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		<title>Unlock the Best Free Spins Offers for Online Slots</title>
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		<dc:creator><![CDATA[Unai Calleja]]></dc:creator>
		<pubDate>Wed, 13 May 2026 06:03:03 +0000</pubDate>
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					<description><![CDATA[<p>Free spins unlock the door to real slot excitement without risking your own cash. These in-game rewards let you spin the reels for free while keeping every win you land. No strings attached—just pure, high-stakes potential in every bonus round. Understanding No-Deposit Bonus Rounds No-deposit bonus rounds are promotional offers from online casinos that grant [&#8230;]</p>
<p>La entrada <a href="https://poramoralarte.yimbybilbao.com/unlock-the-best-free-spins-offers-for-online-slots-2/">Unlock the Best Free Spins Offers for Online Slots</a> se publicó primero en <a href="https://poramoralarte.yimbybilbao.com">Por amor al arte</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Free spins unlock the door to real slot excitement without risking your own cash. These <strong>in-game</strong> rewards let you spin the reels for free while keeping every win you land. No strings attached—just pure, high-stakes potential in every bonus round.</p>
<h2>Understanding No-Deposit Bonus Rounds</h2>
<p><strong>No-deposit bonus rounds</strong> are promotional offers from online casinos that grant free play on slot games without requiring an initial financial commitment. As an expert, I advise focusing on the wagering requirements and game restrictions first, as these terms dictate whether winnings become withdrawable cash. These rounds typically apply only to selected slots with specific contribution rates. While they provide a risk-free opportunity to test platforms, players should view them as a high-risk strategy for real gains due to often steep playthrough conditions. Prioritize reading the bonus policy: if the turnover multiplier exceeds 40x, the value diminishes significantly. Use these rounds to evaluate software fairness and payout speeds rather than as a primary income source.</p>
<h3>How Complimentary Slot Plays Work Without a Stake</h3>
<p>No-deposit bonus rounds in online casinos offer players free spins or bonus credits without requiring an initial financial commitment. These promotions are designed to attract new users, allowing them to test specific slot games risk-free. Typically, the bonus amount is small and tied to strict wagering requirements, meaning winnings must be played through multiple times before withdrawal. <strong>No-deposit bonus terms often include maximum cashout limits.</strong> Players must check if the bonus applies to select slot titles, as restrictions vary. While these rounds provide a low-risk introduction, they rarely result in significant payouts due to capped winnings and game restrictions. </p>
<blockquote><p>Wagering requirements often make no-deposit bonuses less lucrative than they appear.</p></blockquote>
<h3>Distinguishing Standard Offers from Welcome Packages</h3>
<p><strong>No-deposit bonus rounds</strong> offer a risk-free entry into slot games by granting free spins without requiring a financial commitment. These promotions are designed to attract new players, providing a genuine chance to win real money without any initial deposit. Unlike standard bonuses, the winnings from these rounds often carry strict wagering requirements and maximum cashout limits. To maximize value, always verify the terms: check the list of eligible games, the required playthrough multiplier, and the game contribution percentages. Common restrictions include: </p>
<ul>
<li>Maximum withdrawal caps on bonus winnings</li>
<li>Time limits for meeting wagering demands</li>
<li>Game exclusions for high-volatility titles</li>
</ul>
<p> Understanding these conditions ensures you leverage the bonus effectively while avoiding hidden pitfalls.
</p>
<h2>Wagering Requirements and Fine Print</h2>
<p>Wagering requirements dictate the number of times a bonus amount must be bet before any winnings become withdrawable. These conditions, often buried in the fine print, typically apply to both the bonus and deposit. For instance, a 30x requirement on a $100 bonus means you must place $3,000 in bets. Crucially, not all games contribute equally; slots usually count 100%, while table games might contribute far less or nothing. Players must also watch for maximum bet limits and game restrictions that can void the bonus. <strong>Understanding wagering requirements</strong> is vital to avoid surprise when attempting to withdraw funds. Always scrutinize the terms, especially the <mark>bonus validity period</mark>, as failing to clear requirements within the timeframe forfeits both bonus and associated winnings. This <strong>fine print</strong> ultimately determines the true value of any promotion.</p>
<h3>Decoding Turnover Conditions Before Cashing Out</h3>
<p>Wagering requirements are the number of times you need to play through a bonus before you can cash out any winnings. For example, a 30x requirement on a $10 bonus means you must place $300 in bets. Always check the fine print, as it often hides critical details. <strong>Understanding wagering requirements protects your bonus value.</strong> Key things to watch for:</p>
<ul>
<li><strong>Game contributions</strong> – Slots often count 100%, but table games might only count 10% or less.</li>
<li><strong>Time limits</strong> – You may only have 7 to 30 days to meet the playthrough.</li>
<li><strong>Max bet caps</strong> – Bets over a set limit (like $5) can void the bonus.</li>
<li><strong>Game restrictions</strong> – Some games are excluded entirely from contributing.</li>
</ul>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="free spins" 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"/></p>
<p>Ignoring these details is the fastest way to lose your bonus and any winnings tied to it.</p>
<h3>Game Contribution Percentages Impacting Playthrough</h3>
<p>Wagering requirements, often called playthrough conditions, dictate how many times you must bet a bonus amount before withdrawing any winnings. <strong>These rollover terms directly impact bonus value</strong>. A 35x requirement on a $100 bonus means you must wager $3,500. The fine print further restricts eligibility: game contributions vary, with slots often counting 100% while table games may contribute only 10% or less. Maximum bet limits, typically $5-$10 per spin, are common. Time limits, usually 7-30 days, expire the bonus. Look for clauses excluding certain payment methods or capping withdrawal amounts. Always read these stipulations carefully to avoid forfeiting winnings.</p>
<h2>Maximizing Value from Bonus Credits</h2>
<p>Unlocking the true potential of bonus credits requires a strategic approach rather than reckless spending. To maximize value, always prioritize **bonus credit redemption** on high-demand items like travel or gift cards, where their worth is often amplified beyond standard cash. Avoid using them for small, everyday purchases that dilute their impact. Instead, combine credits with store sales or limited-time offers to stretch your purchasing power further. By consistently focusing on high-value categories and timing your redemptions wisely, you transform passive bonuses into a powerful tool for achieving greater rewards and savings.</p>
<h3>Selecting High RTP Titles to Extend Gameplay</h3>
<p>To truly <strong>maximize bonus credit value</strong>, treat every promotional offer as a strategic asset rather than an afterthought. Start by stacking credits with existing sales or discounts to amplify savings without raising your out-of-pocket spend. Prioritize items you already need—groceries, subscriptions, or household staples—so the bonus directly replaces cash. Never let credits expire; schedule a “redemption day” before their deadline. For transactional portals, combine bonus credits with cash-back apps and loyalty programs for a triple benefit.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="free spins" 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"/></p>
<ul>
<li><strong>Stack strategically:</strong> Apply credits during store-wide sales or clearance events.</li>
<li><strong>Target high-utility items:</strong> Use credits on essentials like gas, prescriptions, or streaming services.</li>
<li><strong>Monitor expiration dates:</strong> Set calendar alerts to redeem before forfeiture.</li>
<li><strong>Combine with cash-back:</strong> Use reward cards or apps alongside bonus credits for layered returns.</li>
</ul>
<h3>Timing Redemption to Align with Promotional Windows</h3>
<p>To truly maximize value from bonus credits, treat them like cash you can&#8217;t afford to waste. The key is targeted redemption—avoid impulse purchases and focus on high-value rewards like travel, gift cards, or cashback that offer the best exchange rate. <strong>Strategic bonus credit usage extends your purchasing power.</strong> Plan around limited-time promotions or stacking credits with sales to stretch every point further. For instance:</p>
<ul>
<li>Use travel credits during off-peak seasons for better rates.</li>
<li>Redeem for everyday essentials via partner stores to avoid expiration.</li>
<li>Combine with cashback portals for double rewards.</li>
</ul>
<blockquote><p>“Credits are only valuable if you use them on what you actually need—never chase deals just because you have them.”</p></blockquote>
<p>Always check terms for minimum spend thresholds or expiry dates. By staying intentional, you turn fleeting bonuses into lasting savings.</p>
<h2>Differences Between Land-Based and Online Perks</h2>
<p>The most significant distinction between land-based and casino rewards lies in their structure and accessibility. Online platforms provide a vastly superior range of <strong>exclusive online bonuses</strong>, including no-deposit offers, free spins, and reload matches, which physical venues simply cannot replicate. In a brick-and-mortar casino, comps are typically earned slowly through real-money play and often come in the form of free drinks, meals, or discounted room stays. Conversely, online perks are immediate, automated, and require no direct interaction with a host. Key differences include the ability to instantly redeem points for cash or gift cards online, whereas land-based rewards frequently rely on a loyalty tier system that is less transparent. For the modern player seeking flexibility and higher value, the digital reward ecosystem undeniably delivers a more powerful and efficient experience than its traditional counterpart.</p>
<h3>Physical Casino Ticket Boosts Versus Digital Offers</h3>
<p>Land-based casinos offer perks like free drinks, buffet vouchers, and show tickets, rewarding loyalty with immediate, tangible experiences. Online platforms, however, excel with <strong>exclusive online casino promotions</strong> such as deposit match bonuses, free spins, and cashback deals. The key difference is accessibility: physical perks require travel and time, while digital bonuses are available instantly from home. Below is a quick breakdown:</p>
<ul>
<li><strong>Physical vs. Virtual:</strong> Land perks (e.g., hotel nights) feel luxurious but are tied to location; online perks (e.g., no-deposit bonuses) are convenient but lack tactile rewards.</li>
<li><strong>Value &#038; Frequency:</strong> Online platforms often provide more frequent, lower-value bonuses (e.g., weekly reloads), while land-based casinos focus on high-value, occasional comps like VIP room access.</li>
<li><strong>Redemption:</strong> Land perks are earned through play time and rated by hosts, whereas online perks are automated based on wagering thresholds.</li>
</ul>
<blockquote><p>Online offers are easier to claim but harder to cash out due to wagering requirements—always read the fine print.</p></blockquote>
<h3>Mobile-Exclusive Reward Variations</h3>
<p>Land-based perks often feel like a high-five—free drinks, comped rooms, or a buffet voucher after hours at the tables. These rewards rely on face time and loyalty, so you need to show up in person to earn them. <strong>Online casino bonuses</strong> flip the script: you get a match deposit, free spins, or cashback just for signing up or topping up your account, no dress code required. The catch? Online deals come with wagering requirements and expiry dates, while in-person perks are instant but limited to what the casino floor offers. If you hate crowds, digital rewards win; if you want a steak dinner, head to the brick-and-mortar spot.</p>
<h2>Expiry Policies and Usage Limits</h2>
<p>Implementing strict <strong>expiry policies</strong> is non-negotiable for maintaining data hygiene and security. These rules automate the deletion or archival of outdated records, preventing storage bloat and reducing compliance risks. Alongside this, <strong>usage limits</strong> act as a vital safeguard, capping API calls, user actions, or resource consumption to prevent abuse and ensure consistent performance. By combining these controls, organizations enforce accountability and predictable costs. <em>No responsible system operates without them.</em> This dual approach not only optimizes operational efficiency but also fortifies your infrastructure against both internal errors and external exploitation, transforming chaotic growth into managed, scalable success.</p>
<h3>Time Frames for Activating and Playing Bonus Rounds</h3>
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<p><strong>Implementing robust expiry policies and usage limits</strong> is essential for data governance and cost control. Expiry policies automate the deletion or archival of stale data, such as session tokens or temporary files, ensuring compliance with regulations like GDPR and reducing storage overhead. Usage limits, conversely, cap how often a resource—like an API call or user license—can be consumed within a defined period, preventing abuse and unexpected billing. For example, a SaaS platform might enforce <a href="https://gaibrodtmann.com.au/">payid casinos</a> a 1,000-request-per-hour limit per account. <em>Always align these thresholds with actual business needs to avoid disrupting legitimate usage.</em></p>
<h3>Maximum Win Caps on Awarded Credits</h3>
<p><strong>Expiry policies</strong> ensure digital assets and subscriptions don’t linger indefinitely, forcing timely consumption or renewal. Usage limits cap access to prevent abuse, optimize resources, and protect system integrity. For example, cloud storage credits may expire after 12 months, while API calls might be limited to 1,000 per day. These rules drive <mark>operational efficiency</mark> by aligning user behavior with business goals. Without them, unlimited access could lead to strain on servers or security risks. Key benefits include predictable cost control, reduced waste, and fair resource allocation across users—ultimately sustaining a product’s long-term viability.</p>
<h2>Strategies for Low-House-Edge Play</h2>
<p>To dominate at the tables, you must relentlessly pursue <strong>low-house-edge play</strong>. This means exclusively targeting games like blackjack, baccarat, or craps over flashy, high-edge slots. Master basic strategy for blackjack to shave the house advantage to under 0.5%, and always avoid insurance bets. In baccarat, consistently bet on the banker. For craps, stick to the pass line with maximum odds. Steer clear of side bets, which often carry a monstrous house edge. By rigorously applying these core strategies, you turn the odds into a near-coin-flip, making your bankroll fight smarter, not harder. This disciplined approach is the true hallmark of <strong>casino advantage play</strong>.</p>
<h3>Focusing on Volatility to Match Bankroll Goals</h3>
<p>Effective low-house-edge play focuses on games where the casino’s mathematical advantage is minimized. Players should prioritize Blackjack with basic strategy, which often reduces the house edge below 0.5%. Similarly, placing «pass line» and «come» bets in Craps, or betting on «Banker» in Baccarat, yields edges under 1.4%. <strong>Mastering perfect basic strategy is the cornerstone of minimizing the house edge.</strong></p>
<blockquote><p>Completely avoid side bets and progressive jackpots, as these typically carry a house edge exceeding 10%.</p></blockquote>
<p>For video poker, choose full-pay machines like «Jacks or Better» with a 99.54% return, and always use optimal hold strategies. <strong>Selecting games with the lowest possible house edge is the most reliable advantage play.</strong> In roulette, stick to European (single-zero) wheels and avoid the «basket» bet, which has a 7.89% house edge on American layouts.</p>
<h3>Triggering Additional Features Within Bonus Sessions</h3>
<p>To dominate low-house-edge games, you must first master basic strategy. This means memorizing optimal decisions for blackjack or Video Poker, which can slash the casino&#8217;s advantage to under 0.5%. <strong>Perfecting game-specific basic strategy</strong> is non-negotiable for serious players. Next, always seek out the best available rules. A single deck blackjack game paying 3:2 is far superior to a six-deck shoe paying 6:5. Prioritize games like baccarat (bet on banker), craps (pass line with odds), or European roulette over American. Finally, manage your bankroll with strict bet sizing; never chase losses or increase wagers randomly. Strict adherence to these core principles transforms chance into a calculated grind, ensuring you preserve capital for extended play.</p>
<h2>Comparing Loyalty Program Complimentary Credits</h2>
<p>When comparing loyalty program complimentary credits, the core distinction lies in their earning velocity and redemption flexibility. Some programs, like those from major travel portals, offer credits as a percentage of spending, while others, such as retail chains, provide fixed-value bonuses per purchase. A critical factor is the <strong>lifetime value</strong> of these credits, which is often diminished by expiration dates or restrictive reward charts. For instance, a hotel chain’s credit may have a static <mark>cash value</mark> per point, whereas a credit card issuer might adjust its valuation based on travel partners. Analyzing the total potential return requires assessing both the acquisition cost of credits and their usability across gift cards, merchandise, or statement credits. Ultimately, the most advantageous program aligns its complimentary credits with the user’s specific spending patterns and redemption goals, minimizing dilution through fees or blackout dates.</p>
<h3>Tiered Rewards Based on Player Activity</h3>
<p>Evaluating complimentary credits across loyalty programs requires a focus on their true earning potential and redemption value, not just the initial bonus offer. Programs like airline frequent flyer clubs often provide status-based credits that multiply with travel spending, while hotel chains might offer fixed welcome credits for new members. The critical metric is the «credit redemption efficiency,» calculated by comparing the monetary equivalent of a credit to the effort required to earn it. <strong>Maximize your loyalty program return on investment by analyzing credit expiration policies and blackout dates.</strong></p>
<ul>
<li><strong>Conversion Parity:</strong> Verify if credits translate 1:1 to currency or have variable rates.</li>
<li><strong>Minimum Thresholds:</strong> Some programs require a high credit balance before allowing redemption.</li>
<li><strong>Transferability:</strong> Credits locked to one ecosystem can limit flexibility.</li>
</ul>
<p><strong>Q: Should I prioritize high-value welcome credits over daily-earned ones?</strong><br /><strong>A:</strong> Generally no. Welcome credits are one-off perks; sustainable daily earning rates determine long-term value. Focus on programs where your regular spending naturally generates the most credits with the least behavioral change.</p>
<h3>Reload Incentives for Returning Customers</h3>
<p>When comparing loyalty program complimentary credits, the key differentiator lies in earning ratios versus redemption value. Many programs offer sign-up credits as a bonus, but their worth often depends on the booking class or travel date restrictions. For example, hotel credits typically expire within 12 months, while airline credits may have blackout dates. <em>The actual purchasing power of a credit can vary by 30% or more between programs due to partner redemption rates.</em> A traveler might receive 50,000 points but find they only cover a one-way economy ticket, whereas another program’s 25,000 points could secure a round trip. <strong>Comprehensive loyalty program comparisons should always evaluate credit expiration policies alongside point values</strong> to avoid misleading offers.</p>
<h2>Common Mistakes When Using Promotional Spins</h2>
<p>One prevalent mistake is deploying <strong>promotional spins</strong> without a clear, targeted audience, leading to wasted budget and low engagement. Another critical error is offering spins for generic, low-value prizes rather than aligning rewards with your brand or customer interests, which dilutes perceived worth. Failing to set clear, simple terms—like expiration dates or usage limits—creates customer confusion and potential backlash. Additionally, businesses often neglect to integrate spin results into a seamless checkout or redemption process, causing friction and abandoned carts. To maximize ROI, ensure your spin mechanics are mobile-optimized and data-capturing, turning a simple game into a powerful tool for repeat business and lead generation. Avoid these pitfalls to transform a frivolous gimmick into a robust marketing engine.</p>
<h3>Overlooking Game Restrictions on Eligible Slots</h3>
<p>Using promotional spins can backfire fast if you&#8217;re not careful. A common oversight is neglecting to cap the number of spins per user, which often allows bots or savvy shoppers to exploit the giveaway and drain your stock. You also need to set a clear end date; «while supplies last» without a deadline creates confusion and legal headaches. Another big mistake is requiring too many actions—like filling out lengthy forms or following five social accounts—which kills the fun and discourages participation. <strong>Ensuring promotional spin fairness</strong> requires a balanced approach. Keep the barriers low, the rules crystal-clear, and always test the spin wheel on a mobile device before launch.</p>
<h3>Attempting Cash Play Before Completing Requirements</h3>
<p>One critical error is failing to anchor <strong>promotional spin mechanics</strong> to specific, measurable goals like conversions or traffic. Many marketers deploy spins without clear redemption paths, causing user drop-off. Avoid these pitfalls: </p>
<ul>
<li><strong>Ignoring fraud risks</strong>: Non-authenticated entries can lead to bot abuse draining prize pools.</li>
<li><strong>Overcomplicating rules</strong>: Complex terms confuse users, reducing engagement and legal compliance.</li>
<li><strong>Neglecting mobile experience</strong>: Spins that aren&#8217;t touch-optimized frustrate mobile users, who represent most traffic.</li>
</ul>
<p>Always test the spin flow yourself, and cap daily entries to maintain scarcity. A well-structured promotion ties each spin to a clear call-to-action, ensuring the mechanic drives real business value rather than just novelty.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="free spins" 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"/></p>
<h2>Regional Variations in Bonus Structures</h2>
<p>Regional variations in bonus structures are anything but uniform, reflecting deeply embedded cultural norms and local labor regulations. In the United States, performance-based cash bonuses tied directly to individual or team KPIs dominate, fostering a competitive, results-driven environment. Meanwhile, across much of Asia, particularly in Japan and South Korea, annual bonuses are often contractual, structured as a fixed percentage of salary paid out in semi-annual lump sums—a practice rooted in long-term employment stability. Europe presents a mixed landscape: Scandinavian nations favor profit-sharing schemes that benefit all employees, promoting egalitarian values, while German firms frequently link bonuses to company-wide performance, including strong non-monetary perks. Understanding these <strong>global compensation trends</strong> is critical for multinationals aiming to attract top talent. Adapting bonus frameworks to local expectations not only ensures compliance but can significantly boost employee morale and retention, making <strong>localized incentive strategies</strong> a powerful tool for international growth.</p>
<h3>EU Market Regulations Shaping Offer Terms</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="free spins" 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"/></p>
<p>Regional bonus structures vary significantly due to local labor laws, cost of living, and cultural norms. In the United States, performance-based cash bonuses and profit-sharing are common, often tied to individual or company metrics. European regions, conversely, typically emphasize statutory bonuses like the 13th-month pay in countries such as Italy or Spain, with collective bargaining agreements setting clear rules. <strong>Global compensation strategy</strong> must account for these differences to ensure compliance and competitiveness. Key variations include:</p>
<ul>
<li><strong>Asia-Pacific</strong>: Focus on annual discretionary bonuses and seniority-based rewards, especially in Japan and South Korea.</li>
<li><strong>Middle East</strong>: Tax-free housing and transport allowances often replace traditional cash bonuses.</li>
<li><strong>Latin America</strong>: Mandatory profit-sharing and double pay (e.g., *aguinaldo* in Mexico) are legally required.</li>
</ul>
<p>Ignoring these regional nuances can lead to penalties, disengagement, or talent loss; adaptive design is non-negotiable for multinational employers.</p>
<h3>US State-Specific Availability and Stipulations</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="free spins" 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"/></p>
<p>In the neon-lit tech hubs of San Francisco, bonus structures often hinge on stock options and equity grants, fostering a culture of long-term wealth creation. Cross the Atlantic to London’s financial district, and you’ll find bonuses heavily weighted toward cash, tied directly to quarterly revenue targets—a faster, more transactional rhythm. Meanwhile, in manufacturing-heavy regions like Germany’s Ruhr Valley, profit-sharing pools are distributed evenly across teams, reinforcing collective achievement.</p>
<p><strong>Cultural attitudes toward risk</strong> shape these local pay designs. For instance:</p>
<ul>
<li><strong>Southeast Asia:</strong> Bonuses are often tied to seniority and loyalty, with 13th-month salary as a baseline.</li>
<li><strong>Nordic countries:</strong> Flat bonuses are common, with a focus on work-life balance over aggressive incentives.</li>
<li><strong>Silicon Valley:</strong> Performance multipliers can reach 300%, but are heavily taxed and often vest over years.</li>
</ul>
<p>The old rule—one size fits all—has splintered against regional labor laws, tax regimes, and social expectations. A sales director in Tokyo might receive a holiday hamper as a bonus, while her counterpart in New York expects a check for six figures. These nuances are not quirks; they are the geography of motivation, mapped by local trust and ambition.</p>
<h2>Future Trends in Bonus Mechanics</h2>
<p>The horizon of gaming rewards is shifting toward deeply personalized, AI-driven ecosystems where every action feels purposeful. Instead of static multiplier bonuses, expect dynamic algorithms that analyze player behavior to deploy adaptive loot drops and narrative-aligned perks in real time. This integration of <strong>gamified loyalty mechanics</strong> will blur the line between gameplay and meta-progression, creating a seamless feedback loop. Blockchain technology is also poised to introduce verifiable, tradeable bonus assets, adding a layer of real-world value to digital achievements. <em>Suddenly, your weekly streak bonus might unlock a unique, tradeable in-game heirloom.</em> This shift prioritizes emotional engagement and long-term retention over simple immediate gratification, making <strong>contextual reward systems</strong> the new standard for player investment. The future isn&#8217;t about more bonuses, but smarter, more meaningful ones that evolve with you.</p>
<h3>Gamified Reward Systems Replacing Traditional Models</h3>
<p>The future of bonus mechanics is a story of personalization and immersion, where games will read your playstyle in real-time. Instead of generic rewards, you’ll unlock dynamic bonus rounds that adapt to your skill level, offering escalating challenges for higher-risk players or relaxed, narrative-driven bonuses for explorers. This evolution is driven by the rise of <strong>player-centric reward systems</strong> that feel less like random payouts and more like tailored narratives. Imagine a slot where a missed spin triggers a “Second Chance” mini-game based on your last loss, or a live dealer game that remembers your favorite tables. These mechanics will blur the line between gameplay and bonus, making every interaction feel earned.</p>
<ul>
<li><strong>Self-Learning Bonuses:</strong> AI analyzes your session volatility to offer “Heat” or “Cold” mode triggers.</li>
<li><strong>Cross-Game Unlocks:</strong> Completing a quest in one title unlocks a secret boss fight in another.</li>
<li><strong>Skill-Based Interrupts:</strong> Quick-time events during free spins to multiply wins.</li>
</ul>
<p><strong>Q: Will these mechanics make bonuses less random?</strong><br />A: Yes, but not less exciting. The randomness shifts from “if” you win to “how” you win, creating a narrative arc where your decisions—not just luck—shape the reward.</p>
<h3>Blockchain-Based Transparent Payouts for Credits</h3>
<p>Bonus mechanics are evolving beyond static multipliers into dynamic, player-driven ecosystems. <strong>Gamified retention loops</strong> now power the most engaging rewards, where wagering requirements trigger interactive challenges instead of passive play. Expect personal AI to craft bespoke bonuses based on real-time behavior, not just deposits. This shift includes:</p>
<ul>
<li><strong>Embedded loyalty:</strong> Unlockable achievements during gameplay, not after.</li>
<li><strong>Social triggers:</strong> Shared jackpots or team-based free spins.</li>
<li><strong>Crypto-automation:</strong> Smart contracts that release rewards without manual claims.</li>
</ul>
<p>These tools turn a bonus from a one-time push into a continuous, adaptive journey—keeping players hooked by making every spin feel personal and unpredictable.</p>
<p>La entrada <a href="https://poramoralarte.yimbybilbao.com/unlock-the-best-free-spins-offers-for-online-slots-2/">Unlock the Best Free Spins Offers for Online Slots</a> se publicó primero en <a href="https://poramoralarte.yimbybilbao.com">Por amor al arte</a>.</p>
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		<title>Unlock the Best Casino Bonus Offers for Maximum Value</title>
		<link>https://poramoralarte.yimbybilbao.com/unlock-the-best-casino-bonus-offers-for-maximum-2/</link>
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		<dc:creator><![CDATA[Unai Calleja]]></dc:creator>
		<pubDate>Wed, 13 May 2026 06:02:53 +0000</pubDate>
				<category><![CDATA[news2]]></category>
		<guid isPermaLink="false">https://poramoralarte.yimbybilbao.com/?p=59322</guid>

					<description><![CDATA[<p>For new players, the most enticing way to start is by claiming a casino bonus, a promotional offer that boosts your initial bankroll with free spins or extra cash. These incentives vary widely, from no-deposit bonuses to welcome match packages, making it essential to compare terms like wagering requirements before you play. Understanding these offers [&#8230;]</p>
<p>La entrada <a href="https://poramoralarte.yimbybilbao.com/unlock-the-best-casino-bonus-offers-for-maximum-2/">Unlock the Best Casino Bonus Offers for Maximum Value</a> se publicó primero en <a href="https://poramoralarte.yimbybilbao.com">Por amor al arte</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>For new players, the most enticing way to start is by claiming a <strong>casino bonus</strong>, a promotional offer that boosts your initial bankroll with free spins or extra cash. These incentives vary widely, from no-deposit bonuses to welcome match packages, making it essential to compare terms like wagering requirements before you play. Understanding these offers can significantly enhance your gaming experience and potential returns.</p>
<h2>Unlocking Welcome Offers: What New Players Should Know</h2>
<p>Jumping into a new game or platform can feel like opening a treasure chest, especially when you spot those shiny <strong>welcome offers</strong>. For new players, these bonuses are designed to give your experience a serious head start, often providing extra credits, free spins, or boosted rewards right from the get-go. The key is to read the fine print—some offers have wagering requirements or time limits that can trip you up if you’re not paying attention. </p>
<blockquote><p>Always prioritize transparent terms over flashy numbers; a smaller, clear bonus beats a huge, confusing one every time.</p></blockquote>
<p> What you really want is a deal that feels fair and boosts your play without locking you into a maze of rules. By focusing on <strong>unlocking welcome offers</strong> that match your style, you set yourself up for more fun and less frustration from day one.</p>
<h3>Match Deposit Deals vs. No-Deposit Credits</h3>
<p>When Sarah first joined an online casino, she jumped at the first welcome bonus she saw, only to realize later that wagering requirements made it nearly impossible to withdraw winnings. Her story teaches new players a vital lesson: <strong>understanding bonus terms before accepting is crucial</strong>. Welcome offers often include deposit matches, free spins, or cashback, but each comes with conditions. You must check playthrough requirements—the number of times you must bet the bonus before cashing out. Also, note which games contribute fully to these requirements; slots often do, but table games may not. Sarah now always reads the fine print, comparing offers from different sites. Her rule of thumb: never chase a deal that seems too good, because unlocking real value requires patience and research. A smart start beats a hasty one every time.</p>
<h3>Free Spins Attachments and Wagering Fine Print</h3>
<p>New players often encounter welcome offers designed to provide an initial boost, but understanding the terms is essential before accepting. <strong>Understanding wagering requirements</strong> is critical, as most bonuses require you to bet the bonus amount multiple times before withdrawing winnings. Common conditions include minimum deposit thresholds, time limits on using the bonus, and game restrictions where slots contribute fully but table games may count less. Always check if the offer applies to your region and whether additional promo codes are needed. A typical structure includes:</p>
<ul>
<li>Deposit match percentage (e.g., 100% up to $200)</li>
<li>Wagering requirement (e.g., 35x the bonus)</li>
<li>Validity period (e.g., 14 days)</li>
<li>Maximum cashout limit on bonus winnings</li>
</ul>
<p>Reading the full terms avoids surprises and ensures the offer aligns with your playing style. <strong>Bonus expiry dates</strong> can cause forfeited funds if missed, so prioritize offers with longer validity. Neutral evaluation of multiple offers helps select the most accessible one for your budget.</p>
<h3>Time Limits and Expiration Clauses</h3>
<p>New players often overlook the fine print when chasing bonuses, but <strong>maximizing casino sign-up bonuses</strong> requires a sharp strategy. Welcome offers typically match your first deposit up to a set amount, but wagering requirements—the number of times you must play through the bonus—can turn a generous deal into a trap. Always check game contribution percentages, as slots usually count 100% while table games may only count 10% or less. Once claimed, most bonuses expire within 7 to 30 days. The golden rule: never chase a bonus you can’t realistically clear.</p>
<p><strong>Common Pitfalls to Avoid:</strong></p>
<ul>
<li>Ignoring minimum deposit thresholds.</li>
<li>Missing opt-in prompts during registration.</li>
<li>Betting over the maximum allowed stake (often $5–$10).</li>
</ul>
<p><strong>Q&#038;A:</strong><br />Q: Can I withdraw a welcome bonus instantly?<br />A: No—bonus funds are locked until wagering requirements are met. Withdrawing early forfeits the bonus.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="casino bonus" 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"/></p>
<h2>Types of Promotional Packages Beyond the Sign-Up</h2>
<p>Beyond initial sign-up incentives, businesses deploy diverse promotional packages to sustain engagement and drive repeat conversions. <strong>Loyalty programs</strong> reward cumulative purchases, offering points, exclusive discounts, or tiered perks. Retention bundles, such as renewals or subscription upgrades, bundle premium features at a reduced annual rate. Referral campaigns provide credits to both existing and new users. Seasonal packages—tied to holidays or product launches—create urgency through limited-time discounts. Cross-sell bundles pair complementary products (e.g., a laptop with its accessory kit) at a combined lower price. Finally, <strong>reactivation offers</strong> target dormant accounts with steep temporary discounts or bonus services to re-engage lapsed customers. Each strategy aims to maximize customer lifetime value after the initial acquisition.</p>
<h3>Reload Incentives for Returning Players</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="casino bonus" 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<p>Once a customer is in the door, the real magic begins with retention bonuses that turn a one-time trialist into a loyal fan. A classic example is the «refer-a-friend» program, which rewards both existing and new users with store credit or service discounts, creating a viral loop of growth. Seasonal drip campaigns also carry weight—think «Holiday Bundle: Buy two months, get the third free»—which injects urgency and emotional connection into the purchase cycle. For subscription models, loyalty tiers unlock exclusive perks: early access to sales, dedicated support, or free upgrades. These <strong>customer retention strategies</strong> shift the focus from acquisition to sustained lifetime value, making every touchpoint feel like a reward, not a pitch. The story of a brand is told not in its first handshake, but in every follow-up gesture that keeps the conversation alive.</p>
<h3>Cashback Offers as a Safety Net</h3>
<p>Once the welcome email fades, smart brands use re-engagement bundles to lure dormant users back. These <strong>retention-driven promotional packages</strong> often pair a discount with a time-sensitive bonus—like «20% off plus free shipping for your next order.» Loyalty tiers unlock hidden perks: early access to sales, birthday gifts, or double points. For power users, exclusive VIP boxes might contain sample-sized bestsellers or limited-edition merch. Subscription services offer «skip-a-month» passes or referral rewards, turning one-time buyers into community members. A travel app, for instance, revived lapsed users with a «mystery bonus» that revealed a hotel upgrade upon login—unexpected, personal, and impossible to ignore.</p>
<h3>High Roller Exclusives and VIP Perks</h3>
<p>To sustain player interest, casino platforms deploy dynamic promotional packages far beyond the initial sign-up. Reload bonuses reward repeat deposits on specific days, while cashback offers return a percentage of net losses as a safety net. <strong>Loyalty programs with tiered VIP structures</strong> unlock increasingly valuable perks, from faster withdrawals to personal account managers. Free spins on new game releases, tournament leaderboards with prize pools, and exclusive «invite-only» bonuses for high rollers keep the excitement alive. This layered approach ensures every visit feels fresh, blending rewards for both casual play and dedicated wagering. The key is a system that adapts: the more you engage, the more tailored and frequent the offers become.</p>
<p><strong>Q&#038;A</strong><br /><em>How do loyalty programs differ from standard reload bonuses?</em><br />Reload bonuses are short-term incentives tied to deposit thresholds, whereas loyalty programs track cumulative play over months, offering escalating, long-term benefits like birthday gifts or luxury travel upgrades.</p>
<h2>Examining the Fine Print: Wagering Requirements Explained</h2>
<p>Ever hit a «120 free spins» bonus only to realize you can&#8217;t actually withdraw a dime? That&#8217;s the sneaky power of <strong>wagering requirements explained</strong>. Basically, the casino forces you to play through your bonus—and often your deposit—a set number of times before cash becomes yours. A 35x requirement on a $10 bonus means you must wager $350 in real gameplay. It&#8217;s the fine print that turns a sweet deal into a grinding commitment, especially when slots only contribute 100% while table games might count for a measly 10%. </p>
<blockquote><p>Always read the terms before clicking «claim,» because a huge bonus with insane wagering is just a debt in disguise.</p></blockquote>
<p> Knowing these traps helps you spot the <strong>best real money bonuses</strong> that actually pay out. Stick to requirements under 30x, check game eligibility, and you&#8217;ll keep more of your winnings without the headache.</p>
<h3>How Rollover Multipliers Affect Payouts</h3>
<p>Understanding wagering requirements is crucial before claiming any casino bonus, as they dictate how many times you must play through your bonus funds before withdrawing winnings. These conditions, often expressed as a multiplier like 35x, apply to either the bonus amount or the bonus plus deposit. For example, a $100 bonus with a 30x requirement means you must wager $3,000 before cashing out. <strong>Always check the contribution rates of different games</strong>, as slots typically contribute 100%, while table games may count far less or be excluded entirely. Time limits and maximum bet restrictions also apply, making it essential to read the full terms. Savvy players prioritize low wagering requirements and games with high RTP to maximize their chances of converting bonus funds into real money.</p>
<h3>Game Contribution Percentages for Slots and Table Games</h3>
<p>You found a promising bonus, a flashy offer that felt like a golden ticket. But before you cash out, you must face the fine print: the wagering requirement. This isn’t just a number; it’s a contract. That «10x bonus» might really mean you need to play through your deposit plus the bonus amount multiple times. <strong>Understanding wagering requirements is crucial to unlocking real withdrawals.</strong> What seems like free money can become a silent trap. For example, a $100 bonus with a 35x requirement forces you to wager $3,500 before seeing a cent. Every spin, every bet chips away at this invisible barrier, turning a simple offer into a calculated game of patience and math.</p>
<p>Different bonuses hide different chains. <strong>Reading the fine print on wagering terms separates clever players from the hopeful.</strong> You’ll quickly discover that not all games pull equal weight:</p>
<ul>
<li><strong>Slots:</strong> Usually count 100% toward requirements.</li>
<li><strong>Table games (like blackjack):</strong> Often count only 10-20%.</li>
</ul>
<blockquote><p>“The best bonus is useless if you never read how to earn it.”</p></blockquote>
<p> One afternoon, chasing a «200% match,» a friend celebrated early—only to find their cashout blocked because they overlooked a 50x rule on deposited funds. The story ended that night, not with winnings, but with a hard lesson: always check the math before you hit «accept.»</p>
<h3>Maximum Bet Caps During Active Promotions</h3>
<p>You’ve found a bonus that seems too good to be true—and often, it is. The catch hides in the fine print: wagering requirements. These rules dictate how many times you must play through your bonus before cashing out. Imagine a $100 bonus with a 30x playthrough. You’ll need to wager $3,000 before a single dollar is yours to keep. <strong>Understanding wagering requirements protects your winnings</strong>. To spot fair deals, check these critical elements:</p>
<ul>
<li><strong>Playthrough multiplier:</strong> Usually 20x–50x; lower is better.</li>
<li><strong>Game contribution:</strong> Slots often count 100%, table games might count just 10%.</li>
<li><strong>Max bet limit:</strong> Exceeding $5–$10 per spin can void the bonus.</li>
</ul>
<p>Skipping this reading means your bonus dreams stay trapped in a cycle of endless bets.</p>
<h2>Strategic Approaches to Maximizing Value</h2>
<p>The old master jeweler didn&#8217;t appraise a rough diamond by its flaws, but by the light it could one day hold. <strong>Strategic approaches to maximizing value in language</strong> follow a similar path. Instead of fixating on surface-level grammar, you must first unearth the core narrative, the emotional resonance that compels a reader to stay. Then, you cut facets of clarity and precision, ensuring every word serves the greater structure. The final polish comes from understanding your audience&#8217;s landscape, using <strong>SEO integration</strong> not as a blunt tool, but as a subtle thread that guides search engines to your treasure. The result is not just content, but a crafted artifact that shines with purpose, earning trust and delivering returns far beyond the sum of its parts.</p>
<h3>Comparing Effective Hold Percentages Across Sites</h3>
<p>Maximizing value in language requires a strategic blend of precision and adaptability, where <strong>value-driven language optimization</strong> becomes the core objective. By prioritizing audience-specific terminology and contextual relevance, every word earns its place, enhancing clarity and impact. This approach eliminates noise, ensuring each phrase drives engagement or conversion. To refine this, focus on: analyzing target demographics to tailor vocabulary; leveraging active voice for directness; and structuring content for scannability with short sentences. Such methods reduce cognitive load, boosting retention and action. Ultimately, strategic language isn&#8217;t about volume—it&#8217;s about intentional word choice that directly serves user intent and business goals. When implemented consistently, this framework transforms communication from mere information into a high-stakes asset.</p>
<h3>Prioritizing Low-Wager or Sticky Bonuses</h3>
<p>Maximizing value in language requires a shift from passive consumption to active, strategic engagement. <strong>Prioritizing contextual vocabulary acquisition</strong> ensures you learn words and phrases as they naturally occur, rather than in isolation. To implement this effectively:</p>
<ul>
<li><strong>Focus on high-frequency terms</strong> within your specific domain, whether legal, medical, or technical.</li>
<li><strong>Analyze collocations</strong>—word pairings like “heavy rain” or “make a decision”—to improve natural fluency.</li>
<li><strong>Use spaced repetition systems</strong> (SRS) to reinforce retention without wasted effort.</li>
</ul>
<p>By anchoring learning in real-world usage and functional need, you avoid memorizing irrelevant vocabulary. This targeted approach reduces cognitive load and accelerates practical proficiency, allowing you to derive immediate, measurable value from every language interaction.</p>
<h3>Timing Claim Windows for Optimal Play</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="casino bonus" 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"/></p>
<p>Effective value maximization begins with data-driven prioritization, identifying high-impact initiatives through rigorous cost-benefit analysis. <strong>Strategic resource allocation</strong> ensures capital and talent are directed toward activities with the highest return. This involves continuous optimization across operational, financial, and customer-experience dimensions. A core principle is focusing on long-term equity over short-term gains.</p>
<ol>
<li>Audit current workflows to eliminate inefficiencies and redundancies.</li>
<li>Implement tiered investment strategies based on risk-adjusted potential.</li>
<li>Foster cross-functional collaboration to break silos and unlock synergy.</li>
</ol>
<blockquote><p>True value is not created by doing more, but by doing what matters most exceptionally well.</p></blockquote>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="casino bonus" 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"/></p>
<h2>Common Pitfalls When Using Incentives</h2>
<p>In attempts to boost performance, leaders often stumble by designing incentives that unintentionally reward the wrong behaviors. A classic tale involves a software company that offered bonuses for bug fixes, only to find programmers secretly introducing flaws to claim more rewards. This reveals a critical <strong>common mistake in incentive design</strong>: failing to align metrics with genuine value. Another pitfall is the «extinction burst,» where removing a reward after initial success triggers rebellion, as seen when a school ended a reading prize program and students abruptly stopped reading. The most subtle trap is <strong>intrinsic motivation erosion</strong>—when external rewards turn a labor of love into a transactional chore. The story of a passionate artist who stopped painting after commissions demanded specific work illustrates how incentives can silence inner drive, proving that without careful calibration, rewards can unravel the very creativity they seek to ignite.</p>
<h3>Hidden Restrictions on Withdrawal Methods</h3>
<p>Common pitfalls when using incentives include misalignment, over-reliance, and poor timing. An incentive that doesn&#8217;t match the desired behavior often yields unintended results, such as rewarding quantity over quality. Overusing extrinsic rewards can <strong>diminish intrinsic motivation</strong>, causing individuals to lose interest once the incentive is removed. Timing is also critical—delayed or unclear rewards reduce engagement and trust. Additionally, offering the same incentive for everyone ignores diverse personal motivators, leading to disengagement.</p>
<blockquote><p>A poorly designed incentive can demotivate more effectively than no incentive at all.</p></blockquote>
<p>To avoid these issues, align incentives with clear, measurable outcomes, vary rewards based on individual preferences, and ensure consistent, immediate reinforcement.</p>
<h3>Excluded Games and Ineligible Software Providers</h3>
<p>Common pitfalls when using incentives include fostering dependency and diminishing intrinsic motivation. When rewards are too large or frequent, they can actually <strong>undermine employee motivation</strong> by shifting focus from the inherent satisfaction of the task to the external prize. Additionally, poorly designed incentives may encourage short-term, unethical behaviour to hit targets, or create inequity among team members if not applied consistently. A further risk is the «overjustification effect,» where a tangible reward reduces someone&#8217;s long-term interest in an activity they once enjoyed. To avoid these issues, ensure incentives are aligned with core values, are non-competitive where collaboration is key, and are paired with meaningful feedback rather than used in isolation.</p>
<h3>Abandoned Bonus Balances and Forfeiture Rules</h3>
<p>Sarah watched her sales team hit every target she set, only to see customer satisfaction crumble. The biggest trap is when <strong>incentive programs backfire</strong> by rewarding the wrong behaviors. Bonuses tied solely to closing deals encouraged her reps to oversell products clients didn’t need, igniting a wave of returns and complaints. Another pitfall? Ignoring team dynamics. A private bonus for top performers made others hoard leads instead of collaborating. Overcomplicating rewards also flops—Sarah once offered a cruise for top sales, but the target felt impossible, so most gave up. Keep incentives simple, aligned with long-term goals, and ensure they foster teamwork, not sabotage.</p>
<h2>Regional Variations in Legal Offers</h2>
<p>In the rugged highlands of Scotland, a nod and a handshake still seal a deal over a dram of whisky, while across the Atlantic in New York, every offer must be meticulously documented to avoid a lawsuit. These regional variations in legal offers stem from deep cultural and historical roots, with common law jurisdictions like the UK and Australia often emphasizing negotiation etiquette, whereas codified systems in continental Europe demand explicit, written terms. <em>It is a world where a misplaced comma in Tokyo can unravel a contract worth millions.</em> The United States showcases further diversity, where California’s consumer-friendly laws clash with Delaware’s pro-business corporate rules, demonstrating that what constitutes a binding offer in one state may be mere preliminary chatter in another. For businesses operating globally, understanding these nuances is not just academic—it is a critical factor in effective legal risk management and cross-border commerce.</p>
<h3>European Markets vs. North American Regulations</h3>
<p>Regional Variations in Legal Offers are shaped by local legislative frameworks, cultural norms, and economic conditions. Offers must adhere to jurisdiction-specific contract laws, such as the Uniform Commercial Code in the United States versus civil code requirements in European nations. <strong>Understanding localized contract law essentials</strong> is crucial for cross-border business. Common variations include:</p>
<ul>
<li><strong>Formal requirements:</strong> Some regions demand written offers for enforceability, while others accept verbal agreements.</li>
<li><strong>Revocation rules:</strong> Certain jurisdictions allow offer withdrawal at any time before acceptance; others impose firm offer periods.</li>
<li><strong>Consideration:</strong> Required in common law systems but not universally in civil law or Islamic finance structures.</li>
</ul>
<p>These differences affect commercial negotiations, requiring careful legal review to avoid unenforceable terms or inadvertent acceptance.</p>
<h3>Localized Currency and Language Adaptations</h3>
<p>Regional variations in legal offers demand careful navigation by any contracting party. <strong>Understanding local contract law nuances</strong> is essential, as a binding offer in New York may be merely an invitation to treat under English law. For instance, Civil Code jurisdictions like France require a fixed price and duration for an offer to be irrevocable, whereas common law systems grant greater autonomy in revocation. <em>Failure to account for these differences can render a standard corporate offer unenforceable.</em> Key factors include:</p>
<ul>
<li><strong>Formalities:</strong> Some regions require notarization or specific wording (e.g., Germany&#8217;s «Angebot» rule).</li>
<li><strong>Timing:</strong> Revocability periods vary; in Japan, offers remain open for a «reasonable time» unless specified.</li>
<li><strong>Acceptance:</strong> Mirror-image rules in the US differ from the «battle of forms» in Scandinavian law.</li>
</ul>
<p><strong>Adapting offers to jurisdictional frameworks</strong> prevents costly disputes and preserves transactional certainty.</p>
<h3>Licensing Differences and Responsible Gaming Limits</h3>
<p>Legal offers vary significantly based on where you live, creating a patchwork of rules that can trip up even savvy folks. <strong>Regional legal offer compliance differs across state lines</strong>, so what&#8217;s valid in New York might be void in Texas. For example, some states require a «firm offer» to stay open for a set period, while others let you revoke anytime before acceptance. Key factors include:</p>
<ul>
<li>Consideration laws &#8211; some regions demand a deposit for an offer to be binding</li>
<li>Statute of frauds &#8211; real estate offers must be written in certain states</li>
<li>Revocation rules &#8211; oral revocations count in some places but not others</li>
</ul>
<p>Over in the U.K., «subject to contract» delays the agreement, while Australia uses «cooling-off» periods. Always check local rules—a handshake deal in one jurisdiction could be worthless in another.</p>
<h2>Future Trends in Player Rewards</h2>
<p>Future trends in player rewards are shifting toward hyper-personalized, non-monetary systems. <strong>AI-driven dynamic reward engines</strong> will analyze individual play styles to offer bespoke in-game items, exclusive cosmetic unlocks, or narrative-driven achievements rather than universal currency. The rise of blockchain-backed digital ownership, such as <mark>verifiable NFT assets</mark>, may enable cross-game portability of rare rewards. Furthermore, community-driven reward pools, where players vote on seasonal loot distribution, will foster deeper engagement. These approaches aim to sustain long-term retention by replacing transactional loyalty with meaningful, skill-based progression that feels uniquely earned.</p>
<h3>Cryptocurrency-Specific Promotions</h3>
<p>The future of player rewards is shifting toward personalized, value-driven ecosystems that leverage behavioral data and blockchain technology. <strong>Hyper-personalized dynamic rewards</strong> will replace one-size-fits-all loyalty points, adapting to individual play styles and spending habits. Expect rewards that are non-fungible, tradeable, and usable across multiple game titles, creating true interoperability. Key trends include:<br />
&#8211; <strong>Skill-based incentives:</strong> Rewarding mastery and achievements rather than time played.<br />
&#8211; <strong>Tokenized assets:</strong> Utility tokens and NFTs that provide real-world value or governance rights.<br />
&#8211; <strong>Seasonal, narratively-integrated rewards:</strong> Curated loot tables that evolve with the game’s story arc.<br />
This approach increases retention and average revenue per user, while giving players tangible ownership over their in-game investments.</p>
<h3>Gamified Loyalty Programs and Leaderboards</h3>
<div style="text-align:center">
<iframe width="568" height="318" src="https://www.youtube.com/embed/MoVp_4wwscw" frameborder="0" alt="casino bonus" allowfullscreen></iframe>
</div>
<p>The future of player rewards will pivot toward hyper-personalized, real-time experiences rather than static loot drops. <strong>Dynamic reward ecosystems</strong> will leverage AI to analyze playstyles, offering bespoke content like unique cosmetic skins or in-game currency boosts triggered by specific achievements. Expect a shift from tangible items to experiential unlocks—such as exclusive developer Q&#038;A sessions or voting rights on game updates. This model reduces grind fatigue and increases long-term retention by making each reward feel earned and relevant.</p>
<blockquote><p>“The most effective future rewards won&#8217;t be given—they will be discovered through meaningful player agency.”</p></blockquote>
<ul>
<li>Blockchain-based cross-platform asset ownership (e.g., skins usable in multiple games).</li>
<li>Time-limited “live events” that distribute rewards based on community milestones, not individual grind.</li>
<li>Skill-based bonuses: extra XP for creative problem-solving, not just playtime.</li>
</ul>
<h3>AI-Personalized Bonus Recommendations</h3>
<p>Future trends in player rewards are ditching one-size-fits-all loot boxes for hyper-personalized experiences. Think rewards tied directly to your playstyle—like a skin for your most-used weapon or bonus currency for the game mode you love. <strong>Dynamic reward ecosystems</strong> will use AI to analyze behavior in real time, offering timely incentives that keep you hooked <a href="https://gaibrodtmann.com.au/">best payid casinos in australia</a> without feeling grindy. Expect more cross-title NFTs that let you carry a rare sword between games, plus battle pass models that adapt mid-season. Loyalty will be rewarded with physical merch or concert tickets, not just in-game trinkets. The goal is simple: make every pop-up feel like it was made just for you, not a random algorithm.</p>
<p>La entrada <a href="https://poramoralarte.yimbybilbao.com/unlock-the-best-casino-bonus-offers-for-maximum-2/">Unlock the Best Casino Bonus Offers for Maximum Value</a> se publicó primero en <a href="https://poramoralarte.yimbybilbao.com">Por amor al arte</a>.</p>
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		<title>Базовые элементы электронной идентификации</title>
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		<dc:creator><![CDATA[Unai Calleja]]></dc:creator>
		<pubDate>Wed, 13 May 2026 04:36:20 +0000</pubDate>
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					<description><![CDATA[<p>Базовые элементы электронной идентификации Сетевая идентификация личности &#8212; является набор механизмов и характеристик, с использованием которых сервис система, цифровая среда либо онлайн-площадка устанавливают, кто именно на самом деле осуществляет доступ, подтверждает конкретное действие и получает право доступа к строго определенным функциям. В повседневной обычной действительности человек определяется документами, внешностью, личной подписью а также дополнительными критериями. [&#8230;]</p>
<p>La entrada <a href="https://poramoralarte.yimbybilbao.com/bazovye-jelementy-jelektronnoj-identifikacii-166/">Базовые элементы электронной идентификации</a> se publicó primero en <a href="https://poramoralarte.yimbybilbao.com">Por amor al arte</a>.</p>
]]></description>
										<content:encoded><![CDATA[<h1>Базовые элементы электронной идентификации</h1>
<p>Сетевая идентификация личности &mdash; является набор механизмов и характеристик, с использованием которых сервис система, цифровая среда либо онлайн-площадка устанавливают, кто именно на самом деле осуществляет доступ, подтверждает конкретное действие и получает право доступа к строго определенным функциям. В повседневной обычной действительности человек определяется документами, внешностью, личной подписью а также дополнительными критериями. В условиях сетевой среде рокс казино такую роль берут на себя логины, пароли, динамические коды, биометрические методы, аппараты, данные истории входов и разные системные идентификаторы. При отсутствии подобной структуры нельзя корректно идентифицировать пользователей, экранировать частные данные и при этом сдерживать возможность входа к значимым частям аккаунта. Для самого пользователя понимание механизмов цифровой идентификации полезно не только только с позиции стороны зрения защиты, но и и с точки зрения намного более осознанного использования возможностей игровых систем, цифровых приложений, облачных инструментов а также привязанных цифровых профилей.</p>
<p>На стороне механизмы электронной идентификации личности становятся очевидны в момент именно тот период, при котором система просит набрать секретный пароль, подтверждать сеанс при помощи коду подтверждения, выполнить подтверждение по почту а также использовать скан пальца пользователя. Аналогичные сценарии rox casino детально рассматриваются также в материалах обзора <a href="https://grand-hotel-kazan.ru/">rox casino</a>, там, где внимание ставится на, ту мысль, что именно идентификация личности &mdash; представляет собой не просто техническая формальность на этапе входе, а центральный компонент электронной системы защиты. Прежде всего эта система дает возможность разграничить корректного держателя учетной записи от возможного третьего лица, определить коэффициент доверия к сессии к активной среде входа и затем установить, какие из функции допустимо допустить без повторной проверочной процедуры. Насколько точнее и одновременно надёжнее построена такая система, тем ограниченнее вероятность лишения доступа, утечки материалов и одновременно чужих действий на уровне кабинета.</p>
<h2>Что означает электронная система идентификации</h2>
<p>Обычно под цифровой идентификацией в большинстве случаев подразумевают процесс распознавания а затем закрепления личности пользователя в условиях электронной инфраструктуре. Стоит разделять ряд сопутствующих, хотя совсем не совпадающих терминов. Сама идентификация казино рокс отвечает на момент, какое лицо реально пытается запросить вход. Механизм аутентификации подтверждает, реально ли вообще ли этот пользователь оказывается тем лицом, за кого себя он на самом деле представляет. Авторизация определяет, какие функции этому участнику разрешены после завершения надежного прохождения проверки. Такие данные три процесса часто функционируют совместно, хотя выполняют свои цели.</p>
<p>Простой сценарий работает по простой схеме: человек вводит электронный адрес личной электронной почты аккаунта либо же название кабинета, и приложение определяет, какая конкретно точно данная учетная запись задействуется. На следующем этапе она запрашивает пароль или альтернативный способ подтверждения. После корректной процедуры проверки система устанавливает права разрешений: имеется ли право в дальнейшем ли редактировать данные настроек, просматривать историю действий событий, активировать дополнительные аппараты или подтверждать чувствительные операции. Подобным форматом рокс казино онлайн- идентификация личности оказывается первой частью общей развернутой модели контроля и защиты прав доступа.</p>
<h2>По какой причине сетевая система идентификации важна</h2>
<p>Текущие аккаунты редко сводятся одним действием. Современные профили нередко способны содержать конфигурации профиля, сейвы, архив событий, историю переписки, реестр устройств, удаленные материалы, личные выборы а также внутренние механизмы цифровой защиты. Если вдруг приложение не готова точно идентифицировать человека, подобная цифровая информация оказывается в условиях риском доступа. Даже мощная безопасность платформы утрачивает эффективность, если процедуры доступа а также установления подлинности выстроены слабо а также непоследовательно.</p>
<p>Для самого игрока важность цифровой системы идентификации особенно ощутимо при подобных ситуациях, в которых конкретный профиль rox casino применяется через нескольких каналах доступа. Например, сеанс входа часто может запускаться на стороне настольного компьютера, мобильного устройства, дополнительного устройства или домашней системы. Если при этом система распознает профиль надежно, вход среди девайсами переносится надежно, а подозрительные сценарии авторизации фиксируются намного быстрее. А если при этом такая модель построена слишком просто, не свое устройство доступа, перехваченный секретный пароль или ложная форма способны обернуться для потере возможности управления над всем учетной записью.</p>
<h2>Основные элементы электронной идентификации личности</h2>
<p>На самом начальном уровне онлайн- система идентификации формируется вокруг набора совокупности характеристик, которые помогают помогают отличить одного данного казино рокс человека от следующего лица. Самый распространенный компонент &mdash; идентификатор входа. Он способен быть представлять собой адрес электронной личной электронной почты аккаунта, контактный номер связи, название профиля или даже автоматически присвоенный идентификатор. Второй слой &mdash; фактор подтверждения. Обычно обычно задействуется пароль, но заметно последовательнее с ним нему присоединяются временные пароли, push-уведомления в приложении, материальные ключи и вместе с этим биометрические методы.</p>
<p>Помимо явных идентификаторов, платформы часто оценивают и дополнительные признаки. К ним можно отнести устройство, тип браузера, IP-адрес, география авторизации, характерное время сеанса, тип связи и даже характер рокс казино пользовательского поведения внутри самого платформы. Когда вход выполняется через другого источника, а также изнутри нетипичного места, платформа может потребовать усиленное верификацию. Такой подход не всегда сразу виден участнику, при этом в значительной степени именно такая логика помогает построить намного более детализированную и более адаптивную структуру онлайн- идентификации личности.</p>
<h2>Маркерные идентификаторы, которые на практике используются чаще в цифровой среде</h2>
<p>Наиболее распространённым идентификационным элементом по-прежнему остается контактная электронная почта. Подобный вариант функциональна прежде всего тем, что она одновременно служит инструментом обратной связи, восстановления управления и верификации операций. Контактный номер связи нередко часто используется rox casino в роли маркер аккаунта, прежде всего внутри мобильных цифровых платформах. В некоторых некоторых системах задействуется отдельное название участника, которое удобно показывать остальным людям экосистемы, не раскрывая передавая системные сведения профиля. Бывает, что сервис формирует служебный внутренний цифровой ID, он чаще всего не заметен в окне интерфейса, но используется на стороне базе данных в роли ключевой идентификатор учетной записи.</p>
<p>Стоит понимать, что именно отдельный по себе маркер технический идентификатор ещё совсем не устанавливает личность пользователя. Само знание чужой электронной личной почты пользователя а также имени профиля кабинета казино рокс совсем не предоставляет окончательного входа, если при этом система подтверждения личности выстроена правильно. Именно по подобной причине как раз качественная онлайн- идентификация личности обычно опирается далеко не только на отдельный признак, а скорее на набор механизмов и встроенных инструментов контроля. Чем лучше надежнее разграничены уровни идентификации профиля и отдельно верификации личности пользователя, настолько стабильнее защитная модель.</p>
<h2>Каким образом действует система аутентификации в условиях электронной среде доступа</h2>
<p>Проверка подлинности &mdash; это проверка подлинности пользователя уже после того этапа, когда как система выяснила, с какой конкретно какой данной записью пользователя система имеет дело в данный момент. Традиционно для такой задачи применялся код доступа. Но одного секретного пароля в современных условиях уже часто недостаточно для защиты, поскольку секретный элемент теоретически может рокс казино бывать украден, подобран, перехвачен с помощью имитирующую форму или применен повторно на фоне компрометации учетных данных. Из-за этого многие современные сервисы заметно последовательнее двигаются на 2FA и многоуровневой схеме подтверждения.</p>
<p>В такой схеме по итогам указания логина и затем секретного пароля довольно часто может быть нужно дополнительное подтверждение посредством SMS, приложение-аутентификатор, push-уведомление а также физический идентификационный ключ подтверждения. Бывает, что верификация строится по биометрии: с помощью скану пальца пальца или анализу лица как биометрии. При данной схеме биометрический фактор нередко используется не как отдельная идентификация личности в изолированном rox casino виде, но как удобный способ инструмент активировать подтвержденное устройство, на стороне котором уже заранее настроены иные элементы входа. Такая схема оставляет процесс и быстрой но при этом достаточно хорошо надежной.</p>
<h2>Роль устройств на уровне цифровой идентификации личности</h2>
<p>Разные сервисы берут в расчет не лишь код доступа а также одноразовый код, но сразу непосредственно само оборудование, с казино рокс которого идет сеанс. Если уже ранее учетная запись использовался с конкретном смартфоне и компьютере, служба довольно часто может воспринимать это аппарат проверенным. При этом в рамках типовом входе набор повторных этапов проверки становится меньше. Но если же сценарий происходит с нового браузера устройства, другого телефона либо после после возможного очистки настроек системы, система обычно просит повторное подтверждение личности.</p>
<p>Этот метод помогает снизить уровень риска несанкционированного подключения, даже если когда какой-то объем данных уже перешла на стороне третьего лица. С точки зрения владельца аккаунта такая модель означает , что основное знакомое девайс становится частью частью цифровой защитной архитектуры. При этом знакомые устройства также нуждаются в аккуратности. Если вход осуществлен через постороннем ПК, и рабочая сессия не завершена корректно правильно, либо рокс казино в случае, если мобильное устройство утрачен без блокировки, цифровая процедура идентификации может обернуться против держателя аккаунта, а не только в пользу этого человека сторону.</p>
<h2>Биометрия как инструмент способ подтверждения подлинности</h2>
<p>Биометрическая проверка базируется с учетом физических либо поведенческих характеристиках. Наиболее распространенные примеры &mdash; биометрический отпечаток пальца и анализ геометрии лица. В части системах задействуется голосовая биометрия, геометрия ладони и даже паттерны ввода текста пользователем. Главное сильное преимущество биометрии заключается в практичности: не rox casino надо держать в памяти объемные пароли или каждый раз вручную вводить коды. Верификация владельца занимает несколько коротких мгновений и часто встроено прямо в само аппарат.</p>
<p>Но всей удобности биометрия не является считается самодостаточным инструментом в условиях абсолютно всех сценариев. Допустим текстовый фактор допустимо сменить, то вот отпечаток пальца пальца пользователя либо лицо пользователя поменять нельзя. По этой казино рокс данной причине современные актуальные платформы на практике не выстраивают защиту полностью на одном биометрическом факторе. Существенно лучше использовать биометрию в роли дополнительный инструмент внутри общей многоуровневой системы электронной идентификации личности, в которой предусмотрены запасные инструменты входа, подтверждение через девайс а также инструменты повторного получения доступа входа.</p>
<h2>Различие между проверкой личности пользователя а также контролем доступом</h2>
<p>После тем, как когда платформа распознала и отдельно подтвердила пользователя, начинается следующий процесс &mdash; контроль уровнем доступа. И в пределах конкретного кабинета совсем не все возможные действия одинаково критичны. Доступ к просмотру обычной информации внутри сервиса а также изменение инструментов получения обратно входа предполагают разного масштаба подтверждения. По этой причине на уровне современных сервисах стандартный этап входа далеко не означает безусловное право к выполнению все действия. С целью перенастройки пароля, выключения защитных инструментов или связывания другого девайса могут появляться повторные этапы контроля.</p>
<p>Аналогичный механизм в особенности значим в сложных цифровых платформах. Игрок нередко может обычно просматривать конфигурации и журнал действий после обычного этапа входа, однако для задач завершения чувствительных действий приложение запросит еще раз подтвердить пароль, одноразовый код или пройти завершить биометрическую защитную верификацию. Такой подход помогает отделить обычное использование от критичных сценариев и снижает потенциальный вред даже в тех случаях при тех таких ситуациях, в которых чужой уровень доступа к сессии пользователя в какой-то мере не полностью получен.</p>
<h2>Цифровой след активности и его поведенческие профильные характеристики</h2>
<p>Текущая онлайн- идентификация сегодня все чаще подкрепляется изучением цифрового профиля действий. Платформа довольно часто может учитывать типичные часы входа, характерные действия, очередность переходов по разделам, характер ответа и многие другие поведенческие цифровые характеристики. Аналогичный подход чаще всего не всегда служит как единственный решающий формат проверки, хотя дает возможность оценить степень уверенности того, что, будто операции выполняет реально держатель аккаунта, а вовсе не совсем не несвязаный человек а также автоматизированный сценарий.</p>
<p>В случае, если система фиксирует заметное отклонение поведения, данный сервис часто может активировать усиленные контрольные механизмы. Например, попросить усиленную проверку подлинности, на короткий срок урезать некоторые функций либо прислать сигнал насчет сомнительном доступе. Для стандартного человека эти процессы во многих случаях остаются незаметными, но как раз такие механизмы собирают текущий контур гибкой безопасности. Чем точнее защитная модель определяет характерное сценарий действий учетной записи, тем быстрее оперативнее сервис замечает нехарактерные изменения.</p>
<p>La entrada <a href="https://poramoralarte.yimbybilbao.com/bazovye-jelementy-jelektronnoj-identifikacii-166/">Базовые элементы электронной идентификации</a> se publicó primero en <a href="https://poramoralarte.yimbybilbao.com">Por amor al arte</a>.</p>
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