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		<p>Your Ultimate Guide to Playing Slots Online for Fun and Wins<br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="play slots online" 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"/></p>
<p>While traditional slot machines use physical reels, play slots online employs random number generators to determine every spin&#8217;s outcome instantly. Players simply select their bet size, click or tap the spin button, and watch animated symbols align across paylines for potential wins. The core benefit of play slots online is the convenience of accessing hundreds of themed games directly from a browser or mobile app without physical constraints. <strong>Autoplay and bonus features</strong> further streamline the experience, allowing for continuous action with free spins or interactive mini-games triggered by specific symbol combinations.</p>
<h2>Choosing a Digital Casino for Spinning Reels</h2>
<p>When <strong>choosing a digital casino for spinning reels</strong>, prioritize platforms offering games from top-tier providers like NetEnt or Microgaming, as these ensure fair outcomes and smooth mechanics. Test the site’s demo mode first—<mark>this reveals real volatility and payout frequency before you deposit</mark>. For <strong>play slots online</strong>, examine the betting range: a good casino accommodates both micro-stakes and high-roller spins within the same game. Always check for a responsive mobile interface, since most reel play happens on phones. Ignore flashy bonuses; instead, confirm the <strong>return to player (RTP)</strong> for your chosen slots is listed publicly. A library of 500+ titles with clear search filters for “megaways” or “jackpot” types saves time.</p>
<h3>Licensing and Regulatory Bodies to Verify</h3>
<p>Before depositing funds to play slots online, verify the casino holds a valid license from a recognized authority. Check the site’s footer for the license number and regulator name, then confirm this on the regulator’s official website. The <strong>Malta Gaming Authority</strong>, UK Gambling Commission, and Gibraltar Regulatory Authority are benchmarks for player protection and fairness. Avoid casinos listing obscure or unverifiable licenses. This step ensures random number generators are audited and disputes can be escalated. A valid license is your only guarantee of recourse if issues arise with payouts or game integrity.</p>
<h3>Game Variety: Beyond Classic Fruit Machines</h3>
<p>For players seeking depth beyond classic fruit machines, game variety hinges on mechanics like cascading reels, Megaways™ engines, and cluster pays, which replace static paylines with dynamic win potential. <strong>Expanded reel architectures</strong> (e.g., 6×4 layouts) introduce more symbol positions, increasing volatility and combo possibilities. Thematic diversity also matters: from mythology to sci-fi, each slot integrates unique bonus rounds, free spin modifiers, and gamble features that shift risk-reward ratios. <em>Thus, choosing a digital casino requires evaluating its library for titles with distinct mathematical models rather than superficial aesthetic swaps.</em> <a href="https://baalunarsection.org.uk/">casino not on gamstop uk</a> Ignoring these structural differences leads to gameplay stagnation, as only varied mechanics sustain long-term engagement across sessions.</p>
<h3>Mobile Compatibility for On-the-Go Betting</h3>
<p>For spinning reels on the move, prioritize casinos offering dedicated native apps over browser-based play for superior touch responsiveness and battery efficiency. Native clients load game assets locally, reducing lag on spotty 4G/5G connections. Ensure the casino supports <strong>instant-loading HTML5 slots</strong> for seamless landscape-to-portrait transitions. Verify that autoplay and spin-stop controls are thumb-reachable without accidental double-taps. A critical test: the lobby must not require zooming to view paytable details or bet sliders. If the app crashes during a feature round, the casino fails on-the-go reliability. Demand cross-device sync so your session continues from where you stopped, whether switching from phone to tablet.</p>
<h3>Reading User Reviews and Reputation Scores</h3>
<p>When selecting a digital casino for spinning reels, reading user reviews reveals patterns in payout reliability and technical performance, specifically regarding slot volatility and hit frequency. Reputation scores, aggregated from player feedback, provide a quantifiable measure of trustworthiness for slot payouts. Focus on <strong>verified player experiences</strong> that mention withdrawal speed for winnings and game fairness. Cross-reference multiple sources to spot consistent complaints about rigged mechanics or slow payouts. A <mark>composite reputation score</mark> from established review platforms helps filter out isolated outliers, giving you a logical benchmark for choosing a casino where your reel spins are secure and fairly managed.</p>
<h2>Bonuses and Promotions That Boost Your Bankroll</h2>
<p>When you jump into a slot session, the welcome bonus is your first power-up—matching your deposit to double your starting credits. I once saw a player turn a $50 matched offer into a deep run on a high-volatility Egyptian slot, because those free spins on a popular title stretched their playtime during a dry streak. <strong>Loyalty reloads and slot-specific cashback</strong> are where you truly shield your bankroll; after a tough evening, I got a 15% rebate on losses that funded the next day’s low-stakes spins. Don’t overlook no-wager free spins from seasonal promotions—they add pure coin value without forced rollover. </p>
<blockquote><p>Always scan for &#8220;slot bonus&#8221; tags in the lobby; they often hide extra spin bundles that don’t eat your deposited cash.</p></blockquote>
<p> That tactical use of promos—matching bonuses for volume and free spins for risk-free tries—keeps your balance breathing through the game’s natural variance.</p>
<h3>Welcome Packages and No-Deposit Free Spins</h3>
<p>Welcome Packages often bundle match bonuses with free spins across selected slot titles, giving you extra funds and rounds immediately after your first deposit. <strong>No-deposit free spins</strong> let you test slot mechanics without risking your own cash, requiring only registration. These spins usually apply to specific games with capped winnings, so review the wagering requirements—typically 30x to 50x the bonus—before converting any <mark>winnings</mark> to withdrawable cash. Prioritize offers with low playthrough and a long validity period to maximize your bankroll efficiency.</p>
<blockquote><p>Welcome Packages boost your starting bankroll with matched deposits and spins, while no-deposit free spins provide risk-free slot play, both requiring careful wagering review.</p></blockquote>
<h3>Wagering Requirements: How to Spot Fair Terms</h3>
<p>When playing slots online, fair wagering terms hinge on the <strong>playthrough multiplier</strong> and eligible games. A reasonable requirement is 30x-40x the bonus; anything above 50x severely drains your bankroll. Spot unfair terms by checking if slots contribute 100%—some games like roulette might contribute less. <em>Always scan for time limits, as a 7-day expiry forces rushed bets that rarely pay off.</em> Follow this sequence to verify fairness:</p>
<ol>
<li>Multiply the bonus amount by the wagering requirement to calculate total bets needed.</li>
<li>Confirm that slot contributions are listed as &#8220;100%&#8221; in the terms.</li>
<li>Check for maximum bet caps during wagering—exceeding them voids the bonus.</li>
</ol>
<div style="text-align:center">
<iframe width="563" height="319" src="https://www.youtube.com/embed/tE0pu4EaZqY" frameborder="0" alt="play slots online" allowfullscreen></iframe>
</div>
<h3>Loyalty Programs and Cashback Offers</h3>
<p>Loyalty programs reward sustained play by converting wagered amounts into points, which can be redeemed for free spins or bonus credits. Cashback offers function differently, returning a fixed percentage of net losses—typically weekly—directly to your balance, providing a safety net. The key distinction is that loyalty programs incentivize long-term volume, while cashback offers mitigate short-term risk. Neither carries wagering requirements as strict as deposit bonuses, making them <strong>strategic tools for bankroll stability</strong>. Evaluating which suits your session frequency is essential; cashback favors casual players, whereas tiered programs support high-volume slot grinders seeking compounding perks.</p>
<h3>Seasonal Promotions and Tournaments</h3>
<p>Seasonal promotions and tournaments directly amplify your bankroll through time-limited slot challenges. Holiday-themed events often offer reload bonuses or free spins tied to specific slot titles, while leaderboard tournaments reward top scorers with cash prizes or exclusive bonuses. These competitions typically require a minimum wager to qualify, ranking players by win multipliers or total spins. Focusing on <strong>slot tournament leaderboard strategies</strong>—such as targeting high-volatility games for quick point accumulation—maximizes your chances. Always review entry fees and prize structures before participating to ensure the reward justifies the wagering requirements.</p>
<blockquote><p>Seasonal promotions and tournaments provide targeted opportunities to boost your bankroll through time-sensitive slot challenges and competitive leaderboard rewards.</p></blockquote>
<h2>Understanding Slot Mechanics and Payouts</h2>
<p>Understanding slot mechanics is essential to playing slots online effectively, as it directly influences your potential returns. Each spin on an online slot is determined by a Random Number Generator (RNG), ensuring outcomes are purely chance-based and independent of previous results. Paylines or ways-to-win mechanics dictate how winning combinations form, while the Return to Player (RTP) percentage represents the theoretical payout over time—always seek slots with higher RTP for better odds. Volatility, or variance, measures risk: low volatility offers frequent small wins, high volatility favors larger but rarer payouts. <strong>Mastering these payout structures lets you choose games aligned with your bankroll and play style.</strong> Additionally, paytables reveal symbol values and bonus features like multipliers or free spins that amplify winnings. <em>Without grasping how paylines and RNG interact, you’re essentially betting without a strategy.</em> <strong>Focus on games where you understand the math; it transforms slots from blind luck into informed play.</strong></p>
<h3>Random Number Generators and Fairness</h3>
<p>At the core of every online slot, the <strong>certified random number generator</strong> (RNG) ensures each spin is independent and unpredictable, preventing any pattern or manipulation. This software continuously generates thousands of number sequences per second, even when the slot is idle, and the millisecond you press spin locks in a specific result. Fairness relies entirely on the RNG’s unpredictability; reputable casinos have these systems independently audited to verify no bias exists. **Q: Can the casino manually change the RNG to make a slot pay less?** A: No – a certified RNG is sealed after audit; any tampering would break its certification and licenses. For you, this means every spin’s outcome is purely random, unaffected by past results or external control.</p>
<h3>Return to Player Percentages Explained</h3>
<p>Return to Player (RTP) percentages represent the theoretical long-term payout a slot machine returns to players, calculated over millions of spins. When you <strong>play slots online</strong>, RTP is fixed for each game, typically ranging from 94% to 98%. This means for every $100 wagered on a 96% RTP slot, $96 is returned statistically. To maximize your session, follow this sequence: </p>
<ol>
<li>Check the game’s RTP in its info tab before spinning.</li>
<li>Select slots with 96% RTP or higher for better odds.</li>
<li>Understand RTP applies over extended play, not short bursts.</li>
</ol>
<p> Ignoring RTP reduces your edge; always prioritize high-RTP titles for sustainable gameplay.</p>
<h3>Volatility: High Risk Versus Low Risk Action</h3>
<p>Volatility determines the risk-profile of a slot session. High-risk action offers infrequent but substantial payouts, demanding a larger bankroll to survive dry spells. Low-risk action delivers smaller, frequent wins, preserving your balance longer but capping maximum rewards. <em>Choosing between them hinges on whether you prefer the thrill of a potential jackpot or the steadiness of incremental returns.</em> Understanding this trade-off is crucial for managing expectations and bankroll. High volatility suits aggressive players chasing big hits, while low volatility suits those seeking extended playtime. <strong>Slot volatility strategy</strong> directly impacts your session&#8217;s pace and potential outcome.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="play slots online" 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"/></p>
<blockquote><p>High risk equals rare, large wins; low risk equals frequent, small wins. Your choice dictates your slot experience.</p></blockquote>
<h3>Paylines, Ways to Win, and Cluster Mechanics</h3>
<p>In online slots, <strong>paylines and cluster mechanics</strong> define how winning combinations form. Traditional slots use fixed paylines—pre-determined lines across reels where matching symbols must land from left to right. Ways to win systems, often featuring 243 or 1024 ways, pay for adjacent symbols regardless of line position, increasing flexibility. Cluster mechanics, common in modern slots, require groups of matching symbols (typically 3–9) touching vertically or horizontally; larger clusters multiply payouts via a <mark>tumble</mark> feature, where winning symbols disappear and new ones drop in. Each mechanic directly alters bet strategy and hit frequency.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="play slots online" 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"/></p>
<blockquote><p>Paylines offer linear payouts; Ways to Win reward adjacency; Cluster Mechanics pay for contiguous symbol groups, often with cascading reels.</p></blockquote>
<h2>Exploring Modern Slot Features and Themes</h2>
<p>When you <strong>play slots online</strong>, the key to sustained excitement lies in <strong>exploring modern slot features and themes</strong>. Today’s games transform basic spins into interactive journeys with cascading reels, expanding wilds, and multi-level bonus rounds that unlock as you play. Themes are equally immersive—ranging from ancient mythology to cinematic heists—each packed with unique symbols and soundtracks that pull you deeper into the action. <mark>Always check for a &#8220;feature buy&#8221; option</mark> to skip straight to the bonus, a practical shortcut many online slots now offer. By actively sampling different volatility levels and special mechanics like cluster pays or Megaways, you tailor every session to your taste, ensuring no two rounds feel the same.</p>
<h3>Megaways and Cascading Reels</h3>
<p>Megaways transforms every spin into a fresh experience by randomly altering the number of symbols on each reel, creating thousands of potential paylines that shift with every bet. Cascading Reels amplify this energy by removing winning combinations, allowing new symbols to fall into place and trigger consecutive payouts from a single spin. This <strong>dynamic winning potential</strong> builds momentum, as each cascade increases your chance for longer chains without additional wagers. Together, they deliver rapid, volatile action where every tumble can extend a winning streak, making each session unpredictable and fast-paced.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="play slots online" 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"/></p>
<h3>Progressive Jackpots: Chasing Life-Changing Wins</h3>
<p>Progressive jackpots are the big reason many players stick with online slots, as the chance to chase life-changing wins from a single spin is hard to resist. When you play slots online, these prizes grow every time someone places a bet, often climbing into the millions before they hit. <em>You don’t need max bets to qualify on many networks, but always check the rules first to avoid missing out.</em> The thrill lies in knowing your next spin could trigger a massive payout, making every session feel like a direct shot at a windfall. <strong>Progressive jackpot slots</strong> keep that dream alive with every click.</p>
<h3>Branded Slots Based on Movies and TV Shows</h3>
<p>Branded slots based on movies and TV shows bring your favorite screen moments directly into <strong>immersive gameplay</strong>. Instead of generic reels, you’ll spin alongside authentic clips, character cameos, and soundtracks from hits like *Game of Thrones* or *Jumanji*. These games integrate storyline bonus rounds—such as choosing a house in *House of Dragons*—making each spin feel like an episode. The familiarity allows you to predict features faster, while developers hide extra win multipliers within themed collectible icons.</p>
<p><strong>Q: Do branded slots just reskin standard games?</strong> A: No—they often include unique mechanics like progressive pick-a-path bonuses or interactive cutscenes tied to the original plot, so you’re playing the movie, not just looking at it.</p>
<h3>Bonus Rounds, Free Games, and Multipliers</h3>
<p>Bonus rounds typically activate when three or more scatter symbols land, launching a separate screen where you pick items for instant prizes. Free games award a set number of spins without deducting your balance, often with <strong>enhanced win potential from multipliers</strong>. These multipliers can double, triple, or even 100x your payout during free spins or bonus features. Many slots allow retriggering free games by landing additional scatters within the bonus round. <strong>How do multipliers in free games differ from those in regular play?</strong> They stack cumulatively across spins, meaning each win is multiplied, whereas regular play multipliers usually apply only once per spin.</p>
<h2>Managing Your Bankroll While Reeling</h2>
<p>Managing your bankroll while reeling from a loss streak in online slots is crucial for long-term play. Immediately set a <strong>loss limit</strong> before each session, and when you hit it, walk away without exception. Do not chase losses by increasing bet sizes, as this accelerates depletion. Instead, <mark>focus on lower volatility slots</mark> to stretch your funds and sustain more spins during recovery. Divide your total bankroll into smaller session budgets, and never exceed a single session’s allocation. This disciplined approach prevents emotional decisions and preserves capital for future winning opportunities.</p>
<h3>Setting Loss Limits and Session Caps</h3>
<p>Setting a daily, weekly, or monthly loss limit before you begin a session is a primary form of <strong>session-based bankroll control</strong>. This hard ceiling prevents you from chasing losses and ensures that a single bad stretch does not drain your entire allocated funds. Session caps operate similarly by defining a maximum time limit, after which you must stop playing regardless of results. Together, they create a framework of enforceable boundaries, turning discipline into a mechanical action rather than a willpower challenge.</p>
<ul>
<li>Define a strict loss limit as a fixed monetary value you will not exceed during any single session.</li>
<li>Set a session duration cap of 30–60 minutes to prevent time distortion from hyper-focus on reels.</li>
<li>Apply both limits simultaneously: stop playing when you hit either the loss or time ceiling first.</li>
<li>Configure these caps directly within the casino’s responsible gaming tools rather than relying on memory.</li>
</ul>
<h3>Bet Sizing Strategies for Longer Play</h3>
<p>For extended sessions, adopt a <strong>proportional bet sizing strategy</strong> tied to your total bankroll. Divide your funds into 200-300 units, ensuring each spin represents 0.33-0.5% of your balance. This prevents rapid depletion during cold streaks. When reeling after losses, never increase bets to chase; instead, maintain or reduce your unit size by 10-20% to preserve capital. Below is a comparison of two fixed approaches for longer play.</p>
<table>
<tr>
<th>Strategy</th>
<th>Unit Size (% of Bankroll)</th>
<th>Ideal Bankroll (Spins)</th>
<th>Recovery Action</th>
</tr>
<tr>
<td>Conservative</td>
<td>0.3%</td>
<td>333</td>
<td>Reduce unit by 15% after 20% loss</td>
</tr>
<tr>
<td>Moderate</td>
<td>0.5%</td>
<td>200</td>
<td>Maintain unit, shift to lower volatility slot</td>
</tr>
</table>
<h3>Using Deposit Tools and Self-Exclusion Options</h3>
<p>When your slot session feels out of control, <strong>deposit tools and self-exclusion options</strong> offer immediate relief. Set a daily or weekly cap within your casino account to stop further funding once the limit is hit. If a break is needed, enact self-exclusion for a set period—this locks your account completely, preventing any temptation to chase losses. Follow this sequence:</p>
<ol>
<li>Log into your account&#8217;s responsible gaming section.</li>
<li>Select a deposit limit or self-exclusion duration.</li>
<li>Confirm the change, which often becomes irreversible.</li>
</ol>
<p><em>Remember, these tools let you step back without losing your progress.</em></p>
<h3>Knowing When to Walk Away</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="play slots online" 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"/></p>
<p>Knowing when to walk away is the secret to keeping your bankroll healthy during an online slots session. Set a firm loss limit before you spin, and stick to it even if a jackpot feels close. <strong>Establishing win goals</strong> matters too—cash out once you hit your target, rather than chasing more. <em>The hardest lesson is that the machine owes you nothing, no matter how many near-misses you see.</em></p>
<ul>
<li>Decide your maximum loss amount and stop playing when you reach it.</li>
<li>Choose a profit goal and walk away the moment you hit it.</li>
<li>Use your session timer—quit after 30 minutes to avoid fatigue.</li>
<li>Mute autoplay; manual spins give you a second to think before betting.</li>
</ul>
<h2>Strategies for Maximizing Entertainment Value</h2>
<p>To maximize entertainment value when you <strong>play slots online</strong>, focus on session limits and game variety. Set a strict time and budget beforehand, treating any loss as the cost of the experience. Choose slots with diverse themes, bonus rounds, and engaging soundtracks to prevent monotony. </p>
<blockquote><p>Switching between low-volatility games (frequent small wins) and high-volatility games (rare big wins) keeps the emotional arc dynamic and extends playtime.</p></blockquote>
<p> Avoid chasing losses by increasing bet sizes; instead, lower your stake to prolong enjoyment. Use free demo modes to explore new titles without financial risk, ensuring every session remains a source of entertainment rather than stress.</p>
<h3>Playing for Fun Versus Playing for Profit</h3>
<p>When you play slots online, deciding whether you’re in it for amusement or chasing a win shapes your entire approach. Playing for fun lets you choose games with quirky themes or bonus rounds without sweating the bet size. For profit, you’d focus on high RTP slots and strict bankroll management to extend playtime. The key is <strong>setting personal loss limits</strong> before you spin, keeping the experience from turning sour. Either way, the moment you feel pressure to recoup a loss, you’ve shifted from leisure to stress. </p>
<table>
<tr>
<th>Aspect</th>
<th>Playing for Fun</th>
<th>Playing for Profit</th>
</tr>
<tr>
<td>Game Choice</td>
<td>Themes, animations</td>
<td>High RTP, low volatility</td>
</tr>
<tr>
<td>Bet Size</td>
<td>Whatever feels okay</td>
<td>Small, consistent stakes</td>
</tr>
<tr>
<td>End Goal</td>
<td>Enjoyment</td>
<td>Extended bankroll life</td>
</tr>
</table>
<h3>Testing Games in Demo Mode First</h3>
<p>Testing games in demo mode first is a critical strategy for maximizing entertainment value before committing real funds. This risk-free approach lets you evaluate a slot’s <strong>volatility and hit frequency</strong> directly, ensuring the gameplay matches your preferred pace. By spinning with <mark>virtual credits</mark>, you can dissect the bonus mechanics and feature triggers without financial pressure. Use the demo to confirm you enjoy the theme’s pacing across at least 50 rounds.</p>
<ul>
<li>Assess the game’s volatility by tracking win sizes and dry spells during demo play</li>
<li>Learn the paytable triggers for scatters, wilds, and free spins without risking your bankroll</li>
<li>Test different bet sizes to see how they affect feature activation rates</li>
</ul>
<h3>Tracking Wins and Losses Over Time</h3>
<p>Over time, habitually logging each session’s net result transforms random spins into a clear performance ledger. This practice reveals your actual bankroll rhythm, highlighting which game types consistently drain funds versus those that sustain play longer. <strong>Session tracking for slot play</strong> also exposes emotional betting patterns—you might notice chasing losses after a cold streak. <em>Small, consistent losses can quietly erode a session bankroll faster than a single big hit recovers.</em> By reviewing this history weekly, you adjust bet sizes and session lengths proactively, turning guesswork into a measured entertainment strategy.</p>
<blockquote><p>Tracking wins and losses over time converts raw casino data into actionable insight, letting you maximize fun by knowing exactly when to walk away or double down.</p></blockquote>
<h3>Choosing Slots with Lower House Edges</h3>
<p>When playing slots online, prioritizing games with a lower house edge directly stretches your bankroll for extended play. Look for slots with a published Return to Player (RTP) of 96% or higher, as this statistically reduces the casino&#8217;s long-term theoretical advantage over your bets. <strong>Choosing slots with lower house edges</strong> means you lose less per spin on average, which maximizes the entertainment time derived from your deposit. <em>Volatility still dictates short-term swings, so pair low house edges with a volatility level matching your session goals.</em> Always verify the RTP in the game&#8217;s paytable or information screen before spinning.</p>
<blockquote><p>Selecting high-RTP slots with lower house edges minimizes theoretical losses per wager, fundamentally preserving your balance for longer, more enjoyable gameplay sessions.</p></blockquote>
<h2>Ensuring Safe and Responsible Gambling</h2>
<p>Ensuring safe and responsible gambling while you <strong>play slots online</strong> starts with strict personal limits. Set a fixed deposit and loss cap before each session, never chasing losses as spins are random and independent. Use the platform’s reality check tools to track time, and always treat play as entertainment, not a way to make money. </p>
<blockquote><p>When you play slots online, the only winning approach is to stop while you are ahead, keeping your experience enjoyable within your budget.</p></blockquote>
<p> Self-exclusion options are your safeguard if control slips, but true responsibility means staying in control every moment you engage with the reels.</p>
<h3>Identifying Problem Gambling Warning Signs</h3>
<p>When playing slots online, the first warning sign is chasing losses—spinning frantically to recoup money, convinced the next jackpot will fix it. You might notice you’re lying about session time or increasing bet sizes to feel the same thrill. A key red flag is <strong>neglecting personal responsibilities</strong>, like skipping meals or missing work, while the reels keep turning. If you feel irritable when not playing, or constantly think about when you can next log in, these are early cracks in safe behavior. Recognizing these shifts lets you step back before play becomes a problem.</p>
<h3>Utilizing Time-Out and Reality Check Features</h3>
<p>When playing slots online, the <strong>time-out and reality check features</strong> act as direct, user-controlled safeguards. A time-out allows you to temporarily block access to your account for a set period, from 24 hours up to six weeks, creating an immediate cool-down break. A reality check, meanwhile, triggers a pop-up alert at a chosen interval—often every 15, 30, or 60 minutes—showing your session time and net winnings or losses. <em>These tools work best when set before you begin spinning, not in the heat of a losing streak.</em> Both features are typically found in your account settings under &#8220;Responsible Gambling&#8221; or &#8220;Player Protection&#8221; tabs.</p>
<h3>Resources for Support and Helplines</h3>
<p>If playing slots online ever feels overwhelming, <strong>support resources and helplines</strong> provide immediate, private assistance. Real-time chat services, like those from GamCare or BeGambleAware, connect you with trained advisors who understand slot-specific habits. Some sites offer direct links to set cool-off periods or self-exclusion tools within your account. For urgent help, call toll-free numbers like 1-800-GAMBLER—they’re available 24/7. <em>Even a quick, anonymous check-in can help you regain control mid-session.</em> Bookmark these helplines before you play, so they’re accessible with one click when needed.</p>
<table>
<thead>
<tr>
<th>Resource Type</th>
<th>Example</th>
<th>Best For</th>
</tr>
</thead>
<tbody>
<tr>
<td>Live Chat</td>
<td>GamCare</td>
<td>Immediate, text-based support</td>
</tr>
<tr>
<td>Toll-Free Helpline</td>
<td>1-800-GAMBLER</td>
<td>Phone conversations, 24/7 access</td>
</tr>
<tr>
<td>In-Tool Self-Exclusion</td>
<td>Platform’s cool-off feature</td>
<td>Setting personal limits mid-play</td>
</tr>
</tbody>
</table>
<h3>Staying Within Personal Comfort Zones</h3>
<p>Sticking to your personal comfort zone means deciding beforehand how much time and money you’re okay with losing, then <strong>setting firm loss limits</strong> before you start spinning. <em>It’s easy to forget that a few extra clicks can turn a fun session into a stressful one.</em> If the stakes feel too high, simply lower your bet size or walk away for an hour. Treat your comfort zone like a bubble—don’t let the excitement push you past what feels easy and enjoyable.</p>
<h2>Understanding How Digital Slot Machines Work</h2>
<h3>What Determines the Outcome of Each Spin</h3>
<h3>How Paylines and Ways to Win Differ</h3>
<h2>Choosing the Right Slot Game for Your Style</h2>
<h3>Volatility Levels Explained for Beginners</h3>
<h3>Comparing Return-to-Player Percentages</h3>
<h3>Themes and Bonus Features That Boost Enjoyment</h3>
<h2>Getting Started with Real Money Play</h2>
<h3>Setting a Budget and Stick to It</h3>
<h3>Making Your First Deposit Securely</h3>
<h3>Understanding Bet Sizes and Coin Values</h3>
<h2>Maximizing Features and Bonuses</h2>
<h3>Free Spins, Multipliers, and Wild Symbols</h3>
<h3>Progressive Jackpots vs Fixed Prizes</h3>
<h2>Common Mistakes to Avoid When Spinning</h2>
<h3>Chasing Losses and Betting Beyond Your Limit</h3>
<h3>Ignoring Game Rules and Paytables</h3>

		
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