li data-start="4749" data-end="4809">
<p data-start="4751" data-end="4809"><strong data-start="4751" data-end="4772">Supported Assets:</strong> Wide range including XRP, ADA, LTC</p>
</li>
<li data-start="4810" data-end="5010">
<p data-start="4812" data-end="5010"><strong data-start="4812" data-end="4826">APY Range:</strong> Up to 30%<br data-start="4836" data-end="4839">Binance offers diverse ways to earn passive income beyond staking, such as dual investments and farming. Its <strong data-start="4948" data-end="4965">daily rewards</strong> feature is handy for automatic reinvestment.</p>
</li>
</ul>
<hr data-start="5012" data-end="5015">
<h3 data-start="5017" data-end="5031" style="text-align: justify;">5.3 KuCoin</h3>
<ul data-start="5033" data-end="5230" style="text-align: justify;">
<li data-start="5033" data-end="5097">
<p data-start="5035" data-end="5097"><strong data-start="5035" data-end="5056">Supported Assets:</strong> 40+ cryptocurrencies like AVAX and ADA</p>
</li>
<li data-start="5098" data-end="5230">
<p data-start="5100" data-end="5230"><strong data-start="5100" data-end="5114">APY Range:</strong> 1% to 16%<br data-start="5124" data-end="5127">KuCoin is known for its variety of earning options, including staking, savings, and promotional offers.</p>
</li>
</ul>
<hr data-start="5232" data-end="5235">
<h3 data-start="5237" data-end="5255" style="text-align: justify;">5.4 Crypto.com</h3>
<ul data-start="5257" data-end="5503" style="text-align: justify;">
<li data-start="5257" data-end="5325">
<p data-start="5259" data-end="5325"><strong data-start="5259" data-end="5280">Supported Assets:</strong> 10+ cryptocurrencies including ETH and ADA</p>
</li>
<li data-start="5326" data-end="5503">
<p data-start="5328" data-end="5503"><strong data-start="5328" data-end="5342">APY Range:</strong> 1% to 14%<br data-start="5352" data-end="5355">Crypto.com offers competitive interest rates influenced by staking amount, term, and CRO token lockups, plus exclusive benefits for private members.</p>
</li>
</ul>
<hr data-start="5505" data-end="5508">
<h3 data-start="5510" data-end="5524" style="text-align: justify;">5.5 Kraken</h3>
<ul data-start="5526" data-end="5747" style="text-align: justify;">
<li data-start="5526" data-end="5594">
<p data-start="5528" data-end="5594"><strong data-start="5528" data-end="5549">Supported Assets:</strong> 15 blockchains including ETH, SOL, and DOT</p>
</li>
<li data-start="5595" data-end="5747">
<p data-start="5597" data-end="5747"><strong data-start="5597" data-end="5611">APY Range:</strong> 1% to 13%<br data-start="5621" data-end="5624">Kraken simplifies staking with one-click options and offers both flexible and fixed-term staking with low minimum deposits.</p>
</li>
</ul>
<hr data-start="5749" data-end="5752">
<h2 data-start="5754" data-end="5802" style="text-align: justify;">6. Maximize Your Earnings with Crypto Staking</h2>
<p data-start="5804" data-end="6008" style="text-align: justify;">Just like crypto mining, staking has become one of the leading methods to earn rewards in the crypto space. Beyond passive income, staking connects you with a community and supports blockchain innovation.</p>
<p data-start="6010" data-end="6199" style="text-align: justify;">Whether you choose a cutting-edge project like <strong data-start="6057" data-end="6069">BlockDAG</strong> or a more established crypto like <strong data-start="6104" data-end="6116">Ethereum</strong>, staking offers opportunities to diversify your portfolio and earn steady returns.</p>
<p data-start="6201" data-end="6372" style="text-align: justify;">To get started, pick a trustworthy staking platform, choose cryptos that fit your risk profile, and keep an eye on market developments to adjust your strategy accordingly.</p>
<hr data-start="6374" data-end="6377">
<h2 data-start="6379" data-end="6399" style="text-align: justify;">7. Final Thoughts</h2>
<p data-start="6401" data-end="6655" style="text-align: justify;">Crypto staking is more than just a buzzwordit's a practical way to make your crypto holdings work for you. With staking rewards ranging from modest yields on Ethereum to high returns on newer tokens like Bitcoin Minetrix, theres something for everyone.</p>
<p data-start="6657" data-end="6785" style="text-align: justify;">However, always remember the crypto market is volatile. Conduct your own research, consider tax implications, and invest wisely.</p>
<p data-start="6787" data-end="6929" style="text-align: justify;">Ready to unlock your staking potential? Explore the cryptos and platforms discussed here and watch your crypto portfolio grow while you sleep!</p>]]> </content:encoded>
</item>

<item>
<title>Tax Implications: How a Crypto Calculator Can Help</title>
<link>https://www.columbusnewstimes.com/tax-implications-how-a-crypto-calculator-can-help</link>
<guid>https://www.columbusnewstimes.com/tax-implications-how-a-crypto-calculator-can-help</guid>
<description><![CDATA[  ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202507/image_870x580_6867b3db296fc.jpg" length="55841" type="image/jpeg"/>
<pubDate>Sat, 05 Jul 2025 01:59:24 +0600</pubDate>
<dc:creator>blockdag12</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="56" data-end="551" bis_size='{"x":8,"y":14,"w":636,"h":100,"abs_x":310,"abs_y":1007}'>As cryptocurrency adoption continues to grow, so does the attention from tax authorities around the world. Whether youre trading, investing, or mining, crypto transactions often carry tax obligations that can be complex to calculate. Fortunately, a <strong data-start="306" data-end="327" bis_size='{"x":277,"y":56,"w":112,"h":16,"abs_x":579,"abs_y":1049}'>crypto calculator</strong> can simplify this process by helping users track earnings, estimate liabilities, and maintain accurate records. Understanding how this tool works can save time, reduce errors, and ensure full compliance with local tax laws.</p>
<h3 data-start="553" data-end="580" bis_size='{"x":8,"y":130,"w":636,"h":20,"abs_x":310,"abs_y":1123}'>Why Crypto Taxes Matter</h3>
<p data-start="582" data-end="980" bis_size='{"x":8,"y":166,"w":636,"h":80,"abs_x":310,"abs_y":1159}'>Every time you sell, trade, or even convert cryptocurrency, a taxable event may occur. For most tax systems, profits made from these transactions are considered capital gains and must be reported. This means that if you buy a coin at a lower price and sell it for more, the profit is subject to tax. On the other hand, losses can sometimes be used to offset gains, reducing your overall tax burden.</p>
<p data-start="982" data-end="1364" bis_size='{"x":8,"y":260,"w":636,"h":80,"abs_x":310,"abs_y":1253}'>Failing to track these details can lead to underreporting, legal penalties, or missed deductions. Thats why accurate record-keeping is essential  and its where a <a href="https://blockdag.network/crypto-mining-calculator" target="_blank" rel="noopener nofollow" bis_size='{"x":384,"y":282,"w":152,"h":16,"abs_x":686,"abs_y":1275}'><strong data-start="1147" data-end="1175" bis_size='{"x":384,"y":282,"w":152,"h":16,"abs_x":686,"abs_y":1275}'>crypto calculator profit</strong></a> feature proves invaluable. Instead of trying to sift through hundreds of transactions manually, users can use a calculator to estimate their total gains and losses for a given time period.</p>
<h3 data-start="1366" data-end="1419" bis_size='{"x":8,"y":357,"w":636,"h":20,"abs_x":310,"abs_y":1350}'>The Role of a Crypto Calculator in Tax Estimation</h3>
<p data-start="1421" data-end="1745" bis_size='{"x":8,"y":393,"w":636,"h":80,"abs_x":310,"abs_y":1386}'>A crypto calculator helps users organize and understand their taxable events. By inputting basic data such as purchase price, sale price, and transaction fees, the tool can instantly calculate profit or loss for each trade. When these calculations are aggregated over time, they provide a solid foundation for tax reporting.</p>
<p data-start="1747" data-end="2046" bis_size='{"x":8,"y":487,"w":636,"h":60,"abs_x":310,"abs_y":1480}'>Many calculators also allow users to include date-based inputs, which are useful for distinguishing between short-term and long-term capital gains. Since tax rates may vary depending on how long an asset is held, this feature adds a layer of accuracy that is often overlooked in manual calculations.</p>
<p data-start="2048" data-end="2306" bis_size='{"x":8,"y":561,"w":636,"h":60,"abs_x":310,"abs_y":1554}'>For users who engage in frequent trading or portfolio diversification, a calculator saves hours of manual work and helps avoid costly mistakes. Additionally, keeping a clear summary of crypto earnings simplifies the process when preparing annual tax filings.</p>
<h3 data-start="2308" data-end="2359" bis_size='{"x":8,"y":637,"w":636,"h":20,"abs_x":310,"abs_y":1630}'>Can You Mine Dogecoin? Know the Tax Rules First</h3>
<p data-start="2361" data-end="2653" bis_size='{"x":8,"y":674,"w":636,"h":60,"abs_x":310,"abs_y":1667}'>The question, <strong data-start="2375" data-end="2403" bis_size='{"x":96,"y":676,"w":179,"h":16,"abs_x":398,"abs_y":1669}'><a href="https://blockdag.network/blog/how-to-mine-dogecoin-in-2025-doge-mining-strategies-revealed" target="_blank" rel="noopener nofollow">can you mine Dogecoin</a>?</strong> comes up often, especially among new crypto users interested in mining as a source of income. While the technical answer is yes  Dogecoin can be mined with the right equipment and setup  its important to understand the tax side of mining as well.</p>
<p data-start="2655" data-end="2987" bis_size='{"x":8,"y":748,"w":636,"h":80,"abs_x":310,"abs_y":1741}'>Mining activities are typically treated as taxable income. When you successfully mine Dogecoin, the fair market value of the coin at the time it is received is considered income and should be reported. If you later sell the mined Dogecoin at a different price, you may also face capital gains or losses based on the change in value.</p>
<p data-start="2989" data-end="3322" bis_size='{"x":8,"y":842,"w":636,"h":80,"abs_x":310,"abs_y":1835}'>Here again, a crypto calculator becomes a key tool. It can help miners determine <strong data-start="3070" data-end="3098" bis_size='{"x":8,"y":844,"w":615,"h":36,"abs_x":310,"abs_y":1837}'>crypto calculator profit</strong>, factoring in variables like energy costs, equipment depreciation, and market prices. By calculating both the immediate income and potential future gains, the tool allows miners to keep their tax records clear and accurate.</p>
<h3 data-start="3324" data-end="3352" bis_size='{"x":8,"y":938,"w":636,"h":20,"abs_x":310,"abs_y":1931}'>Record-Keeping Made Easy</h3>
<p data-start="3354" data-end="3681" bis_size='{"x":8,"y":975,"w":636,"h":80,"abs_x":310,"abs_y":1968}'>Another benefit of using a crypto calculator is that it encourages disciplined record-keeping. Good calculators often allow users to download or store reports of their transactions, including timestamps, coin amounts, and resulting profits. This information can be used to prepare tax returns or respond to audits if necessary.</p>
<p data-start="3683" data-end="3939" bis_size='{"x":8,"y":1069,"w":636,"h":60,"abs_x":310,"abs_y":2062}'>Even if youre only casually involved in crypto, keeping a detailed log of your transactions helps avoid future complications. For regular traders or miners, automated tools are essential for managing the large volumes of data and tax scenarios that arise.</p>
<h3 data-start="3941" data-end="3955" bis_size='{"x":8,"y":1145,"w":636,"h":20,"abs_x":310,"abs_y":2138}'>Conclusion</h3>
<p data-start="3957" data-end="4530" data-is-last-node="" data-is-only-node="" bis_size='{"x":8,"y":1181,"w":636,"h":120,"abs_x":310,"abs_y":2174}'>With cryptocurrencies becoming a more prominent part of the global financial landscape, tax compliance is no longer optional  its a necessity. A <strong data-start="4104" data-end="4125" bis_size='{"x":339,"y":1203,"w":112,"h":16,"abs_x":641,"abs_y":2196}'>crypto calculator</strong> offers a simple yet powerful solution for tracking earnings, estimating liabilities, and ensuring financial transparency. Whether youre calculating your <strong data-start="4280" data-end="4308" bis_size='{"x":151,"y":1243,"w":152,"h":16,"abs_x":453,"abs_y":2236}'>crypto calculator profit</strong> or figuring out if <strong data-start="4328" data-end="4353" bis_size='{"x":407,"y":1243,"w":157,"h":16,"abs_x":709,"abs_y":2236}'>you can mine Dogecoin</strong> profitably, this tool plays a crucial role in staying on top of your tax obligations. In the ever-evolving crypto space, being prepared is the smartest investment you can make.</p>]]> </content:encoded>
</item>

<item>
<title>Top High&#45;Volatility Cryptocurrencies Traders Are Watching in 2025</title>
<link>https://www.columbusnewstimes.com/top-high-volatility-cryptocurrencies-traders-are-watching-in-2025</link>
<guid>https://www.columbusnewstimes.com/top-high-volatility-cryptocurrencies-traders-are-watching-in-2025</guid>
<description><![CDATA[ Explore the top high-volatility cryptocurrencies that traders are closely watching in 2025. Discover fast-moving coins with big potential and rapid price swings. ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202507/image_870x580_6867b106b5dea.jpg" length="80881" type="image/jpeg"/>
<pubDate>Sat, 05 Jul 2025 01:46:44 +0600</pubDate>
<dc:creator>davidvitor</dc:creator>
<media:keywords>crypto volatility, most volatile crypto, volatile crypto</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":542,"h":95,"abs_x":310,"abs_y":1006}'>Crypto-day trading relies heavily on speed, precise timing, and the choice of assets. Some cryptocurrencies received huge mass attention in 2025, not so much for their long-term value, but for their volatile price movements. These are the high-volatility cryptocurrencies that day traders are looking to ride for quick profits amid abrupt market waves.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":128,"w":549,"h":60,"abs_x":310,"abs_y":1118}'><span bis_size='{"x":8,"y":130,"w":541,"h":55,"abs_x":310,"abs_y":1120}'>Here, we talk about coins that keep making appearances on lists of volume leaders, top movers, and breakout watches, and explain the basis behind why these have posed as the most volatile cryptocurrencies for day trading this year.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":205,"w":549,"h":20,"abs_x":310,"abs_y":1195}'><span bis_size='{"x":8,"y":203,"w":410,"h":24,"abs_x":310,"abs_y":1193}'>Why Volatility Matters to Crypto Traders?</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":242,"w":549,"h":80,"abs_x":310,"abs_y":1232}'><span bis_size='{"x":8,"y":244,"w":534,"h":75,"abs_x":310,"abs_y":1234}'>Volatility is what empowers day trading. When a coin moves five to ten percent within minutes or a few hours, a few windows appear for profit that you cannot ever find in an asset that is stable or meant for long-term holding. Especially true for the crypto market:</span></p>
<ul>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":336,"w":509,"h":40,"abs_x":350,"abs_y":1326}'><span bis_size='{"x":48,"y":338,"w":244,"h":15,"abs_x":350,"abs_y":1328}'>News events drive rapid price changes.</span><span bis_size='{"x":48,"y":358,"w":0,"h":15,"abs_x":350,"abs_y":1348}'><br bis_size='{"x":292,"y":338,"w":0,"h":15,"abs_x":594,"abs_y":1328}'><br bis_size='{"x":48,"y":358,"w":0,"h":15,"abs_x":350,"abs_y":1348}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":390,"w":509,"h":40,"abs_x":350,"abs_y":1380}'><span bis_size='{"x":48,"y":392,"w":212,"h":15,"abs_x":350,"abs_y":1382}'>Low-liquidity altcoins spike harder.</span><span bis_size='{"x":48,"y":412,"w":0,"h":15,"abs_x":350,"abs_y":1402}'><br bis_size='{"x":260,"y":392,"w":0,"h":15,"abs_x":562,"abs_y":1382}'><br bis_size='{"x":48,"y":412,"w":0,"h":15,"abs_x":350,"abs_y":1402}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":444,"w":509,"h":40,"abs_x":350,"abs_y":1434}'><span bis_size='{"x":48,"y":446,"w":353,"h":15,"abs_x":350,"abs_y":1436}'>Social sentiment (like Reddit or Twitter) fuels a flash rally.</span><span bis_size='{"x":48,"y":466,"w":0,"h":15,"abs_x":350,"abs_y":1456}'><br bis_size='{"x":401,"y":446,"w":0,"h":15,"abs_x":703,"abs_y":1436}'><br bis_size='{"x":48,"y":466,"w":0,"h":15,"abs_x":350,"abs_y":1456}'></span></li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":498,"w":549,"h":40,"abs_x":310,"abs_y":1488}'><span bis_size='{"x":8,"y":500,"w":93,"h":15,"abs_x":310,"abs_y":1490}'>Thats why the </span><a href="https://pluswallet.app/blog/the-top-9-most-volatile-cryptos-for-day-traders-how-to-profit" bis_size='{"x":101,"y":500,"w":213,"h":15,"abs_x":403,"abs_y":1490}' rel="nofollow"><span bis_size='{"x":101,"y":500,"w":213,"h":15,"abs_x":403,"abs_y":1490}'><strong>most volatile crypto for day trading</strong></span></a><span bis_size='{"x":8,"y":500,"w":533,"h":35,"abs_x":310,"abs_y":1490}'> is often not Bitcoin or Ethereum, but newer or lower-cap coins with considerable retail interest.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":556,"w":549,"h":20,"abs_x":310,"abs_y":1546}'><span bis_size='{"x":8,"y":554,"w":284,"h":24,"abs_x":310,"abs_y":1544}'>How to Spot a Volatile Coin?</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":593,"w":549,"h":40,"abs_x":310,"abs_y":1583}'><span bis_size='{"x":8,"y":595,"w":510,"h":35,"abs_x":310,"abs_y":1585}'>Traders utilize a combination of data tools and pattern recognition to identify highly volatile coins. Heres what to look for:</span></p>
<ul>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":647,"w":509,"h":40,"abs_x":350,"abs_y":1637}'><span bis_size='{"x":48,"y":649,"w":286,"h":15,"abs_x":350,"abs_y":1639}'>High 24-hour trading volume with price swings</span><span bis_size='{"x":48,"y":669,"w":0,"h":15,"abs_x":350,"abs_y":1659}'><br bis_size='{"x":334,"y":649,"w":0,"h":15,"abs_x":636,"abs_y":1639}'><br bis_size='{"x":48,"y":669,"w":0,"h":15,"abs_x":350,"abs_y":1659}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":701,"w":509,"h":40,"abs_x":350,"abs_y":1691}'><span bis_size='{"x":48,"y":703,"w":327,"h":15,"abs_x":350,"abs_y":1693}'>Sudden movement following news, tweets, or listings</span><span bis_size='{"x":48,"y":723,"w":0,"h":15,"abs_x":350,"abs_y":1713}'><br bis_size='{"x":375,"y":703,"w":0,"h":15,"abs_x":677,"abs_y":1693}'><br bis_size='{"x":48,"y":723,"w":0,"h":15,"abs_x":350,"abs_y":1713}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":755,"w":509,"h":40,"abs_x":350,"abs_y":1745}'><span bis_size='{"x":48,"y":757,"w":283,"h":15,"abs_x":350,"abs_y":1747}'>Breakouts from consolidation zones on charts</span><span bis_size='{"x":48,"y":777,"w":0,"h":15,"abs_x":350,"abs_y":1767}'><br bis_size='{"x":331,"y":757,"w":0,"h":15,"abs_x":633,"abs_y":1747}'><br bis_size='{"x":48,"y":777,"w":0,"h":15,"abs_x":350,"abs_y":1767}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":809,"w":509,"h":40,"abs_x":350,"abs_y":1799}'><span bis_size='{"x":48,"y":811,"w":456,"h":15,"abs_x":350,"abs_y":1801}'>Listings on exchanges like Binance, Bybit, and KuCoin that attract volume</span><span bis_size='{"x":48,"y":831,"w":0,"h":15,"abs_x":350,"abs_y":1821}'><br bis_size='{"x":504,"y":811,"w":0,"h":15,"abs_x":806,"abs_y":1801}'><br bis_size='{"x":48,"y":831,"w":0,"h":15,"abs_x":350,"abs_y":1821}'></span></li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":863,"w":549,"h":40,"abs_x":310,"abs_y":1853}'><span bis_size='{"x":8,"y":865,"w":539,"h":35,"abs_x":310,"abs_y":1855}'>Using platforms like TradingView, CoinMarketCap, and LunarCrush helps monitor coins showing early signs of volatility.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":921,"w":549,"h":20,"abs_x":310,"abs_y":1911}'><span bis_size='{"x":8,"y":919,"w":382,"h":24,"abs_x":310,"abs_y":1909}'>Most Watched Volatile Cryptos in 2025</span></h2>
<h3 dir="ltr" bis_size='{"x":8,"y":958,"w":549,"h":20,"abs_x":310,"abs_y":1948}'><span bis_size='{"x":8,"y":959,"w":138,"h":18,"abs_x":310,"abs_y":1949}'>Dogecoin (DOGE)</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":994,"w":549,"h":60,"abs_x":310,"abs_y":1984}'><span bis_size='{"x":8,"y":996,"w":533,"h":55,"abs_x":310,"abs_y":1986}'>Dogecoin has welcomed volatility for some time now. Even in 2025, it continues to change rapidly in response to social media trends and comments from top influencers. Day traders always appreciate the liquidity and abrupt reversals this coin presents.</span></p>
<h3 dir="ltr" bis_size='{"x":8,"y":1071,"w":549,"h":20,"abs_x":310,"abs_y":2061}'><span bis_size='{"x":8,"y":1071,"w":128,"h":18,"abs_x":310,"abs_y":2061}'>Shiba Inu (SHIB)</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":1107,"w":549,"h":60,"abs_x":310,"abs_y":2097}'><span bis_size='{"x":8,"y":1109,"w":539,"h":55,"abs_x":310,"abs_y":2099}'>Sunset on a volatile day for the weird shenanigans of the Layer 2 launch of Shiba Inu and the Shiba ecosystem. The weak token burns, weak community updates, and whale participation are some forces creating shy spikes in this token.</span></p>
<h3 dir="ltr" bis_size='{"x":8,"y":1184,"w":549,"h":20,"abs_x":310,"abs_y":2174}'><span bis_size='{"x":8,"y":1184,"w":98,"h":18,"abs_x":310,"abs_y":2174}'>Pepe (PEPE)</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":1220,"w":549,"h":60,"abs_x":310,"abs_y":2210}'><span bis_size='{"x":8,"y":1222,"w":543,"h":55,"abs_x":310,"abs_y":2212}'>A meme coin with no utility, PEPE is a fast-moving one. Its short-cycle pump oscillations place it among the topmost volatile cryptocurrencies sought after by short-term speculators.</span></p>
<h3 dir="ltr" bis_size='{"x":8,"y":1296,"w":549,"h":20,"abs_x":310,"abs_y":2286}'><span bis_size='{"x":8,"y":1297,"w":102,"h":18,"abs_x":310,"abs_y":2287}'>Solana (SOL)</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":1333,"w":549,"h":60,"abs_x":310,"abs_y":2323}'><span bis_size='{"x":8,"y":1335,"w":527,"h":55,"abs_x":310,"abs_y":2325}'>Unlike meme coins, SOL has a very real utility; the token, however, still experiences spurts of short-term volatility against the backdrop of DeFi, fluctuating trends in NFTs, and Layer 1 competition.</span></p>
<h3 dir="ltr" bis_size='{"x":8,"y":1409,"w":549,"h":20,"abs_x":310,"abs_y":2399}'><span bis_size='{"x":8,"y":1410,"w":68,"h":18,"abs_x":310,"abs_y":2400}'>Sui (SUI)</span></h3>
<p dir="ltr" bis_size='{"x":8,"y":1445,"w":549,"h":60,"abs_x":310,"abs_y":2435}'><span bis_size='{"x":8,"y":1447,"w":543,"h":55,"abs_x":310,"abs_y":2437}'>With such early-stage timing, new blockchain projects like SUI remain very interesting for dotdancers as the limited price history of data makes them prone to very few liquidity spots. News-on-spikes and early adoption keep SUI in a very reactive position.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":1523,"w":549,"h":20,"abs_x":310,"abs_y":2513}'><span bis_size='{"x":8,"y":1521,"w":418,"h":24,"abs_x":310,"abs_y":2511}'>Trading Strategy for High-Volatility Crypto</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":1560,"w":549,"h":20,"abs_x":310,"abs_y":2550}'><span bis_size='{"x":8,"y":1562,"w":535,"h":15,"abs_x":310,"abs_y":2552}'>If youre looking to trade the most volatile crypto for day trading, you need a clear plan:</span></p>
<ul>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1594,"w":509,"h":40,"abs_x":350,"abs_y":2584}'><span bis_size='{"x":48,"y":1596,"w":168,"h":15,"abs_x":350,"abs_y":2586}'>Use a stop-loss every time.</span><span bis_size='{"x":48,"y":1616,"w":0,"h":15,"abs_x":350,"abs_y":2606}'><br bis_size='{"x":216,"y":1596,"w":0,"h":15,"abs_x":518,"abs_y":2586}'><br bis_size='{"x":48,"y":1616,"w":0,"h":15,"abs_x":350,"abs_y":2606}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1648,"w":509,"h":40,"abs_x":350,"abs_y":2638}'><span bis_size='{"x":48,"y":1650,"w":168,"h":15,"abs_x":350,"abs_y":2640}'>Enter the breakout volume.</span><span bis_size='{"x":48,"y":1670,"w":0,"h":15,"abs_x":350,"abs_y":2660}'><br bis_size='{"x":216,"y":1650,"w":0,"h":15,"abs_x":518,"abs_y":2640}'><br bis_size='{"x":48,"y":1670,"w":0,"h":15,"abs_x":350,"abs_y":2660}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1702,"w":509,"h":40,"abs_x":350,"abs_y":2692}'><span bis_size='{"x":48,"y":1704,"w":212,"h":15,"abs_x":350,"abs_y":2694}'>Avoid revenge trading after a loss.</span><span bis_size='{"x":48,"y":1724,"w":0,"h":15,"abs_x":350,"abs_y":2714}'><br bis_size='{"x":260,"y":1704,"w":0,"h":15,"abs_x":562,"abs_y":2694}'><br bis_size='{"x":48,"y":1724,"w":0,"h":15,"abs_x":350,"abs_y":2714}'></span></li>
<li dir="ltr" role="presentation" bis_size='{"x":48,"y":1756,"w":509,"h":40,"abs_x":350,"abs_y":2746}'><span bis_size='{"x":48,"y":1758,"w":271,"h":15,"abs_x":350,"abs_y":2748}'>Watch for fakeouts in the low-volume periods.</span><span bis_size='{"x":48,"y":1778,"w":0,"h":15,"abs_x":350,"abs_y":2768}'><br bis_size='{"x":319,"y":1758,"w":0,"h":15,"abs_x":621,"abs_y":2748}'><br bis_size='{"x":48,"y":1778,"w":0,"h":15,"abs_x":350,"abs_y":2768}'></span></li>
</ul>
<p dir="ltr" bis_size='{"x":8,"y":1810,"w":549,"h":40,"abs_x":310,"abs_y":2800}'><span bis_size='{"x":8,"y":1812,"w":543,"h":35,"abs_x":310,"abs_y":2802}'>Many successful traders combine technical analysis (such as RSI, MACD, and Bollinger Bands) with real-time news alerts to capture breakout entries and exits.</span></p>
<h2 dir="ltr" bis_size='{"x":8,"y":1868,"w":549,"h":20,"abs_x":310,"abs_y":2858}'><span bis_size='{"x":8,"y":1866,"w":150,"h":24,"abs_x":310,"abs_y":2856}'>Final Thoughts</span></h2>
<p dir="ltr" bis_size='{"x":8,"y":1905,"w":549,"h":80,"abs_x":310,"abs_y":2895}'><span bis_size='{"x":8,"y":1907,"w":512,"h":75,"abs_x":310,"abs_y":2897}'>The year 2025 will be another time when high-volatility altcoins will be of interest to traders. Coins like DOGE, SHIB, PEPE, and SUI do not offer any long-term fundamentals, but they do provide one thing that traders seek: rapidly moving and exploitable price action.</span></p>
<p dir="ltr" bis_size='{"x":8,"y":1999,"w":549,"h":80,"abs_x":310,"abs_y":2989}'><span bis_size='{"x":8,"y":2001,"w":514,"h":75,"abs_x":310,"abs_y":2991}'>If you are about to embark on the journey into the world of intraday crypto trading, always keep a close eye on risk and stay informed about all the developments. The volatile coins can reward those who trade skillfully, only to punish decisions made emotionally.</span></p>]]> </content:encoded>
</item>

<item>
<title>Understanding the Bitcoin Lightning Network: Fast Payments, Low Fees</title>
<link>https://www.columbusnewstimes.com/understanding-the-bitcoin-lightning-network-fast-payments-low-fees</link>
<guid>https://www.columbusnewstimes.com/understanding-the-bitcoin-lightning-network-fast-payments-low-fees</guid>
<description><![CDATA[ This article explains how the Bitcoin Lightning Network enables fast, low-cost transactions by processing payments off-chain, making it ideal for microtransactions and real-world use in 2025. It also highlights the importance of choosing the best bitcoin wallet or best bitcoin wallet app to fully benefit from Lightning’s speed, security, and scalability. ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202507/image_870x580_6867a7a665745.jpg" length="119148" type="image/jpeg"/>
<pubDate>Sat, 05 Jul 2025 01:06:47 +0600</pubDate>
<dc:creator>pluswalletapp</dc:creator>
<media:keywords>best bitcoin wallet app, best crypto wallet app, secure crypto wallet, most secure crypto wallet, best wallet for bitcoin</media:keywords>
<content:encoded><![CDATA[<p data-start="135" data-end="569" bis_size='{"x":8,"y":14,"w":806,"h":80,"abs_x":309,"abs_y":1043}'>As Bitcoin continues to gain mainstream traction in 2025, one of its biggest challenges remains scalability. With transaction fees fluctuating and confirmation times sometimes stretching to hours during high network congestion, the need for a faster, cheaper solution has become critical. Enter the<strong bis_size='{"x":244,"y":55,"w":3,"h":16,"abs_x":545,"abs_y":1084}'> </strong>Bitcoin Lightning Networka second-layer payment protocol built to make Bitcoin transactions nearly instant and extremely low-cost.</p>
<p data-start="571" data-end="810" bis_size='{"x":8,"y":108,"w":806,"h":40,"abs_x":309,"abs_y":1137}'>Whether youre a casual crypto user, a merchant, or a hardcore Bitcoin enthusiast, understanding the Lightning Network and how to use it through the <a href="https://pluswallet.app/" target="_blank" rel="noopener nofollow" bis_size='{"x":135,"y":129,"w":150,"h":16,"abs_x":436,"abs_y":1158}'><strong data-start="720" data-end="747" bis_size='{"x":135,"y":129,"w":150,"h":16,"abs_x":436,"abs_y":1158}'>best bitcoin wallet app</strong></a> can make your experience smoother, faster, and more rewarding.</p>
<hr data-start="812" data-end="815" bis_size='{"x":8,"y":162,"w":806,"h":1,"abs_x":309,"abs_y":1191}'>
<h3 data-start="817" data-end="863" bis_size='{"x":8,"y":179,"w":806,"h":20,"abs_x":309,"abs_y":1208}'><strong data-start="821" data-end="863" bis_size='{"x":8,"y":178,"w":352,"h":23,"abs_x":309,"abs_y":1207}'>What Is the Bitcoin Lightning Network?</strong></h3>
<p data-start="865" data-end="1283" bis_size='{"x":8,"y":217,"w":806,"h":80,"abs_x":309,"abs_y":1246}'>The <strong data-start="869" data-end="890" bis_size='{"x":36,"y":218,"w":122,"h":16,"abs_x":337,"abs_y":1247}'>Lightning Network</strong> is a layer 2 scaling solution built on top of the Bitcoin blockchain. Rather than recording every transaction directly on the Bitcoin mainnet, the Lightning Network enables users to open payment channels where multiple transactions can occur off-chain. These channels settle the final balance on the main chain only when theyre closed, significantly reducing network congestion and fees.</p>
<p data-start="1285" data-end="1531" bis_size='{"x":8,"y":311,"w":806,"h":40,"abs_x":309,"abs_y":1340}'>In simple terms, its like a tab between two friends. Instead of settling each coffee purchase individually, you keep track and settle everything later. Multiply that concept across the entire Bitcoin ecosystem, and you get the Lightning Network.</p>
<hr data-start="1533" data-end="1536" bis_size='{"x":8,"y":365,"w":806,"h":1,"abs_x":309,"abs_y":1394}'>
<h3 data-start="1538" data-end="1587" bis_size='{"x":8,"y":383,"w":806,"h":20,"abs_x":309,"abs_y":1412}'><strong data-start="1542" data-end="1587" bis_size='{"x":8,"y":381,"w":389,"h":23,"abs_x":309,"abs_y":1410}'>Why the Lightning Network Matters in 2025</strong></h3>
<p data-start="1589" data-end="1812" bis_size='{"x":8,"y":420,"w":806,"h":40,"abs_x":309,"abs_y":1449}'>Bitcoins increasing adoption means more users and more transactions. While this is a win for decentralization and global finance, it also puts pressure on the network. The Lightning Network provides a solution by offering:</p>
<ul data-start="1814" data-end="2309" bis_size='{"x":8,"y":474,"w":806,"h":148,"abs_x":309,"abs_y":1503}'>
<li data-start="1814" data-end="1986" bis_size='{"x":48,"y":474,"w":766,"h":40,"abs_x":349,"abs_y":1503}'>
<p data-start="1816" data-end="1986" bis_size='{"x":48,"y":474,"w":766,"h":40,"abs_x":349,"abs_y":1503}'><strong data-start="1816" data-end="1836" bis_size='{"x":48,"y":475,"w":116,"h":16,"abs_x":349,"abs_y":1504}'>Faster Payments:</strong> Transactions are confirmed in millisecondsideal for real-world payments like buying coffee, tipping content creators, or settling microtransactions.</p>
</li>
<li data-start="1987" data-end="2143" bis_size='{"x":48,"y":528,"w":766,"h":40,"abs_x":349,"abs_y":1557}'>
<p data-start="1989" data-end="2143" bis_size='{"x":48,"y":528,"w":766,"h":40,"abs_x":349,"abs_y":1557}'><strong data-start="1989" data-end="2004" bis_size='{"x":48,"y":529,"w":81,"h":16,"abs_x":349,"abs_y":1558}'>Lower Fees:</strong> Since Lightning transactions dont require the same mining confirmations, the fees are a fraction of those on the main Bitcoin blockchain.</p>
</li>
<li data-start="2144" data-end="2309" bis_size='{"x":48,"y":582,"w":766,"h":40,"abs_x":349,"abs_y":1611}'>
<p data-start="2146" data-end="2309" bis_size='{"x":48,"y":582,"w":766,"h":40,"abs_x":349,"abs_y":1611}'><strong data-start="2146" data-end="2162" bis_size='{"x":48,"y":583,"w":73,"h":16,"abs_x":349,"abs_y":1612}'>Scalability:</strong> Theoretically, the Lightning Network can handle millions of transactions per second, compared to Bitcoins 7 transactions per second on-chain.</p>
</li>
</ul>
<p data-start="2311" data-end="2420" bis_size='{"x":8,"y":636,"w":806,"h":20,"abs_x":309,"abs_y":1665}'>For everyday Bitcoin users, this means better usability, reduced costs, and a path toward true mass adoption.</p>
<hr data-start="2422" data-end="2425" bis_size='{"x":8,"y":670,"w":806,"h":1,"abs_x":309,"abs_y":1699}'>
<h3 data-start="2427" data-end="2471" bis_size='{"x":8,"y":688,"w":806,"h":20,"abs_x":309,"abs_y":1717}'><strong data-start="2431" data-end="2471" bis_size='{"x":8,"y":686,"w":356,"h":23,"abs_x":309,"abs_y":1715}'>How Does the Lightning Network Work?</strong></h3>
<p data-start="2473" data-end="2541" bis_size='{"x":8,"y":725,"w":806,"h":20,"abs_x":309,"abs_y":1754}'>Heres a simplified breakdown of how the Lightning Network operates:</p>
<ol data-start="2543" data-end="2965" bis_size='{"x":8,"y":759,"w":806,"h":128,"abs_x":309,"abs_y":1788}'>
<li data-start="2543" data-end="2685" bis_size='{"x":48,"y":759,"w":766,"h":40,"abs_x":349,"abs_y":1788}'>
<p data-start="2546" data-end="2685" bis_size='{"x":48,"y":759,"w":766,"h":40,"abs_x":349,"abs_y":1788}'><strong data-start="2546" data-end="2576" bis_size='{"x":48,"y":761,"w":194,"h":16,"abs_x":349,"abs_y":1790}'>Opening a Payment Channel:</strong> Two users open a Lightning channel by depositing a certain amount of Bitcoin into a multi-signature address.</p>
</li>
<li data-start="2686" data-end="2840" bis_size='{"x":48,"y":813,"w":766,"h":40,"abs_x":349,"abs_y":1842}'>
<p data-start="2689" data-end="2840" bis_size='{"x":48,"y":813,"w":766,"h":40,"abs_x":349,"abs_y":1842}'><strong data-start="2689" data-end="2716" bis_size='{"x":48,"y":815,"w":158,"h":16,"abs_x":349,"abs_y":1844}'>Off-Chain Transactions:</strong> These users can send unlimited microtransactions to each other, instantly and with minimal fees, while the channel is open.</p>
</li>
<li data-start="2841" data-end="2965" bis_size='{"x":48,"y":867,"w":766,"h":20,"abs_x":349,"abs_y":1896}'>
<p data-start="2844" data-end="2965" bis_size='{"x":48,"y":867,"w":766,"h":20,"abs_x":349,"abs_y":1896}'><strong data-start="2844" data-end="2868" bis_size='{"x":48,"y":869,"w":140,"h":16,"abs_x":349,"abs_y":1898}'>Closing the Channel:</strong> Once done, they close the channel, and the final balance is broadcast to the Bitcoin blockchain.</p>
</li>
</ol>
<p data-start="2967" data-end="3244" bis_size='{"x":8,"y":901,"w":806,"h":60,"abs_x":309,"abs_y":1930}'>An added advantage is<strong> </strong>routing payments through a network of channels. You dont need a direct channel with someone to send them fundspayments can be routed through multiple intermediaries who already have open channels, all while maintaining decentralization and security.</p>
<hr data-start="3246" data-end="3249" bis_size='{"x":8,"y":975,"w":806,"h":1,"abs_x":309,"abs_y":2004}'>
<h3 data-start="3251" data-end="3309" bis_size='{"x":8,"y":993,"w":806,"h":20,"abs_x":309,"abs_y":2022}'><strong data-start="3255" data-end="3309" bis_size='{"x":8,"y":991,"w":458,"h":23,"abs_x":309,"abs_y":2020}'>The Role of Wallets in Using the Lightning Network</strong></h3>
<p data-start="3311" data-end="3611" bis_size='{"x":8,"y":1030,"w":806,"h":60,"abs_x":309,"abs_y":2059}'>To use the Lightning Network effectively, you need a Bitcoin wallet that supports it. Not all wallets are created equal. In 2025, users are increasingly turning to the <a href="https://pluswallet.app/" target="_blank" rel="noopener nofollow"><strong data-start="3479" data-end="3502" bis_size='{"x":233,"y":1052,"w":121,"h":16,"abs_x":534,"abs_y":2081}'>best bitcoin wallet</strong> </a>options that provide seamless Lightning integration, user-friendly interfaces, and robust security features.</p>
<p data-start="3613" data-end="3692" bis_size='{"x":8,"y":1104,"w":806,"h":20,"abs_x":309,"abs_y":2133}'>The <strong data-start="3617" data-end="3644" bis_size='{"x":36,"y":1106,"w":150,"h":16,"abs_x":337,"abs_y":2135}'>best bitcoin wallet app</strong> for Lightning Network support typically offers:</p>
<ul data-start="3694" data-end="4025" bis_size='{"x":8,"y":1138,"w":806,"h":122,"abs_x":309,"abs_y":2167}'>
<li data-start="3694" data-end="3790" bis_size='{"x":48,"y":1138,"w":766,"h":20,"abs_x":349,"abs_y":2167}'>
<p data-start="3696" data-end="3790" bis_size='{"x":48,"y":1138,"w":766,"h":20,"abs_x":349,"abs_y":2167}'><strong data-start="3696" data-end="3729" bis_size='{"x":48,"y":1140,"w":220,"h":16,"abs_x":349,"abs_y":2169}'>Automatic channel management:</strong> So you dont have to manually open or fund payment channels.</p>
</li>
<li data-start="3791" data-end="3873" bis_size='{"x":48,"y":1172,"w":766,"h":20,"abs_x":349,"abs_y":2201}'>
<p data-start="3793" data-end="3873" bis_size='{"x":48,"y":1172,"w":766,"h":20,"abs_x":349,"abs_y":2201}'><strong data-start="3793" data-end="3814" bis_size='{"x":48,"y":1174,"w":115,"h":16,"abs_x":349,"abs_y":2203}'>Unified balances:</strong> Displaying your on-chain and Lightning funds in one place.</p>
</li>
<li data-start="3874" data-end="3945" bis_size='{"x":48,"y":1206,"w":766,"h":20,"abs_x":349,"abs_y":2235}'>
<p data-start="3876" data-end="3945" bis_size='{"x":48,"y":1206,"w":766,"h":20,"abs_x":349,"abs_y":2235}'><strong data-start="3876" data-end="3896" bis_size='{"x":48,"y":1208,"w":108,"h":16,"abs_x":349,"abs_y":2237}'>Low fee routing:</strong> Smart pathfinding to minimize transaction costs.</p>
</li>
<li data-start="3946" data-end="4025" bis_size='{"x":48,"y":1240,"w":766,"h":20,"abs_x":349,"abs_y":2269}'>
<p data-start="3948" data-end="4025" bis_size='{"x":48,"y":1240,"w":766,"h":20,"abs_x":349,"abs_y":2269}'><strong data-start="3948" data-end="3975" bis_size='{"x":48,"y":1242,"w":161,"h":16,"abs_x":349,"abs_y":2271}'>Cross-platform support:</strong> Access from your mobile, desktop, or web browser.</p>
</li>
</ul>
<hr data-start="4027" data-end="4030" bis_size='{"x":8,"y":1274,"w":806,"h":1,"abs_x":309,"abs_y":2303}'>
<h3 data-start="4032" data-end="4080" bis_size='{"x":8,"y":1292,"w":806,"h":20,"abs_x":309,"abs_y":2321}'><strong data-start="4036" data-end="4080" bis_size='{"x":8,"y":1290,"w":376,"h":23,"abs_x":309,"abs_y":2319}'>Best Use Cases for the Lightning Network</strong></h3>
<ol data-start="4082" data-end="4498" bis_size='{"x":8,"y":1329,"w":806,"h":122,"abs_x":309,"abs_y":2358}'>
<li data-start="4082" data-end="4185" bis_size='{"x":48,"y":1329,"w":766,"h":20,"abs_x":349,"abs_y":2358}'>
<p data-start="4085" data-end="4185" bis_size='{"x":48,"y":1329,"w":766,"h":20,"abs_x":349,"abs_y":2358}'><strong data-start="4085" data-end="4107" bis_size='{"x":48,"y":1331,"w":125,"h":16,"abs_x":349,"abs_y":2360}'>Microtransactions:</strong> Tip content creators, support artists, or donate to causes with minimal fees.</p>
</li>
<li data-start="4186" data-end="4286" bis_size='{"x":48,"y":1363,"w":766,"h":20,"abs_x":349,"abs_y":2392}'>
<p data-start="4189" data-end="4286" bis_size='{"x":48,"y":1363,"w":766,"h":20,"abs_x":349,"abs_y":2392}'><strong data-start="4189" data-end="4211" bis_size='{"x":48,"y":1365,"w":136,"h":16,"abs_x":349,"abs_y":2394}'>Merchant Payments:</strong> Businesses can accept Bitcoin instantly with no chargebacks and tiny fees.</p>
</li>
<li data-start="4287" data-end="4392" bis_size='{"x":48,"y":1397,"w":766,"h":20,"abs_x":349,"abs_y":2426}'>
<p data-start="4290" data-end="4392" bis_size='{"x":48,"y":1397,"w":766,"h":20,"abs_x":349,"abs_y":2426}'><strong data-start="4290" data-end="4313" bis_size='{"x":48,"y":1399,"w":143,"h":16,"abs_x":349,"abs_y":2428}'>Gaming &amp; Streaming:</strong> Lightning is perfect for fast-paced environments that need real-time payments.</p>
</li>
<li data-start="4393" data-end="4498" bis_size='{"x":48,"y":1431,"w":766,"h":20,"abs_x":349,"abs_y":2460}'>
<p data-start="4396" data-end="4498" bis_size='{"x":48,"y":1431,"w":766,"h":20,"abs_x":349,"abs_y":2460}'><strong data-start="4396" data-end="4426" bis_size='{"x":48,"y":1433,"w":175,"h":16,"abs_x":349,"abs_y":2462}'>International Remittances:</strong> Send funds across borders in seconds without relying on intermediaries.</p>
</li>
</ol>
<p data-start="4500" data-end="4666" bis_size='{"x":8,"y":1465,"w":806,"h":40,"abs_x":309,"abs_y":2494}'>In all of these scenarios, using the best bitcoin wallet app enhances the experience by offering quick access, intuitive controls, and built-in Lightning support.</p>
<hr data-start="4668" data-end="4671" bis_size='{"x":8,"y":1519,"w":806,"h":1,"abs_x":309,"abs_y":2548}'>
<h3 data-start="4673" data-end="4704" bis_size='{"x":8,"y":1537,"w":806,"h":20,"abs_x":309,"abs_y":2566}'><strong data-start="4677" data-end="4704" bis_size='{"x":8,"y":1536,"w":217,"h":23,"abs_x":309,"abs_y":2565}'>Security and Challenges</strong></h3>
<p data-start="4706" data-end="4780" bis_size='{"x":8,"y":1574,"w":806,"h":20,"abs_x":309,"abs_y":2603}'>While the Lightning Network is revolutionary, it isnt without challenges:</p>
<ul data-start="4782" data-end="5133" bis_size='{"x":8,"y":1608,"w":806,"h":88,"abs_x":309,"abs_y":2637}'>
<li data-start="4782" data-end="4894" bis_size='{"x":48,"y":1608,"w":766,"h":20,"abs_x":349,"abs_y":2637}'>
<p data-start="4784" data-end="4894" bis_size='{"x":48,"y":1608,"w":766,"h":20,"abs_x":349,"abs_y":2637}'><strong data-start="4784" data-end="4811" bis_size='{"x":48,"y":1610,"w":160,"h":16,"abs_x":349,"abs_y":2639}'>Liquidity Requirements:</strong> You need to fund payment channels upfront, which might not be ideal for all users.</p>
</li>
<li data-start="4895" data-end="5011" bis_size='{"x":48,"y":1642,"w":766,"h":20,"abs_x":349,"abs_y":2671}'>
<p data-start="4897" data-end="5011" bis_size='{"x":48,"y":1642,"w":766,"h":20,"abs_x":349,"abs_y":2671}'><strong data-start="4897" data-end="4922" bis_size='{"x":48,"y":1644,"w":147,"h":16,"abs_x":349,"abs_y":2673}'>Technical Complexity:</strong> Although improving, channel management and routing can still be confusing for beginners.</p>
</li>
<li data-start="5012" data-end="5133" bis_size='{"x":48,"y":1676,"w":766,"h":20,"abs_x":349,"abs_y":2705}'>
<p data-start="5014" data-end="5133" bis_size='{"x":48,"y":1676,"w":766,"h":20,"abs_x":349,"abs_y":2705}'><strong data-start="5014" data-end="5039" bis_size='{"x":48,"y":1678,"w":137,"h":16,"abs_x":349,"abs_y":2707}'>Wallet Compatibility:</strong> Not every wallet supports Lightning, so choosing the<strong> </strong>best bitcoin wallet becomes crucial.</p>
</li>
</ul>
<p data-start="5135" data-end="5246" bis_size='{"x":8,"y":1710,"w":806,"h":20,"abs_x":309,"abs_y":2739}'>Thats why its essential to opt for trusted wallets that simplify the process while keeping your funds secure.</p>
<hr data-start="5248" data-end="5251" bis_size='{"x":8,"y":1744,"w":806,"h":1,"abs_x":309,"abs_y":2773}'>
<h3 data-start="5253" data-end="5300" bis_size='{"x":8,"y":1762,"w":806,"h":20,"abs_x":309,"abs_y":2791}'><strong data-start="5257" data-end="5300" bis_size='{"x":8,"y":1761,"w":348,"h":23,"abs_x":309,"abs_y":2790}'>Finding the Best Bitcoin Wallet in 2025</strong></h3>
<p data-start="5302" data-end="5431" bis_size='{"x":8,"y":1800,"w":806,"h":20,"abs_x":309,"abs_y":2829}'>If youre looking to take full advantage of the Lightning Network, youll want to choose the best bitcoin wallet that offers:</p>
<ul data-start="5433" data-end="5674" bis_size='{"x":8,"y":1834,"w":806,"h":156,"abs_x":309,"abs_y":2863}'>
<li data-start="5433" data-end="5468" bis_size='{"x":48,"y":1834,"w":766,"h":20,"abs_x":349,"abs_y":2863}'>
<p data-start="5435" data-end="5468" bis_size='{"x":48,"y":1834,"w":766,"h":20,"abs_x":349,"abs_y":2863}'><strong data-start="5435" data-end="5468" bis_size='{"x":48,"y":1835,"w":199,"h":16,"abs_x":349,"abs_y":2864}'>Lightning Network Integration</strong></p>
</li>
<li data-start="5469" data-end="5545" bis_size='{"x":48,"y":1868,"w":766,"h":20,"abs_x":349,"abs_y":2897}'>
<p data-start="5471" data-end="5545" bis_size='{"x":48,"y":1868,"w":766,"h":20,"abs_x":349,"abs_y":2897}'><strong data-start="5471" data-end="5495" bis_size='{"x":48,"y":1869,"w":127,"h":16,"abs_x":349,"abs_y":2898}'>Multi-layer security</strong> (including biometric and multi-signature support)</p>
</li>
<li data-start="5546" data-end="5577" bis_size='{"x":48,"y":1902,"w":766,"h":20,"abs_x":349,"abs_y":2931}'>
<p data-start="5548" data-end="5577" bis_size='{"x":48,"y":1902,"w":766,"h":20,"abs_x":349,"abs_y":2931}'><strong data-start="5548" data-end="5577" bis_size='{"x":48,"y":1903,"w":171,"h":16,"abs_x":349,"abs_y":2932}'>Non-custodial key control</strong></p>
</li>
<li data-start="5578" data-end="5612" bis_size='{"x":48,"y":1936,"w":766,"h":20,"abs_x":349,"abs_y":2965}'>
<p data-start="5580" data-end="5612" bis_size='{"x":48,"y":1936,"w":766,"h":20,"abs_x":349,"abs_y":2965}'><strong data-start="5580" data-end="5612" bis_size='{"x":48,"y":1937,"w":187,"h":16,"abs_x":349,"abs_y":2966}'>Cross-platform functionality</strong></p>
</li>
<li data-start="5613" data-end="5674" bis_size='{"x":48,"y":1970,"w":766,"h":20,"abs_x":349,"abs_y":2999}'>
<p data-start="5615" data-end="5674" bis_size='{"x":48,"y":1970,"w":766,"h":20,"abs_x":349,"abs_y":2999}'><strong data-start="5615" data-end="5674" bis_size='{"x":48,"y":1971,"w":371,"h":16,"abs_x":349,"abs_y":3000}'>Low transaction fees and real-time payment capabilities</strong></p>
</li>
</ul>
<p data-start="5676" data-end="5807" bis_size='{"x":8,"y":2004,"w":806,"h":40,"abs_x":309,"abs_y":3033}'>Many top-tier wallets now support both on-chain and Lightning transactions, allowing users to move funds between the two with ease.</p>
<hr data-start="5809" data-end="5812" bis_size='{"x":8,"y":2058,"w":806,"h":1,"abs_x":309,"abs_y":3087}'>
<h3 data-start="5814" data-end="5832" bis_size='{"x":8,"y":2076,"w":806,"h":20,"abs_x":309,"abs_y":3105}'><strong data-start="5818" data-end="5832" bis_size='{"x":8,"y":2074,"w":98,"h":23,"abs_x":309,"abs_y":3103}'>Conclusion</strong></h3>
<p data-start="5834" data-end="6110" bis_size='{"x":8,"y":2113,"w":806,"h":60,"abs_x":309,"abs_y":3142}'>The Bitcoin Lightning Network is not just a technical innovationits a gateway to mass adoption, enabling Bitcoin to function as everyday digital cash. With faster transactions, lower fees, and broader use cases, Lightning is reshaping the way we think about crypto payments.</p>
<p data-start="6112" data-end="6357" bis_size='{"x":8,"y":2187,"w":806,"h":40,"abs_x":309,"abs_y":3216}'>Whether youre new to Bitcoin or a seasoned trader, embracing the Lightning Network through the best bitcoin wallet app can dramatically enhance your crypto experience. Its fast, efficient, and built for the future of decentralized finance.</p>
<p data-start="6359" data-end="6650" data-is-last-node="" data-is-only-node="" bis_size='{"x":8,"y":2241,"w":806,"h":60,"abs_x":309,"abs_y":3270}'>As the Lightning Network continues to evolve, staying ahead means using the right tools. Choose the best bitcoin wallet that supports your goalswhether it's daily transactions, micro-payments, or borderless remittancesand ride the lightning into a faster, more scalable Bitcoin future.</p>]]> </content:encoded>
</item>

<item>
<title>Top 5 Benefits of Hair Gummies for Men: How They Support Stronger, Thicker Hair</title>
<link>https://www.columbusnewstimes.com/top-5-benefits-of-hair-gummies-for-men-how-they-support-stronger-thicker-hair</link>
<guid>https://www.columbusnewstimes.com/top-5-benefits-of-hair-gummies-for-men-how-they-support-stronger-thicker-hair</guid>
<description><![CDATA[ Top 5 Benefits of Hair Gummies for Men: How They Support Stronger, Thicker Hair ]]></description>
<enclosure url="" length="119148" type="image/jpeg"/>
<pubDate>Fri, 04 Jul 2025 21:00:40 +0600</pubDate>
<dc:creator>newspge</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="240" data-end="576">In 2025, more men are turning to <a href="https://avenzes.com/collections/hair-gummies-for-men" rel="nofollow"><strong data-start="273" data-end="297">hair gummies for men</strong></a> as a convenient, tasty, and effective way to fight hair fall and promote healthy hair growth. These chewable supplements are specially designed to target common hair issues such as thinning, breakage, and a receding hairline  all without the hassle of pills or messy hair oils.</p>
<p data-start="578" data-end="879">Among the key ingredients found in most hair gummies is <strong data-start="634" data-end="644">biotin</strong>, a B-vitamin known for its powerful impact on hair structure. In this article, well explore the <strong data-start="742" data-end="784">top 5 benefits of hair gummies for men</strong> and how <a href="https://avenzes.com/collections/biotin-gummies-for-hair" rel="nofollow"><strong data-start="793" data-end="820">biotin gummies for hair</strong></a> can improve thickness, strength, and overall scalp health.</p>
<hr data-start="881" data-end="884">
<h3 data-start="886" data-end="927">? 1. <strong data-start="895" data-end="927">Promotes Thicker Hair Growth</strong></h3>
<p data-start="929" data-end="1187">One of the biggest advantages of <strong data-start="962" data-end="986">hair gummies for men</strong> is their ability to stimulate <strong data-start="1017" data-end="1044">thicker and fuller hair</strong>. Most gummies are formulated with <strong data-start="1079" data-end="1102">biotin (Vitamin B7)</strong>, which enhances the bodys production of keratin  the protein your hair is made of.</p>
<p data-start="1189" data-end="1364">When taken regularly, <strong data-start="1211" data-end="1238">biotin gummies for hair</strong> support healthy hair follicles and encourage denser growth, especially in areas prone to thinning like the crown or hairline.</p>
<hr data-start="1366" data-end="1369">
<h3 data-start="1371" data-end="1414">? 2. <strong data-start="1380" data-end="1414">Reduces Hair Fall and Breakage</strong></h3>
<p data-start="1416" data-end="1647">Hair loss in men can be triggered by stress, poor nutrition, or hormonal imbalance. The vitamins and minerals found in hair gummies  especially <strong data-start="1561" data-end="1569">zinc</strong>, <strong data-start="1571" data-end="1584">Vitamin E</strong>, and <strong data-start="1590" data-end="1604">folic acid</strong>  help combat hair shedding from the root.</p>
<p data-start="1649" data-end="1876">Biotin strengthens the hair shaft, making strands more resilient to damage from styling, sun, and pollution. As a result, <strong data-start="1771" data-end="1795">hair gummies for men</strong> play a crucial role in reducing breakage and improving hair retention over time.</p>
<hr data-start="1878" data-end="1881">
<h3 data-start="1883" data-end="1931">? 3. <strong data-start="1892" data-end="1931">Improves Scalp Health and Hydration</strong></h3>
<p data-start="1933" data-end="2139">A healthy scalp is essential for healthy hair. Many <strong data-start="1985" data-end="2012">biotin gummies for hair</strong> are enriched with nutrients like <strong data-start="2046" data-end="2059">Vitamin A</strong>, <strong data-start="2061" data-end="2074">Vitamin D</strong>, and <strong data-start="2080" data-end="2103">omega-3 fatty acids</strong> that nourish the scalp from within.</p>
<p data-start="2141" data-end="2155">This leads to:</p>
<ul data-start="2156" data-end="2271">
<li data-start="2156" data-end="2188">
<p data-start="2158" data-end="2188">Reduced dryness and dandruff</p>
</li>
<li data-start="2189" data-end="2235">
<p data-start="2191" data-end="2235">Better blood circulation to hair follicles</p>
</li>
<li data-start="2236" data-end="2271">
<p data-start="2238" data-end="2271">Improved hair texture and shine</p>
</li>
</ul>
<p data-start="2273" data-end="2372">Men suffering from itchy or flaky scalps can especially benefit from these nutrients in gummy form.</p>
<hr data-start="2374" data-end="2377">
<h3 data-start="2379" data-end="2429">? 4. <strong data-start="2388" data-end="2429">Convenient and Tasty Daily Supplement</strong></h3>
<p data-start="2431" data-end="2626">Lets face it  most men skip multivitamins because pills are boring. <strong data-start="2501" data-end="2525">Hair gummies for men</strong> solve that problem by offering a delicious, chewable alternative that fits easily into your routine.</p>
<p data-start="2628" data-end="2855">You can pop one after breakfast or during your commute  no water needed, no strong aftertaste. Plus, the <strong data-start="2734" data-end="2761">consistent daily intake</strong> of biotin and other hair-boosting nutrients leads to noticeable results within 6 to 12 weeks.</p>
<hr data-start="2857" data-end="2860">
<h3 data-start="2862" data-end="2919">? 5. <strong data-start="2871" data-end="2919">Boosts Confidence Through Better Hair Health</strong></h3>
<p data-start="2921" data-end="3087">For many men, hair is closely tied to self-image. Thicker, healthier hair not only improves appearance but also boosts confidence in social and professional settings.</p>
<p data-start="3089" data-end="3151">With regular use of <strong data-start="3109" data-end="3136">biotin gummies for hair</strong>, users report:</p>
<ul data-start="3152" data-end="3221">
<li data-start="3152" data-end="3169">
<p data-start="3154" data-end="3169">Fuller volume</p>
</li>
<li data-start="3170" data-end="3189">
<p data-start="3172" data-end="3189">Faster regrowth</p>
</li>
<li data-start="3190" data-end="3221">
<p data-start="3192" data-end="3221">Healthier hairline coverage</p>
</li>
</ul>
<p data-start="3223" data-end="3300">That translates into greater satisfaction and reduced stress about hair fall.</p>
<hr data-start="3302" data-end="3305">
<h3 data-start="3307" data-end="3370">? Bonus: What to Look for in the Best Hair Gummies for Men</h3>
<p data-start="3372" data-end="3403">Choose a product that includes:</p>
<ul data-start="3404" data-end="3573">
<li data-start="3404" data-end="3436">
<p data-start="3406" data-end="3436"><strong data-start="3406" data-end="3434">Biotin (500010,000 mcg)</strong></p>
</li>
<li data-start="3437" data-end="3475">
<p data-start="3439" data-end="3475"><strong data-start="3439" data-end="3473">Zinc, Vitamin C, and Vitamin E</strong></p>
</li>
<li data-start="3476" data-end="3519">
<p data-start="3478" data-end="3519"><strong data-start="3478" data-end="3517">No added sugar or artificial colors</strong></p>
</li>
<li data-start="3520" data-end="3573">
<p data-start="3522" data-end="3573"><strong data-start="3522" data-end="3573">Clinically tested and FSSAI approved (in India)</strong></p>
</li>
</ul>
<p data-start="3575" data-end="3703">Always consult with a healthcare provider before starting any supplement, especially if you have allergies or health conditions.</p>
<hr data-start="3705" data-end="3708">
<h3 data-start="3710" data-end="3727">? Final Words</h3>
<p data-start="3729" data-end="4003">If youre tired of ineffective shampoos, oils, and temporary fixes, <strong data-start="3797" data-end="3821">hair gummies for men</strong> offer a smart, natural solution. Packed with essential nutrients like <strong data-start="3892" data-end="3902">biotin</strong>, they support stronger roots, thicker strands, and a healthier scalp  all in a tasty chewable form.</p>
<p data-start="4005" data-end="4165">So yes, <strong data-start="4013" data-end="4040">biotin gummies for hair</strong> are more than a trend. Theyre an easy and effective way for men to take control of their hair health  from the inside out.</p>]]> </content:encoded>
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<item>
<title>Top Crypto Presale Picks for 2025: Where Early Backers Are Placing Bets</title>
<link>https://www.columbusnewstimes.com/top-crypto-presale-picks-for-2025</link>
<guid>https://www.columbusnewstimes.com/top-crypto-presale-picks-for-2025</guid>
<description><![CDATA[ Explore the top crypto presale projects of 2025. Discover how to evaluate early-stage tokens and where savvy investors are looking for growth. ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202507/image_870x580_6864f4c806945.jpg" length="72281" type="image/jpeg"/>
<pubDate>Wed, 02 Jul 2025 23:59:00 +0600</pubDate>
<dc:creator>albert711</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p data-start="643" data-end="990" bis_size='{"x":8,"y":14,"w":1248,"h":40,"abs_x":8,"abs_y":101}'>In 2025, the presale stage has become one of the most important phases of a crypto projects life cycle. Its where the bold ideas meet early capital and where investors get a first shot at tokens before they reach exchanges. But finding a <a href="https://unstaked.com/" bis_size='{"x":234,"y":36,"w":121,"h":15,"abs_x":234,"abs_y":123}' target="_blank" rel="noopener nofollow"><strong data-start="883" data-end="905" bis_size='{"x":234,"y":36,"w":121,"h":15,"abs_x":234,"abs_y":123}'>top crypto presale</strong></a> isnt about chasing hypeits about evaluating fundamentals, timing, and market fit.</p>
<p data-start="992" data-end="1260" bis_size='{"x":8,"y":68,"w":1248,"h":60,"abs_x":8,"abs_y":155}'>With more sophisticated tokenomics, clearer use cases, and increasing demand for real-world utility, presales are maturing fast. In this post, well break down what makes a presale worth watching and spotlight the trends guiding smart money toward early-stage winners.<br bis_size='{"x":435,"y":90,"w":0,"h":15,"abs_x":435,"abs_y":177}'><br bis_size='{"x":8,"y":110,"w":0,"h":15,"abs_x":8,"abs_y":197}'></p>
<h2 data-start="1267" data-end="1307" bis_size='{"x":8,"y":145,"w":1248,"h":20,"abs_x":8,"abs_y":232}'><strong data-start="1270" data-end="1307" bis_size='{"x":8,"y":140,"w":380,"h":30,"abs_x":8,"abs_y":227}'>Why Presales Still Matter in 2025</strong></h2>
<p data-start="1309" data-end="1501" bis_size='{"x":8,"y":183,"w":1248,"h":20,"abs_x":8,"abs_y":270}'>Crypto has evolved, but the power of getting in early hasnt changed. Presales remain one of the best ways to back innovative teams before their tokens are exposed to wider market speculation.</p>
<p data-start="1503" data-end="1551" bis_size='{"x":8,"y":217,"w":1248,"h":20,"abs_x":8,"abs_y":304}'><strong data-start="1507" data-end="1551" bis_size='{"x":8,"y":219,"w":245,"h":15,"abs_x":8,"abs_y":306}'>Early Access with Built-in Advantage</strong></p>
<p data-start="1553" data-end="1763" bis_size='{"x":8,"y":251,"w":1248,"h":40,"abs_x":8,"abs_y":338}'>Most presales offer tokens at discounted rates, bonus allocations, or exclusive staking rewards. These incentives are designed to attract long-term believers who contribute before the protocol is battle-tested.</p>
<p data-start="1765" data-end="1814" bis_size='{"x":8,"y":305,"w":1248,"h":20,"abs_x":8,"abs_y":392}'><strong data-start="1769" data-end="1814" bis_size='{"x":8,"y":307,"w":286,"h":15,"abs_x":8,"abs_y":394}'>Community and Governance from Day One</strong></p>
<p data-start="1816" data-end="1962" bis_size='{"x":8,"y":339,"w":1248,"h":20,"abs_x":8,"abs_y":426}'>By participating in presales, investors become more than just token holdersthey help shape product direction, DAO governance, and early adoption.</p>
<p data-start="1964" data-end="2011" bis_size='{"x":8,"y":373,"w":1248,"h":20,"abs_x":8,"abs_y":460}'><strong data-start="1968" data-end="2011" bis_size='{"x":8,"y":375,"w":248,"h":15,"abs_x":8,"abs_y":462}'>Value Discovery in a Crowded Market</strong></p>
<p data-start="2013" data-end="2164" bis_size='{"x":8,"y":407,"w":1248,"h":40,"abs_x":8,"abs_y":494}'>With hundreds of new tokens launching monthly, presales are where the most organic, research-driven communities formoften before mainstream attention.<br bis_size='{"x":985,"y":409,"w":0,"h":15,"abs_x":985,"abs_y":496}'><br bis_size='{"x":8,"y":429,"w":0,"h":15,"abs_x":8,"abs_y":516}'></p>
<h2 data-start="2171" data-end="2210" bis_size='{"x":8,"y":464,"w":1248,"h":20,"abs_x":8,"abs_y":551}'><strong data-start="2174" data-end="2210" bis_size='{"x":8,"y":459,"w":399,"h":30,"abs_x":8,"abs_y":546}'>What Makes a Top Crypto Presale?</strong></h2>
<p data-start="2212" data-end="2383" bis_size='{"x":8,"y":503,"w":1248,"h":20,"abs_x":8,"abs_y":590}'>Its not just about early accessits about early access to something meaningful. Heres what the smartest investors look for when identifying top crypto presale projects:</p>
<p data-start="2385" data-end="2411" bis_size='{"x":8,"y":537,"w":1248,"h":20,"abs_x":8,"abs_y":624}'><strong data-start="2389" data-end="2411" bis_size='{"x":8,"y":539,"w":127,"h":15,"abs_x":8,"abs_y":626}'>1. Strong Use Case</strong></p>
<p data-start="2413" data-end="2588" bis_size='{"x":8,"y":571,"w":1248,"h":20,"abs_x":8,"abs_y":658}'>Top-tier presales have clear utility. Whether powering AI infrastructure, securing a decentralized network, or enabling financial access, the token must serve a real function.</p>
<p data-start="2590" data-end="2630" bis_size='{"x":8,"y":605,"w":1248,"h":20,"abs_x":8,"abs_y":692}'><strong data-start="2594" data-end="2630" bis_size='{"x":8,"y":607,"w":226,"h":15,"abs_x":8,"abs_y":694}'>2. Transparent, Experienced Team</strong></p>
<p data-start="2632" data-end="2750" bis_size='{"x":8,"y":639,"w":1248,"h":20,"abs_x":8,"abs_y":726}'>Doxxed developers, Web3 veterans, or founders with real startup or protocol experience signal a more credible project.</p>
<p data-start="2752" data-end="2791" bis_size='{"x":8,"y":673,"w":1248,"h":20,"abs_x":8,"abs_y":760}'><strong data-start="2756" data-end="2791" bis_size='{"x":8,"y":675,"w":215,"h":15,"abs_x":8,"abs_y":762}'>3. Working Product or Prototype</strong></p>
<p data-start="2793" data-end="2917" bis_size='{"x":8,"y":707,"w":1248,"h":20,"abs_x":8,"abs_y":794}'>A whitepaper alone isnt enough in 2025. Presales tied to MVPs, testnets, or GitHub activity show real development progress.</p>
<p data-start="2919" data-end="2949" bis_size='{"x":8,"y":741,"w":1248,"h":20,"abs_x":8,"abs_y":828}'><strong data-start="2923" data-end="2949" bis_size='{"x":8,"y":743,"w":162,"h":15,"abs_x":8,"abs_y":830}'>4. Balanced Tokenomics</strong></p>
<p data-start="2951" data-end="3104" bis_size='{"x":8,"y":775,"w":1248,"h":20,"abs_x":8,"abs_y":862}'>Look for healthy token distribution, reasonable valuations, and vesting schedules that align long-term incentives for team, investors, and the community.</p>
<p data-start="3106" data-end="3134" bis_size='{"x":8,"y":809,"w":1248,"h":20,"abs_x":8,"abs_y":896}'><strong data-start="3110" data-end="3134" bis_size='{"x":8,"y":811,"w":143,"h":15,"abs_x":8,"abs_y":898}'>5. Community Quality</strong></p>
<p data-start="3136" data-end="3267" bis_size='{"x":8,"y":843,"w":1248,"h":40,"abs_x":8,"abs_y":930}'>An active, organic Discord or Telegramfull of questions, updates, and transparencyis more valuable than inflated follower counts.<br bis_size='{"x":830,"y":845,"w":0,"h":15,"abs_x":830,"abs_y":932}'><br bis_size='{"x":8,"y":865,"w":0,"h":15,"abs_x":8,"abs_y":952}'></p>
<h2 data-start="3274" data-end="3327" bis_size='{"x":8,"y":900,"w":1248,"h":20,"abs_x":8,"abs_y":987}'><strong data-start="3277" data-end="3327" bis_size='{"x":8,"y":895,"w":551,"h":30,"abs_x":8,"abs_y":982}'>Top Crypto Presale Categories to Watch in 2025</strong></h2>
<p data-start="3329" data-end="3443" bis_size='{"x":8,"y":938,"w":1248,"h":20,"abs_x":8,"abs_y":1025}'>Presales are booming across multiple sectors, but a few categories are attracting the most innovation and funding:</p>
<p data-start="3445" data-end="3475" bis_size='{"x":8,"y":972,"w":1248,"h":20,"abs_x":8,"abs_y":1059}'><strong data-start="3449" data-end="3475" bis_size='{"x":8,"y":974,"w":168,"h":15,"abs_x":8,"abs_y":1061}'>AI &amp; Autonomous Agents</strong></p>
<p data-start="3477" data-end="3677" bis_size='{"x":8,"y":1006,"w":1248,"h":40,"abs_x":8,"abs_y":1093}'>AI is merging with crypto through tokenized access to compute, decentralized data markets, and AI agents that operate on-chain. These presales often support inference, governance, or AI-enabled dApps.</p>
<p data-start="3679" data-end="3741" bis_size='{"x":8,"y":1060,"w":1248,"h":20,"abs_x":8,"abs_y":1147}'><strong data-start="3683" data-end="3741" bis_size='{"x":8,"y":1062,"w":368,"h":15,"abs_x":8,"abs_y":1149}'>DePIN (Decentralized Physical Infrastructure Networks)</strong></p>
<p data-start="3743" data-end="3919" bis_size='{"x":8,"y":1094,"w":1248,"h":20,"abs_x":8,"abs_y":1181}'>Think Helium, but broadertokens powering decentralized Wi-Fi, storage, sensors, and even electric grids. These presales are ideal for users contributing hardware or bandwidth.</p>
<p data-start="3921" data-end="3964" bis_size='{"x":8,"y":1128,"w":1248,"h":20,"abs_x":8,"abs_y":1215}'><strong data-start="3925" data-end="3964" bis_size='{"x":8,"y":1130,"w":249,"h":15,"abs_x":8,"abs_y":1217}'>Real-World Asset (RWA) Tokenization</strong></p>
<p data-start="3966" data-end="4153" bis_size='{"x":8,"y":1162,"w":1248,"h":20,"abs_x":8,"abs_y":1249}'>Tokenizing real-world valuelike real estate, art, or debtis gaining institutional interest. Presale coins in this space often represent rights to income streams or yield-bearing assets.</p>
<p data-start="4155" data-end="4192" bis_size='{"x":8,"y":1196,"w":1248,"h":20,"abs_x":8,"abs_y":1283}'><strong data-start="4159" data-end="4192" bis_size='{"x":8,"y":1198,"w":210,"h":15,"abs_x":8,"abs_y":1285}'>Layer 2 and Rollup Ecosystems</strong></p>
<p data-start="4194" data-end="4350" bis_size='{"x":8,"y":1230,"w":1248,"h":20,"abs_x":8,"abs_y":1317}'>New scalability solutions with custom Layer 2 chains or zk-based architectures are offering presale access for validators, stakers, and liquidity providers.</p>
<p data-start="4352" data-end="4393" bis_size='{"x":8,"y":1264,"w":1248,"h":20,"abs_x":8,"abs_y":1351}'><strong data-start="4356" data-end="4393" bis_size='{"x":8,"y":1266,"w":233,"h":15,"abs_x":8,"abs_y":1353}'>Gaming &amp; Metaverse Infrastructure</strong></p>
<p data-start="4395" data-end="4525" bis_size='{"x":8,"y":1298,"w":1248,"h":40,"abs_x":8,"abs_y":1385}'>Forget basic NFT gamesthese presales are tied to interoperable economies, user-owned assets, and decentralized creator platforms.<br bis_size='{"x":846,"y":1300,"w":0,"h":15,"abs_x":846,"abs_y":1387}'><br bis_size='{"x":8,"y":1320,"w":0,"h":15,"abs_x":8,"abs_y":1407}'></p>
<h2 data-start="4532" data-end="4576" bis_size='{"x":8,"y":1355,"w":1248,"h":20,"abs_x":8,"abs_y":1442}'><strong data-start="4535" data-end="4576" bis_size='{"x":8,"y":1350,"w":443,"h":30,"abs_x":8,"abs_y":1437}'>Where to Find the Top Crypto Presales</strong></h2>
<p data-start="4578" data-end="4715" bis_size='{"x":8,"y":1394,"w":1248,"h":20,"abs_x":8,"abs_y":1481}'>Not all good presales are loud. In fact, many of the most promising ones are found in smaller, research-driven corners of the Web3 world.</p>
<p data-start="4717" data-end="4733" bis_size='{"x":8,"y":1428,"w":1248,"h":20,"abs_x":8,"abs_y":1515}'><strong data-start="4719" data-end="4733" bis_size='{"x":8,"y":1430,"w":82,"h":15,"abs_x":8,"abs_y":1517}'>Launchpads</strong></p>
<ul data-start="4734" data-end="4801" bis_size='{"x":8,"y":1462,"w":1248,"h":156,"abs_x":8,"abs_y":1549}'>
<li data-start="4734" data-end="4747" bis_size='{"x":48,"y":1462,"w":1208,"h":20,"abs_x":48,"abs_y":1549}'>
<p data-start="4736" data-end="4747" bis_size='{"x":48,"y":1462,"w":1208,"h":20,"abs_x":48,"abs_y":1549}'>DAO Maker</p>
</li>
<li data-start="4748" data-end="4760" bis_size='{"x":48,"y":1496,"w":1208,"h":20,"abs_x":48,"abs_y":1583}'>
<p data-start="4750" data-end="4760" bis_size='{"x":48,"y":1496,"w":1208,"h":20,"abs_x":48,"abs_y":1583}'>CoinList</p>
</li>
<li data-start="4761" data-end="4772" bis_size='{"x":48,"y":1530,"w":1208,"h":20,"abs_x":48,"abs_y":1617}'>
<p data-start="4763" data-end="4772" bis_size='{"x":48,"y":1530,"w":1208,"h":20,"abs_x":48,"abs_y":1617}'>Seedify</p>
</li>
<li data-start="4773" data-end="4789" bis_size='{"x":48,"y":1564,"w":1208,"h":20,"abs_x":48,"abs_y":1651}'>
<p data-start="4775" data-end="4789" bis_size='{"x":48,"y":1564,"w":1208,"h":20,"abs_x":48,"abs_y":1651}'>ChainGPT Pad</p>
</li>
<li data-start="4790" data-end="4801" bis_size='{"x":48,"y":1598,"w":1208,"h":20,"abs_x":48,"abs_y":1685}'>
<p data-start="4792" data-end="4801" bis_size='{"x":48,"y":1598,"w":1208,"h":20,"abs_x":48,"abs_y":1685}'>TrustSwap</p>
</li>
</ul>
<p data-start="4803" data-end="4820" bis_size='{"x":8,"y":1632,"w":1248,"h":20,"abs_x":8,"abs_y":1719}'><strong data-start="4805" data-end="4820" bis_size='{"x":8,"y":1634,"w":83,"h":15,"abs_x":8,"abs_y":1721}'>Aggregators</strong></p>
<ul data-start="4821" data-end="4865" bis_size='{"x":8,"y":1666,"w":1248,"h":88,"abs_x":8,"abs_y":1753}'>
<li data-start="4821" data-end="4835" bis_size='{"x":48,"y":1666,"w":1208,"h":20,"abs_x":48,"abs_y":1753}'>
<p data-start="4823" data-end="4835" bis_size='{"x":48,"y":1666,"w":1208,"h":20,"abs_x":48,"abs_y":1753}'>CryptoRank</p>
</li>
<li data-start="4836" data-end="4849" bis_size='{"x":48,"y":1700,"w":1208,"h":20,"abs_x":48,"abs_y":1787}'>
<p data-start="4838" data-end="4849" bis_size='{"x":48,"y":1700,"w":1208,"h":20,"abs_x":48,"abs_y":1787}'>ICO Drops</p>
</li>
<li data-start="4850" data-end="4865" bis_size='{"x":48,"y":1734,"w":1208,"h":20,"abs_x":48,"abs_y":1821}'>
<p data-start="4852" data-end="4865" bis_size='{"x":48,"y":1734,"w":1208,"h":20,"abs_x":48,"abs_y":1821}'>Presale World</p>
</li>
</ul>
<p data-start="4867" data-end="4890" bis_size='{"x":8,"y":1768,"w":1248,"h":20,"abs_x":8,"abs_y":1855}'><strong data-start="4869" data-end="4890" bis_size='{"x":8,"y":1770,"w":136,"h":15,"abs_x":8,"abs_y":1857}'>Community Sources</strong></p>
<ul data-start="4891" data-end="5035" bis_size='{"x":8,"y":1802,"w":1248,"h":122,"abs_x":8,"abs_y":1889}'>
<li data-start="4891" data-end="4920" bis_size='{"x":48,"y":1802,"w":1208,"h":20,"abs_x":48,"abs_y":1889}'>
<p data-start="4893" data-end="4920" bis_size='{"x":48,"y":1802,"w":1208,"h":20,"abs_x":48,"abs_y":1889}'>Curated Twitter/X threads</p>
</li>
<li data-start="4921" data-end="4946" bis_size='{"x":48,"y":1836,"w":1208,"h":20,"abs_x":48,"abs_y":1923}'>
<p data-start="4923" data-end="4946" bis_size='{"x":48,"y":1836,"w":1208,"h":20,"abs_x":48,"abs_y":1923}'>Niche Telegram groups</p>
</li>
<li data-start="4947" data-end="5000" bis_size='{"x":48,"y":1870,"w":1208,"h":20,"abs_x":48,"abs_y":1957}'>
<p data-start="4949" data-end="5000" bis_size='{"x":48,"y":1870,"w":1208,"h":20,"abs_x":48,"abs_y":1957}'>Discord servers for Web3 builders and researchers</p>
</li>
<li data-start="5001" data-end="5035" bis_size='{"x":48,"y":1904,"w":1208,"h":20,"abs_x":48,"abs_y":1991}'>
<p data-start="5003" data-end="5035" bis_size='{"x":48,"y":1904,"w":1208,"h":20,"abs_x":48,"abs_y":1991}'>Reddit: r/CryptoMoonShots, r/ICO</p>
</li>
</ul>
<p data-start="5037" data-end="5162" bis_size='{"x":8,"y":1938,"w":1248,"h":60,"abs_x":8,"abs_y":2025}'><strong data-start="5039" data-end="5057" bis_size='{"x":8,"y":1940,"w":108,"h":15,"abs_x":8,"abs_y":2027}'>Dev Hackathons</strong><br bis_size='{"x":116,"y":1940,"w":0,"h":15,"abs_x":116,"abs_y":2027}'>Projects that win grants or hackathons like ETHGlobal or Gitcoin often spin into presale-ready startups.<br bis_size='{"x":644,"y":1960,"w":0,"h":15,"abs_x":644,"abs_y":2047}'><br bis_size='{"x":8,"y":1980,"w":0,"h":15,"abs_x":8,"abs_y":2067}'></p>
<h2 data-start="5169" data-end="5206" bis_size='{"x":8,"y":2015,"w":1248,"h":20,"abs_x":8,"abs_y":2102}'><strong data-start="5172" data-end="5206" bis_size='{"x":8,"y":2010,"w":370,"h":30,"abs_x":8,"abs_y":2097}'>How to Evaluate Before You Buy</strong></h2>
<p data-start="5208" data-end="5280" bis_size='{"x":8,"y":2053,"w":1248,"h":20,"abs_x":8,"abs_y":2140}'>Heres a practical checklist before investing in any top crypto presale:</p>
<ul data-start="5282" data-end="5565" bis_size='{"x":8,"y":2087,"w":1248,"h":156,"abs_x":8,"abs_y":2174}'>
<li data-start="5282" data-end="5330" bis_size='{"x":48,"y":2087,"w":1208,"h":20,"abs_x":48,"abs_y":2174}'>
<p data-start="5284" data-end="5330" bis_size='{"x":48,"y":2087,"w":1208,"h":20,"abs_x":48,"abs_y":2174}'><strong data-start="5284" data-end="5328" bis_size='{"x":48,"y":2089,"w":266,"h":15,"abs_x":48,"abs_y":2176}'>Is the project open source or auditable?</strong></p>
</li>
<li data-start="5331" data-end="5395" bis_size='{"x":48,"y":2121,"w":1208,"h":20,"abs_x":48,"abs_y":2208}'>
<p data-start="5333" data-end="5395" bis_size='{"x":48,"y":2121,"w":1208,"h":20,"abs_x":48,"abs_y":2208}'><strong data-start="5333" data-end="5393" bis_size='{"x":48,"y":2123,"w":372,"h":15,"abs_x":48,"abs_y":2210}'>Do token allocations favor insiders or long-term health?</strong></p>
</li>
<li data-start="5396" data-end="5463" bis_size='{"x":48,"y":2155,"w":1208,"h":20,"abs_x":48,"abs_y":2242}'>
<p data-start="5398" data-end="5463" bis_size='{"x":48,"y":2155,"w":1208,"h":20,"abs_x":48,"abs_y":2242}'><strong data-start="5398" data-end="5461" bis_size='{"x":48,"y":2157,"w":379,"h":15,"abs_x":48,"abs_y":2244}'>Is there real tractionlike partnerships, pilots, or usage?</strong></p>
</li>
<li data-start="5464" data-end="5509" bis_size='{"x":48,"y":2189,"w":1208,"h":20,"abs_x":48,"abs_y":2276}'>
<p data-start="5466" data-end="5509" bis_size='{"x":48,"y":2189,"w":1208,"h":20,"abs_x":48,"abs_y":2276}'><strong data-start="5466" data-end="5507" bis_size='{"x":48,"y":2191,"w":252,"h":15,"abs_x":48,"abs_y":2278}'>How is liquidity handled post-launch?</strong></p>
</li>
<li data-start="5510" data-end="5565" bis_size='{"x":48,"y":2223,"w":1208,"h":20,"abs_x":48,"abs_y":2310}'>
<p data-start="5512" data-end="5565" bis_size='{"x":48,"y":2223,"w":1208,"h":20,"abs_x":48,"abs_y":2310}'><strong data-start="5512" data-end="5565" bis_size='{"x":48,"y":2225,"w":333,"h":15,"abs_x":48,"abs_y":2312}'>Are you joining a crowd, or are you early enough?</strong></p>
</li>
</ul>
<p data-start="5567" data-end="5673" bis_size='{"x":8,"y":2257,"w":1248,"h":40,"abs_x":8,"abs_y":2344}'>If you can answer these questions confidently, youre more likely to avoid vaporware and find real upside.<br bis_size='{"x":658,"y":2259,"w":0,"h":15,"abs_x":658,"abs_y":2346}'><br bis_size='{"x":8,"y":2279,"w":0,"h":15,"abs_x":8,"abs_y":2366}'></p>
<h2 data-start="5680" data-end="5704" bis_size='{"x":8,"y":2315,"w":1248,"h":20,"abs_x":8,"abs_y":2402}'><strong data-start="5683" data-end="5704" bis_size='{"x":8,"y":2309,"w":201,"h":30,"abs_x":8,"abs_y":2396}'>Risks to Consider</strong></h2>
<p data-start="5706" data-end="5798" bis_size='{"x":8,"y":2353,"w":1248,"h":20,"abs_x":8,"abs_y":2440}'>Presales arent without downside. Even the most exciting projects can stumble. Keep in mind:</p>
<ul data-start="5800" data-end="6144" bis_size='{"x":8,"y":2387,"w":1248,"h":122,"abs_x":8,"abs_y":2474}'>
<li data-start="5800" data-end="5905" bis_size='{"x":48,"y":2387,"w":1208,"h":20,"abs_x":48,"abs_y":2474}'>
<p data-start="5802" data-end="5905" bis_size='{"x":48,"y":2387,"w":1208,"h":20,"abs_x":48,"abs_y":2474}'><strong data-start="5804" data-end="5830" bis_size='{"x":48,"y":2389,"w":154,"h":15,"abs_x":48,"abs_y":2476}'>Regulatory Uncertainty</strong>  Some regions restrict participation or view token sales as securities.</p>
</li>
<li data-start="5906" data-end="5977" bis_size='{"x":48,"y":2421,"w":1208,"h":20,"abs_x":48,"abs_y":2508}'>
<p data-start="5908" data-end="5977" bis_size='{"x":48,"y":2421,"w":1208,"h":20,"abs_x":48,"abs_y":2508}'><strong data-start="5910" data-end="5933" bis_size='{"x":48,"y":2423,"w":140,"h":15,"abs_x":48,"abs_y":2510}'>Smart Contract Bugs</strong>  Even audited projects can be exploited.</p>
</li>
<li data-start="5978" data-end="6067" bis_size='{"x":48,"y":2455,"w":1208,"h":20,"abs_x":48,"abs_y":2542}'>
<p data-start="5980" data-end="6067" bis_size='{"x":48,"y":2455,"w":1208,"h":20,"abs_x":48,"abs_y":2542}'><strong data-start="5982" data-end="6009" bis_size='{"x":48,"y":2457,"w":150,"h":15,"abs_x":48,"abs_y":2544}'>Illiquidity Post-Launch</strong>  Some tokens struggle to list or gain market traction.</p>
</li>
<li data-start="6068" data-end="6144" bis_size='{"x":48,"y":2489,"w":1208,"h":20,"abs_x":48,"abs_y":2576}'>
<p data-start="6070" data-end="6144" bis_size='{"x":48,"y":2489,"w":1208,"h":20,"abs_x":48,"abs_y":2576}'><strong data-start="6072" data-end="6084" bis_size='{"x":48,"y":2491,"w":64,"h":15,"abs_x":48,"abs_y":2578}'>Overhype</strong>  Just because its trending doesnt mean its undervalued.</p>
</li>
</ul>
<p data-start="6146" data-end="6245" bis_size='{"x":8,"y":2523,"w":1248,"h":40,"abs_x":8,"abs_y":2610}'>Always diversify your exposure and never invest more than you can afford to hold for the long term.<br bis_size='{"x":621,"y":2525,"w":0,"h":15,"abs_x":621,"abs_y":2612}'><br bis_size='{"x":8,"y":2545,"w":0,"h":15,"abs_x":8,"abs_y":2632}'></p>
<h2 data-start="6252" data-end="6269" bis_size='{"x":8,"y":2580,"w":1248,"h":20,"abs_x":8,"abs_y":2667}'><strong data-start="6255" data-end="6269" bis_size='{"x":8,"y":2575,"w":126,"h":30,"abs_x":8,"abs_y":2662}'>Conclusion</strong></h2>
<p data-start="6271" data-end="6560" bis_size='{"x":8,"y":2618,"w":1248,"h":40,"abs_x":8,"abs_y":2705}'>The search for the<strong bis_size='{"x":121,"y":2620,"w":3,"h":15,"abs_x":121,"abs_y":2707}'> </strong>top crypto presale in 2025 isnt about catching the biggest nameits about finding smart teams building in overlooked corners of the space. As narratives evolvefrom AI and DePIN to RWA and Layer 2presales offer one of the last frontiers of asymmetric opportunity.</p>
<p data-start="6562" data-end="6791" bis_size='{"x":8,"y":2672,"w":1248,"h":40,"abs_x":8,"abs_y":2759}'>But success in this space requires more than luck. It demands research, timing, and conviction. If you're ready to look past the noise and into the fundamentals, the right presale could be your entry into something game-changing.</p>
<p data-start="6793" data-end="6895" bis_size='{"x":8,"y":2726,"w":1248,"h":20,"abs_x":8,"abs_y":2813}'>The smartest investors dont chasethey position early, stay patient, and let innovation lead the way.</p>]]> </content:encoded>
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<item>
<title>Mastering Rummy Joker Rules: Your Ultimate Guide on MightyCrown.live</title>
<link>https://www.columbusnewstimes.com/mastering-rummy-joker-rules-your-ultimate-guide-on-mightycrownlive</link>
<guid>https://www.columbusnewstimes.com/mastering-rummy-joker-rules-your-ultimate-guide-on-mightycrownlive</guid>
<description><![CDATA[ Learn how to master Rummy Joker Rules and gain a winning edge at MightyCrown.live. This detailed guide explains the types of jokers, how to use them in sequences and sets, and pro tips to avoid common mistakes. Perfect for beginners and advanced players alike! ]]></description>
<enclosure url="" length="72281" type="image/jpeg"/>
<pubDate>Mon, 30 Jun 2025 21:48:04 +0600</pubDate>
<dc:creator>newspge</dc:creator>
<media:keywords>Rummy joker rules</media:keywords>
<content:encoded><![CDATA[<h3 data-start="154" data-end="230"><strong data-start="158" data-end="230">Mastering Rummy Joker Rules: Your Ultimate Guide on MightyCrown.live</strong></h3>
<p data-start="232" data-end="564">Rummy is one of the most popular card games across the globe, and with the rise of online platforms like <strong data-start="337" data-end="357">MightyCrown.live</strong>, it's more accessible and exciting than ever. Whether youre a beginner or a seasoned player, understanding the <a href="https://mightycrown.live/" rel="nofollow"><strong data-start="470" data-end="491">Rummy Joker rules</strong></a> is essential to increase your chances of winning and mastering the game.</p>
<p data-start="566" data-end="727">In this article, well break down the role of the Joker in Rummy, the different types of Jokers, and how you can use them strategically to improve your gameplay.</p>
<hr data-start="729" data-end="732">
<h4 data-start="734" data-end="774"><strong data-start="739" data-end="774">What is Rummy? A Quick Overview</strong></h4>
<p data-start="776" data-end="1105">Rummy is a card-matching game that involves forming valid sets and sequences from the cards you are dealt. A standard Rummy game is played with 2 to 6 players and typically uses one or two 52-card decks, depending on the variation. The goal is to arrange your cards into meaningful combinations and declare before your opponents.</p>
<p data-start="1107" data-end="1218">Now, one of the key components of Rummy that can change the entire direction of the game is the <strong data-start="1203" data-end="1217">Joker card</strong>.</p>
<hr data-start="1220" data-end="1223">
<h4 data-start="1225" data-end="1265"><strong data-start="1230" data-end="1265">Understanding Rummy Joker Rules</strong></h4>
<p data-start="1267" data-end="1452">The Joker in Rummy is a game-changer. It acts as a wildcard that can replace any other card to form a valid sequence or set. There are two types of Jokers used in most Rummy variations:</p>
<ol data-start="1454" data-end="1695">
<li data-start="1454" data-end="1531">
<p data-start="1457" data-end="1531"><strong data-start="1457" data-end="1474">Printed Joker</strong>  This is the standard Joker card present in every deck.</p>
</li>
<li data-start="1532" data-end="1695">
<p data-start="1535" data-end="1695"><strong data-start="1535" data-end="1549">Wild Joker</strong>  At the beginning of each game, one card is randomly selected as the wild Joker. All cards of that rank, regardless of suit, become wild Jokers.</p>
</li>
</ol>
<p data-start="1697" data-end="1851">For example, if the 7 of Hearts is selected as the wild Joker, then all 7s  whether of Hearts, Clubs, Spades, or Diamonds  become Jokers for that round.</p>
<hr data-start="1853" data-end="1856">
<h4 data-start="1858" data-end="1898"><strong data-start="1863" data-end="1898">Rummy Joker Rules You Must Know</strong></h4>
<p data-start="1900" data-end="1954">Here are the key rules and uses of the Joker in Rummy:</p>
<ol data-start="1956" data-end="2612">
<li data-start="1956" data-end="2111">
<p data-start="1959" data-end="2111"><strong data-start="1959" data-end="2011">Jokers can be used to complete sets or sequences</strong>  You can use either the printed or wild Joker to substitute any missing card in a set or sequence.</p>
</li>
<li data-start="2113" data-end="2296">
<p data-start="2116" data-end="2296"><strong data-start="2116" data-end="2159">At least one pure sequence is mandatory</strong>  A pure sequence is a group of consecutive cards of the same suit without using any Joker. This is a must-have for a valid declaration.</p>
</li>
<li data-start="2298" data-end="2497">
<p data-start="2301" data-end="2497"><strong data-start="2301" data-end="2332">You can use multiple Jokers</strong>  If you are lucky enough to get more than one Joker, you can use them to complete several combinations. However, only one pure sequence is allowed without a Joker.</p>
</li>
<li data-start="2499" data-end="2612">
<p data-start="2502" data-end="2612"><strong data-start="2502" data-end="2531">No Joker in pure sequence</strong>  Remember, a pure sequence must be formed without using any type of Joker card.</p>
</li>
</ol>
<hr data-start="2614" data-end="2617">
<h4 data-start="2619" data-end="2654"><strong data-start="2624" data-end="2654">Strategic Use of the Joker</strong></h4>
<p data-start="2656" data-end="2738">Using Jokers wisely can turn the tide in your favor. Here are some strategic tips:</p>
<ul data-start="2740" data-end="3305">
<li data-start="2740" data-end="2880">
<p data-start="2742" data-end="2880"><strong data-start="2742" data-end="2787">Hold onto Jokers for crucial combinations</strong>  Use your Joker cards for high-point combinations that are difficult to complete naturally.</p>
</li>
<li data-start="2882" data-end="3019">
<p data-start="2884" data-end="3019"><strong data-start="2884" data-end="2935">Use natural cards to form a pure sequence early</strong>  Since a pure sequence is a must, focus on forming it first without using a Joker.</p>
</li>
<li data-start="3021" data-end="3142">
<p data-start="3023" data-end="3142"><strong data-start="3023" data-end="3063">Discard unnecessary high-point cards</strong>  If they can't form a sequence even with a Joker, it's safer to discard them.</p>
</li>
<li data-start="3144" data-end="3305">
<p data-start="3146" data-end="3305"><strong data-start="3146" data-end="3179">Observe your opponents moves</strong>  If you notice theyre picking up specific cards, avoid discarding anything that might help them complete a set or sequence.</p>
</li>
</ul>
<hr data-start="3307" data-end="3310">
<h4 data-start="3312" data-end="3358"><strong data-start="3317" data-end="3358">Play Rummy Online at MightyCrown.live</strong></h4>
<p data-start="3360" data-end="3724">If you're looking to test your skills and put these <strong data-start="3412" data-end="3433">Rummy Joker rules</strong> into action, <strong data-start="3447" data-end="3467">MightyCrown.live</strong> is the perfect platform. With a user-friendly interface, secure gameplay, and exciting tournaments, it's a hub for Rummy enthusiasts of all levels. Whether you're playing for fun or real rewards, mastering the use of Jokers can give you a competitive edge.</p>
<hr data-start="3726" data-end="3729">
<h4 data-start="3731" data-end="3754"><strong data-start="3736" data-end="3754">Final Thoughts</strong></h4>
<p data-start="3756" data-end="4087">The Joker is more than just a wild cardits a powerful tool that, when used strategically, can change the outcome of the game. Now that you understand the <strong data-start="3912" data-end="3933">Rummy Joker rules</strong>, its time to apply your knowledge at <strong data-start="3972" data-end="3992">MightyCrown.live</strong>. Sharpen your skills, challenge your friends, and enjoy the thrill of Rummy like never before!</p>]]> </content:encoded>
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<title>How to Read a Forex Live Chart and Make Smart Trades</title>
<link>https://www.columbusnewstimes.com/how-to-read-a-forex-live-chart-and-make-smart-trades</link>
<guid>https://www.columbusnewstimes.com/how-to-read-a-forex-live-chart-and-make-smart-trades</guid>
<description><![CDATA[ Learn how to read a forex live chart with ease. Discover candlestick patterns, trends, and tools to make smarter trading decisions with The Forex Signals. ]]></description>
<enclosure url="https://www.columbusnewstimes.com/uploads/images/202506/image_870x580_685b91d6c2d25.jpg" length="48679" type="image/jpeg"/>
<pubDate>Wed, 25 Jun 2025 21:06:30 +0600</pubDate>
<dc:creator>theforexsignals</dc:creator>
<media:keywords>Forex Live Chart</media:keywords>
<content:encoded><![CDATA[<p data-start="141" data-end="560">If you are starting out in forex trading, one of the most important tools you will use is the <a href="https://theforexsignals.co.uk/forex-chart/" rel="nofollow"><strong data-start="235" data-end="255">forex live chart</strong></a>. It shows real time price movements of currency pairs like EUR to USD or GBP to JPY. This helps you decide when to buy or sell. But looking at a forex chart for the first time can feel confusing. Do not worry. This guide will help you understand how to read a forex chart and use it to make smart trades.</p>
<h2 data-start="562" data-end="591">Why Use a Forex Live Chart</h2>
<p data-start="593" data-end="796">A live chart shows price changes as they happen. Unlike saved charts that show old data, live charts give you current market activity. This allows traders to make faster and better trading decisions.</p>
<p data-start="798" data-end="916">At The Forex Signals, we offer free live charts with our trading tools so you always stay updated with the market.</p>
<h2 data-start="923" data-end="947">Types of Forex Charts</h2>
<p data-start="949" data-end="1024">Before going deeper, you should know the three basic types of forex charts:</p>
<h3 data-start="1026" data-end="1047">1. Line Chart</h3>
<ul data-start="1048" data-end="1117">
<li data-start="1048" data-end="1085">
<p data-start="1050" data-end="1085">Connects closing prices with a line</p>
</li>
<li data-start="1086" data-end="1117">
<p data-start="1088" data-end="1117">Simple and good for beginners</p>
</li>
</ul>
<h3 data-start="1119" data-end="1139">2. Bar Chart</h3>
<ul data-start="1140" data-end="1222">
<li data-start="1140" data-end="1181">
<p data-start="1142" data-end="1181">Shows open, high, low, and close prices</p>
</li>
<li data-start="1182" data-end="1222">
<p data-start="1184" data-end="1222">More detailed but a bit harder to read</p>
</li>
</ul>
<h3 data-start="1224" data-end="1268">3. Candlestick Chart <em data-start="1253" data-end="1268">(Most Common)</em></h3>
<ul data-start="1269" data-end="1376">
<li data-start="1269" data-end="1302">
<p data-start="1271" data-end="1302">Shows price using candle shapes</p>
</li>
<li data-start="1303" data-end="1339">
<p data-start="1305" data-end="1339">Green candles show upward movement</p>
</li>
<li data-start="1340" data-end="1376">
<p data-start="1342" data-end="1376">Red candles show downward movement</p>
</li>
</ul>
<p data-start="1378" data-end="1451">Candlestick charts are easy to understand and are widely used in trading.</p>
<h2 data-start="1458" data-end="1488">Main Parts of a Forex Chart</h2>
<p data-start="1490" data-end="1541">To read a forex chart, look at the following parts:</p>
<h3 data-start="1543" data-end="1566">? Currency Pair</h3>
<p data-start="1567" data-end="1677">Shown at the top. For example, EUR to USD means the chart is showing how many US dollars you get for one euro.</p>
<h3 data-start="1679" data-end="1699">? Time Frame</h3>
<p data-start="1700" data-end="1764">This shows how much time each candle or bar covers. For example:</p>
<ul data-start="1765" data-end="1852">
<li data-start="1765" data-end="1807">
<p data-start="1767" data-end="1807">One minute shows very short term changes</p>
</li>
<li data-start="1808" data-end="1852">
<p data-start="1810" data-end="1852">One hour or one day shows long term trends</p>
</li>
</ul>
<h3 data-start="1854" data-end="1875">? Price Scale</h3>
<p data-start="1876" data-end="1928">On the right, it shows how much a currency is worth.</p>
<h3 data-start="1930" data-end="1950">? Time Scale</h3>
<p data-start="1951" data-end="2003">At the bottom, it shows when price changes happened.</p>
<h2 data-start="2010" data-end="2047">Understanding Candlestick Patterns</h2>
<p data-start="2049" data-end="2158">Candlesticks tell a story about price changes. Each candle shows how the price moved in a set amount of time.</p>
<h3 data-start="2160" data-end="2179">? Green Candle</h3>
<ul data-start="2180" data-end="2223">
<li data-start="2180" data-end="2195">
<p data-start="2182" data-end="2195">Price went up</p>
</li>
<li data-start="2196" data-end="2223">
<p data-start="2198" data-end="2223">Opens low and closes high</p>
</li>
</ul>
<h3 data-start="2225" data-end="2242">? Red Candle</h3>
<ul data-start="2243" data-end="2288">
<li data-start="2243" data-end="2260">
<p data-start="2245" data-end="2260">Price went down</p>
</li>
<li data-start="2261" data-end="2288">
<p data-start="2263" data-end="2288">Opens high and closes low</p>
</li>
</ul>
<h3 data-start="2290" data-end="2310">Common Patterns:</h3>
<ul data-start="2311" data-end="2523">
<li data-start="2311" data-end="2388">
<p data-start="2313" data-end="2388"><strong data-start="2313" data-end="2321">Doji</strong>: Price opened and closed at the same spot. Shows market is unsure.</p>
</li>
<li data-start="2389" data-end="2432">
<p data-start="2391" data-end="2432"><strong data-start="2391" data-end="2401">Hammer</strong>: Can mean price may go up soon</p>
</li>
<li data-start="2433" data-end="2523">
<p data-start="2435" data-end="2523"><strong data-start="2435" data-end="2455">Engulfing Candle</strong>: One candle covers the one before. This can show a change in trend.</p>
</li>
</ul>
<p data-start="2525" data-end="2612">The Forex Signals helps you read these patterns and gives expert tips in real time.</p>
<h2 data-start="2619" data-end="2644">Spotting Market Trends</h2>
<p data-start="2646" data-end="2735">Smart traders follow trends. If the market is going up or down, you can plan your trades.</p>
<h3 data-start="2737" data-end="2758">? Downward Trend</h3>
<ul data-start="2759" data-end="2822">
<li data-start="2759" data-end="2787">
<p data-start="2761" data-end="2787">Lower highs and lower lows</p>
</li>
<li data-start="2788" data-end="2822">
<p data-start="2790" data-end="2822">Time to look for selling chances</p>
</li>
</ul>
<h3 data-start="2824" data-end="2843">? Upward Trend</h3>
<ul data-start="2844" data-end="2908">
<li data-start="2844" data-end="2874">
<p data-start="2846" data-end="2874">Higher highs and higher lows</p>
</li>
<li data-start="2875" data-end="2908">
<p data-start="2877" data-end="2908">Time to look for buying chances</p>
</li>
</ul>
<p data-start="2910" data-end="2964">You can draw lines to help see the trend more clearly.</p>
<h2 data-start="2971" data-end="3007">Add Technical Tools to Your Chart</h2>
<p data-start="3009" data-end="3088">Once you learn to read charts, you can use tools to help make better decisions.</p>
<p data-start="3090" data-end="3119">Here are some beginner tools:</p>
<ul data-start="3121" data-end="3269">
<li data-start="3121" data-end="3176">
<p data-start="3123" data-end="3176"><strong data-start="3123" data-end="3141">Moving Average</strong>: Shows the average price over time</p>
</li>
<li data-start="3177" data-end="3230">
<p data-start="3179" data-end="3230"><strong data-start="3179" data-end="3186">RSI</strong>: Tells if a currency is too high or too low</p>
</li>
<li data-start="3231" data-end="3269">
<p data-start="3233" data-end="3269"><strong data-start="3233" data-end="3241">MACD</strong>: Helps show trend direction</p>
</li>
</ul>
<p data-start="3271" data-end="3328">Start with one or two tools. Do not use too many at once.</p>
<h2 data-start="3335" data-end="3363">Tips to Make Smart Trades</h2>
<p data-start="3365" data-end="3435">Now that you can read a chart, here is how you use it to trade better:</p>
<h3 data-start="3437" data-end="3468">? Plan Your Entry and Exit</h3>
<p data-start="3469" data-end="3557">Use the chart to know when to enter or leave a trade. Look at price levels and patterns.</p>
<h3 data-start="3559" data-end="3595">? Use Stop Loss and Take Profit</h3>
<p data-start="3596" data-end="3746">These protect your money. A stop loss closes your trade if the market moves against you. A take profit locks your win when the price hits your target.</p>
<h3 data-start="3748" data-end="3771">? Follow Your Plan</h3>
<p data-start="3772" data-end="3832">Never trade without a plan, even if the chart looks perfect.</p>
<h2 data-start="3839" data-end="3853">Final Words</h2>
<p data-start="3855" data-end="3937">Reading a forex chart is one of the most useful skills for a trader. It helps you:</p>
<ul data-start="3938" data-end="4023">
<li data-start="3938" data-end="3966">
<p data-start="3940" data-end="3966">Understand how prices move</p>
</li>
<li data-start="3967" data-end="3989">
<p data-start="3969" data-end="3989">See market direction</p>
</li>
<li data-start="3990" data-end="4023">
<p data-start="3992" data-end="4023">Make faster and smarter choices</p>
</li>
</ul>
<p data-start="4025" data-end="4196">If you are ready to trade with confidence,<strong> </strong>The Forex Signals has everything you need. Our live charts, tools, and expert support help you make better trades every day.</p>
<h3 data-start="4203" data-end="4221">Ready to Begin</h3>
<p data-start="4223" data-end="4386">? Visit <a data-start="4232" data-end="4286" class="" rel="noopener nofollow" target="_new" href="https://theforexsignals.co.uk">TheForexSignals.co.uk</a> now and try our free forex chart tools. Start making better trades with real time data and support.</p>]]> </content:encoded>
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