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	<title>Gator Gallows &#187; USA</title>
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		<title>Discover the Benefits of Electric Bikes for Your Daily Commute and Adventures</title>
		<link>http://www.gatorgallows.com/discover-the-benefits-of-electric-bikes-for-your-4/</link>
		<comments>http://www.gatorgallows.com/discover-the-benefits-of-electric-bikes-for-your-4/#comments</comments>
		<pubDate>Wed, 22 Apr 2026 13:36:10 +0000</pubDate>
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		<description><![CDATA[<p>Electric bikes are transforming the way we explore our cities and trails, offering a fun boost to every ride. They make commuting effortless and open up cycling adventures to more people than ever before. Welcome to the joyful revolution of &#8230; <a href="http://www.gatorgallows.com/discover-the-benefits-of-electric-bikes-for-your-4/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/discover-the-benefits-of-electric-bikes-for-your-4/">Discover the Benefits of Electric Bikes for Your Daily Commute and Adventures</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Electric bikes are transforming the way we explore our cities and trails, offering a fun boost to every ride. They make commuting effortless and open up cycling adventures to more people than ever before. Welcome to the <strong>joyful revolution</strong> of two-wheeled travel.</p>
<h2>Unlocking Urban Mobility and Freedom</h2>
<p>Unlocking urban mobility and freedom requires a fundamental shift towards integrated, multi-modal transportation networks. By seamlessly connecting <strong>public transit</strong>, cycling infrastructure, ride-sharing, and pedestrian pathways, cities can reduce congestion and provide equitable access. This approach empowers residents with reliable, efficient choices for every journey, diminishing car dependency. The result is not just improved traffic flow, but a profound enhancement of personal liberty and urban livability, granting people more control over their time and movement within the city.</p>
<h3>Navigating City Streets and Beating Traffic</h3>
<p>Unlocking urban mobility and freedom hinges on seamlessly integrating diverse transportation options. Moving beyond car dependency requires a robust **multi-modal transportation network** that connects reliable public transit, safe cycling infrastructure, and accessible micromobility solutions. This approach empowers citizens with flexible, efficient choices for every journey.</p>
<blockquote><p>True urban freedom is measured not by vehicle ownership, but by the quality and reliability of transportation alternatives.</p></blockquote>
<p>By prioritizing this interconnected system, cities reduce congestion, foster equitable access, and enhance overall quality of life, creating a more dynamic and sustainable urban environment for all.</p>
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" /></p>
<h3>Expanding Your Range Without Breaking a Sweat</h3>
<p>Unlocking urban mobility and freedom requires a fundamental shift towards integrated, multi-modal transportation networks. By seamlessly connecting public transit, bike-sharing, ride-hailing, and micro-mobility options through a single digital platform, cities empower residents with unparalleled choice and flexibility. This <strong>sustainable urban transportation solution</strong> reduces congestion, lowers emissions, and grants individuals true command over their daily commute. The result is a more livable, efficient, and equitable city where time is reclaimed and opportunity is expanded.
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="electric bikes" 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" /></p>
<h3>Accessibility for Different Fitness Levels</h3>
<p>Imagine a city where every journey begins with a choice, not a constraint. Unlocking urban mobility and freedom transforms crowded commutes into seamless connections, empowering residents to reclaim their time and explore their communities. This shift is driven by <strong>integrated multi-modal transportation systems</strong> that weave together trains, bikes, e-scooters, and ride-shares into a single, accessible network. The true victory lies not just in movement, but in opportunity.</p>
<blockquote><p>It’s about the spontaneous detour to a park, the reliable trip to a better job, or the simple joy of a stress-free errand.</p></blockquote>
<p>By prioritizing flexible, people-centered options, cities can dissolve barriers and foster <a href="https://talaria-ebikes.us/product/talaria-dragon-2025-2/">talaria dragon</a> a new era of civic vitality and personal liberty.</p>
<h2>Choosing Your Perfect Ride: A Buyer&#8217;s Guide</h2>
<p>Imagine yourself behind the wheel, the open road unfurling before you. Choosing your perfect ride begins not on the lot, but with a story. What chapter of your life are you writing? Is it a tale of family adventures, requiring space and safety, or a solo journey of efficiency and style? Your budget sets the stage, but your daily needs are the true protagonists. Test drive several characters, feeling how each handles your regular routes. This process, your <strong>comprehensive car buying guide</strong>, leads to more than a purchase—it finds the trusted companion for your next great story.</p>
<h3>Understanding Motor Types and Their Placement</h3>
<p>Finding your ideal car is about matching it to your real life. Start by honestly assessing your <strong>primary vehicle usage</strong> for commuting, family, or adventure. Set a firm budget that includes insurance and fuel, then research models known for reliability in that category.<br />
<blockquote>Always schedule a thorough test drive; it&#8217;s the only way to feel if a car truly fits you.</p></blockquote>
<p> Prioritize safety ratings and long-term costs over flashy features to ensure your choice brings joy for years.</p>
<h3>Battery Basics: Capacity, Range, and Charging</h3>
<p>Choosing your perfect ride requires balancing desire with practicality. Begin by defining your non-negotiable needs for space, performance, and budget. <strong>Researching automotive reliability ratings</strong> is crucial to ensure long-term satisfaction and value. Test drive multiple contenders to feel how each handles the road. <em>This hands-on experience often reveals your true preference beyond mere specifications.</em> Ultimately, the right vehicle seamlessly fits your lifestyle, turning every journey into a pleasure.</p>
<h3>Key Features: Pedal Assist vs. Throttle Control</h3>
<p>Finding your ideal vehicle requires a strategic approach to car shopping. Begin by honestly assessing your lifestyle, budget, and must-have features. Thorough research into reliability ratings, ownership costs, and available trims is non-negotiable. This essential automotive research empowers you to compare models confidently. Always insist on a comprehensive test drive to evaluate comfort, performance, and technology firsthand. This disciplined process ensures your final choice is a perfect match for your daily journey.</p>
<h3>Frame Styles: From Commuters to Cargo Carriers</h3>
<p>Choosing your perfect ride requires balancing needs, budget, and lifestyle. Start by defining your primary use case—be it daily commuting, family hauling, or weekend adventure. <strong>Thorough automotive research</strong> on reliability, ownership costs, and safety ratings is non-negotiable. Always prioritize a comprehensive test drive to assess comfort, technology, and real-world performance, ensuring your final decision aligns with both practical requirements and driving enjoyment.</p>
<h2>Maximizing Your Investment and Performance</h2>
<p>Getting the most out of your investments, whether in the stock market or your own skills, is about smart strategy, not luck. It starts with clear goals and a solid plan you can stick with over time. For your portfolio, this means <strong>diversifying your assets</strong> to manage risk. For personal performance, it’s about consistent, deliberate practice and seeking feedback. Remember, true growth is a marathon, not a sprint. Staying informed and adaptable is your best bet for <strong>long-term financial health</strong> and achieving those big, rewarding goals.</p>
<h3>Essential Maintenance for Longevity</h3>
<div style="text-align:center">
<iframe width="561" height="316" src="https://www.youtube.com/embed/MC8LE7kRDMI" frameborder="0" alt="electric bikes" allowfullscreen></iframe>
</div>
<p>To maximize your investment and performance, a <strong>strategic asset allocation</strong> is fundamental. This involves diversifying your portfolio across various asset classes based on your risk tolerance and time horizon. Regularly rebalancing ensures your investments stay aligned with your goals, while disciplined contributions harness the power of compounding. For optimal results, focus on low-cost, tax-efficient vehicles and maintain a long-term perspective to weather market volatility.</p>
<h3>Safety Gear and Riding Best Practices</h3>
<p>To maximize your investment and performance, a disciplined and strategic approach is essential. This begins with setting clear, measurable goals and aligning every asset and action to support them. <strong>Strategic asset allocation</strong> is the cornerstone of this process, ensuring your portfolio is diversified to balance risk against potential returns. Regular performance reviews against relevant benchmarks allow for timely adjustments. <em>A long-term perspective is crucial to weathering market volatility.</em> Ultimately, consistent monitoring and rebalancing protect your capital while positioning it for sustainable growth.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="electric bikes" 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/></p>
<h3>Optimizing Battery Life and Storage</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="electric bikes" 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" /></p>
<p>To maximize your investment and performance, a disciplined and strategic approach is essential. Begin by clearly defining your financial goals and risk tolerance, as this foundation informs every subsequent decision. <strong>Strategic asset allocation</strong> is the cornerstone of this process, ensuring your portfolio is diversified across various asset classes to optimize returns while managing potential downsides. Regularly review and rebalance your holdings to maintain alignment with your objectives, adapting to changing market conditions and personal circumstances for sustained growth.</p>
<h2>Exploring Different Models and Their Uses</h2>
<p>Imagine a world where each problem has a key, and every model is a unique shape cut to fit. In language, we explore these shapes, from the elegant simplicity of a <strong>statistical model</strong> predicting the next word to the vast, interconnected knowledge of a <mark>large language model</mark> weaving entire narratives. Each serves a purpose: some are precise tools for translation, while others are creative partners for brainstorming. This exploration is a journey through digital thought, finding the right key to unlock understanding, communication, and even <strong>artificial creativity</strong> itself.</p>
<h3>Folding Designs for Multi-Modal Commutes</h3>
<p>Exploring different AI models is key to finding the right tool for the job. Think of it like a toolbox: large language models (LLMs) like GPT-4 are fantastic for creative writing and conversation, while specialized models excel at tasks like translating legal documents or generating code. Understanding these **different types of AI models** helps you leverage their unique strengths, whether you&#8217;re building a chatbot, analyzing data, or automating content creation. It’s all about matching the model&#8217;s capability to your specific need.</p>
<h3>Powerful Off-Road and Mountain E-Bikes</h3>
<p>Exploring different AI models is crucial for effective implementation, as each architecture excels in specific tasks. Transformer-based models, like GPT-4, dominate <strong>natural language processing tasks</strong> for their text generation and understanding. For computer vision, convolutional neural networks (CNNs) remain foundational, while multimodal models combine data types. The key is matching the model&#8217;s core strength—whether it&#8217;s sequence prediction, image classification, or data synthesis—to your precise business objective to ensure efficiency and accuracy.</p>
<p><strong>Q: How do I choose the right model for a project?</strong><br />A: Start by strictly defining the task (e.g., sentiment analysis, object detection). Then, evaluate pre-trained models proven in that domain, considering your data, computational budget, and required accuracy.</p>
<h3>Utility-Focused Cargo and Family Haulers</h3>
<p>Exploring different AI models is key to finding the right tool for the job. Think of it like a toolbox: large language models (LLMs) are fantastic for creative writing and conversation, while specialized models excel at tasks like translating code or analyzing financial data. Understanding these **machine learning applications** helps you work smarter, not harder.<br />
<blockquote>The true power lies in matching the model&#8217;s specific strength to your unique challenge.</p></blockquote>
<p> You might start with a versatile model for brainstorming, then switch to a fine-tuned one for precise, technical work.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="electric bikes" 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" /></p>
<h2>Legal Landscape and Riding Etiquette</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="electric bikes" 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" 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<p>The legal landscape for equestrians is a complex tapestry of local ordinances, state trail laws, and liability statutes, where understanding <strong>right-of-way rules</strong> is paramount for safety and compliance. Concurrently, a universal riding etiquette governs conduct on shared trails, emphasizing clear communication, controlled speeds, and respect for all users and the environment. <em>Mastering both the letter of the law and the spirit of courtesy is the hallmark of a responsible rider.</em> Adhering to this dual framework not only minimizes legal risk but also fosters positive community relations and ensures the preservation of equestrian access, making it a critical <strong>non-negotiable practice</strong> for the sport&#8217;s future.</p>
<h3>Understanding Local Classifications and Laws</h3>
<p>The legal landscape for cyclists is a dynamic patchwork of local traffic laws, mandating everything from helmet use to proper lighting. Understanding these bicycle safety regulations is crucial for both protection and avoiding citations. Meanwhile, riding etiquette forms the unwritten social contract that ensures harmony on shared paths and roads, demanding alertness, clear signaling, and predictable behavior. Together, they create a framework for safe, respectful, and lawful cycling for everyone.</p>
<h3>Where to Ride: Path, Road, and Trail Access</h3>
<p>The legal landscape for cyclists is defined by local vehicle codes, mandating adherence to traffic signals and granting specific rights to the roadway. Understanding <mark>vulnerable road user laws</mark> is crucial, as many jurisdictions have enhanced protections and penalties for collisions involving cyclists. This legal framework establishes the baseline for safe coexistence with motor vehicles on public roads.</p>
<p>Complementing the law, riding etiquette governs predictable and courteous behavior, such as signaling intentions and avoiding sidewalk riding. Mastering essential cycling etiquette builds mutual respect with all road users and significantly reduces conflict. This professional conduct is fundamental for urban cycling safety and promotes a more harmonious shared transportation environment.</p>
<h3>Sharing Spaces Respectfully with Others</h3>
<p>The legal landscape for cyclists is defined by local vehicle codes, which establish bicycles as vehicles with specific rights and duties. This legal framework for urban cycling mandates obeying traffic signals, using lights at night, and yielding appropriately. Understanding these laws is essential for both safety and asserting your rightful place on the road, protecting you in the event of a conflict or collision.</p>
<p>Complementing the law, riding etiquette governs predictable and courteous behavior. Key practices include signaling turns, audibly announcing passes with &#8220;on your left,&#8221; and maintaining a steady line. Consistent etiquette, especially the use of <mark>audible signals</mark>, prevents accidents and fosters positive shared-use path relationships, making the roads safer for everyone.</p>
<h2>Weighing the Benefits and Considerations</h2>
<p>In the quiet glow of his study, the historian carefully weighed the benefits and considerations of his new project. The potential for public engagement and <strong>knowledge dissemination</strong> was immense, promising to connect his research with a wider audience. Yet, he paused, considering the immense responsibility of simplifying complex narratives without losing their truth. This delicate balance between accessibility and integrity, between reach and rigor, is the essential act of evaluation every creator must face before sharing their work with the world.</p>
<h3>Environmental Impact and Sustainability</h3>
<p>Weighing the benefits and considerations is a critical step in any strategic decision-making process. This essential risk assessment allows for a balanced evaluation, ensuring that potential rewards justify the inherent costs and challenges. A clear analysis not only mitigates unforeseen pitfalls but also maximizes return on investment by aligning actions with core objectives. Ultimately, this disciplined approach is fundamental for achieving sustainable growth and maintaining a competitive advantage in dynamic markets. Organizations that master this <mark>strategic decision-making process</mark> consistently outperform their peers.</p>
<h3>Cost Analysis: Upfront Price vs. Long-Term Savings</h3>
<p>Every new path offers both promise and caution. Weighing the benefits and considerations is the essential art of modern decision-making, a quiet deliberation before the first step. It’s the gardener choosing a plant, balancing its beauty against the water it will need. This process of **strategic planning and analysis** transforms uncertainty into a clear-eyed choice, ensuring the roots of an idea are strong enough for the future you wish to grow.</p>
<h3>Physical Health and Exercise Benefits</h3>
<p>Weighing the benefits and considerations is a fundamental step in effective decision-making. This crucial process involves a dynamic evaluation of potential rewards against inherent risks and costs. By carefully balancing these factors, individuals and organizations can pursue opportunities with greater confidence and strategic foresight. This practice is essential for achieving **sustainable growth and long-term success**, ensuring that choices are not just advantageous in the short term but also viable for the future. Ultimately, it transforms uncertainty into a clear, actionable path forward.</p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/discover-the-benefits-of-electric-bikes-for-your-4/">Discover the Benefits of Electric Bikes for Your Daily Commute and Adventures</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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