WordPress - Web publishing software

Copyright 2011-2024 by the contributors

This program is free software; you can redistribute it and/or modify
it under the terms of the GNU General Public License as published by
the Free Software Foundation; either version 2 of the License, or
(at your option) any later version.

This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
GNU General Public License for more details.

You should have received a copy of the GNU General Public License
along with this program; if not, write to the Free Software
Foundation, Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301  USA

This program incorporates work covered by the following copyright and
permission notices:

  b2 is (c) 2001, 2002 Michel Valdrighi - https://cafelog.com

  Wherever third party code has been used, credit has been given in the code's
  comments.

  b2 is released under the GPL

and

  WordPress - Web publishing software

  Copyright 2003-2010 by the contributors

  WordPress is released under the GPL

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                    GNU GENERAL PUBLIC LICENSE
                       Version 2, June 1991

 Copyright (C) 1989, 1991 Free Software Foundation, Inc.,
 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA
 Everyone is permitted to copy and distribute verbatim copies
 of this license document, but changing it is not allowed.

                            Preamble

  The licenses for most software are designed to take away your
freedom to share and change it.  By contrast, the GNU General Public
License is intended to guarantee your freedom to share and change free
software--to make sure the software is free for all its users.  This
General Public License applies to most of the Free Software
Foundation's software and to any other program whose authors commit to
using it.  (Some other Free Software Foundation software is covered by
the GNU Lesser General Public License instead.)  You can apply it to
your programs, too.

  When we speak of free software, we are referring to freedom, not
price.  Our General Public Licenses are designed to make sure that you
have the freedom to distribute copies of free software (and charge for
this service if you wish), that you receive source code or can get it
if you want it, that you can change the software or use pieces of it
in new free programs; and that you know you can do these things.

  To protect your rights, we need to make restrictions that forbid
anyone to deny you these rights or to ask you to surrender the rights.
These restrictions translate to certain responsibilities for you if you
distribute copies of the software, or if you modify it.

  For example, if you distribute copies of such a program, whether
gratis or for a fee, you must give the recipients all the rights that
you have.  You must make sure that they, too, receive or can get the
source code.  And you must show them these terms so they know their
rights.

  We protect your rights with two steps: (1) copyright the software, and
(2) offer you this license which gives you legal permission to copy,
distribute and/or modify the software.

  Also, for each author's protection and ours, we want to make certain
that everyone understands that there is no warranty for this free
software.  If the software is modified by someone else and passed on, we
want its recipients to know that what they have is not the original, so
that any problems introduced by others will not reflect on the original
authors' reputations.

  Finally, any free program is threatened constantly by software
patents.  We wish to avoid the danger that redistributors of a free
program will individually obtain patent licenses, in effect making the
program proprietary.  To prevent this, we have made it clear that any
patent must be licensed for everyone's free use or not licensed at all.

  The precise terms and conditions for copying, distribution and
modification follow.

                    GNU GENERAL PUBLIC LICENSE
   TERMS AND CONDITIONS FOR COPYING, DISTRIBUTION AND MODIFICATION

  0. This License applies to any program or other work which contains
a notice placed by the copyright holder saying it may be distributed
under the terms of this General Public License.  The "Program", below,
refers to any such program or work, and a "work based on the Program"
means either the Program or any derivative work under copyright law:
that is to say, a work containing the Program or a portion of it,
either verbatim or with modifications and/or translated into another
language.  (Hereinafter, translation is included without limitation in
the term "modification".)  Each licensee is addressed as "you".

Activities other than copying, distribution and modification are not
covered by this License; they are outside its scope.  The act of
running the Program is not restricted, and the output from the Program
is covered only if its contents constitute a work based on the
Program (independent of having been made by running the Program).
Whether that is true depends on what the Program does.

  1. You may copy and distribute verbatim copies of the Program's
source code as you receive it, in any medium, provided that you
conspicuously and appropriately publish on each copy an appropriate
copyright notice and disclaimer of warranty; keep intact all the
notices that refer to this License and to the absence of any warranty;
and give any other recipients of the Program a copy of this License
along with the Program.

You may charge a fee for the physical act of transferring a copy, and
you may at your option offer warranty protection in exchange for a fee.

  2. You may modify your copy or copies of the Program or any portion
of it, thus forming a work based on the Program, and copy and
distribute such modifications or work under the terms of Section 1
above, provided that you also meet all of these conditions:

    a) You must cause the modified files to carry prominent notices
    stating that you changed the files and the date of any change.

    b) You must cause any work that you distribute or publish, that in
    whole or in part contains or is derived from the Program or any
    part thereof, to be licensed as a whole at no charge to all third
    parties under the terms of this License.

    c) If the modified program normally reads commands interactively
    when run, you must cause it, when started running for such
    interactive use in the most ordinary way, to print or display an
    announcement including an appropriate copyright notice and a
    notice that there is no warranty (or else, saying that you provide
    a warranty) and that users may redistribute the program under
    these conditions, and telling the user how to view a copy of this
    License.  (Exception: if the Program itself is interactive but
    does not normally print such an announcement, your work based on
    the Program is not required to print an announcement.)

These requirements apply to the modified work as a whole.  If
identifiable sections of that work are not derived from the Program,
and can be reasonably considered independent and separate works in
themselves, then this License, and its terms, do not apply to those
sections when you distribute them as separate works.  But when you
distribute the same sections as part of a whole which is a work based
on the Program, the distribution of the whole must be on the terms of
this License, whose permissions for other licensees extend to the
entire whole, and thus to each and every part regardless of who wrote it.

Thus, it is not the intent of this section to claim rights or contest
your rights to work written entirely by you; rather, the intent is to
exercise the right to control the distribution of derivative or
collective works based on the Program.

In addition, mere aggregation of another work not based on the Program
with the Program (or with a work based on the Program) on a volume of
a storage or distribution medium does not bring the other work under
the scope of this License.

  3. You may copy and distribute the Program (or a work based on it,
under Section 2) in object code or executable form under the terms of
Sections 1 and 2 above provided that you also do one of the following:

    a) Accompany it with the complete corresponding machine-readable
    source code, which must be distributed under the terms of Sections
    1 and 2 above on a medium customarily used for software interchange; or,

    b) Accompany it with a written offer, valid for at least three
    years, to give any third party, for a charge no more than your
    cost of physically performing source distribution, a complete
    machine-readable copy of the corresponding source code, to be
    distributed under the terms of Sections 1 and 2 above on a medium
    customarily used for software interchange; or,

    c) Accompany it with the information you received as to the offer
    to distribute corresponding source code.  (This alternative is
    allowed only for noncommercial distribution and only if you
    received the program in object code or executable form with such
    an offer, in accord with Subsection b above.)

The source code for a work means the preferred form of the work for
making modifications to it.  For an executable work, complete source
code means all the source code for all modules it contains, plus any
associated interface definition files, plus the scripts used to
control compilation and installation of the executable.  However, as a
special exception, the source code distributed need not include
anything that is normally distributed (in either source or binary
form) with the major components (compiler, kernel, and so on) of the
operating system on which the executable runs, unless that component
itself accompanies the executable.

If distribution of executable or object code is made by offering
access to copy from a designated place, then offering equivalent
access to copy the source code from the same place counts as
distribution of the source code, even though third parties are not
compelled to copy the source along with the object code.

  4. You may not copy, modify, sublicense, or distribute the Program
except as expressly provided under this License.  Any attempt
otherwise to copy, modify, sublicense or distribute the Program is
void, and will automatically terminate your rights under this License.
However, parties who have received copies, or rights, from you under
this License will not have their licenses terminated so long as such
parties remain in full compliance.

  5. You are not required to accept this License, since you have not
signed it.  However, nothing else grants you permission to modify or
distribute the Program or its derivative works.  These actions are
prohibited by law if you do not accept this License.  Therefore, by
modifying or distributing the Program (or any work based on the
Program), you indicate your acceptance of this License to do so, and
all its terms and conditions for copying, distributing or modifying
the Program or works based on it.

  6. Each time you redistribute the Program (or any work based on the
Program), the recipient automatically receives a license from the
original licensor to copy, distribute or modify the Program subject to
these terms and conditions.  You may not impose any further
restrictions on the recipients' exercise of the rights granted herein.
You are not responsible for enforcing compliance by third parties to
this License.

  7. If, as a consequence of a court judgment or allegation of patent
infringement or for any other reason (not limited to patent issues),
conditions are imposed on you (whether by court order, agreement or
otherwise) that contradict the conditions of this License, they do not
excuse you from the conditions of this License.  If you cannot
distribute so as to satisfy simultaneously your obligations under this
License and any other pertinent obligations, then as a consequence you
may not distribute the Program at all.  For example, if a patent
license would not permit royalty-free redistribution of the Program by
all those who receive copies directly or indirectly through you, then
the only way you could satisfy both it and this License would be to
refrain entirely from distribution of the Program.

If any portion of this section is held invalid or unenforceable under
any particular circumstance, the balance of the section is intended to
apply and the section as a whole is intended to apply in other
circumstances.

It is not the purpose of this section to induce you to infringe any
patents or other property right claims or to contest validity of any
such claims; this section has the sole purpose of protecting the
integrity of the free software distribution system, which is
implemented by public license practices.  Many people have made
generous contributions to the wide range of software distributed
through that system in reliance on consistent application of that
system; it is up to the author/donor to decide if he or she is willing
to distribute software through any other system and a licensee cannot
impose that choice.

This section is intended to make thoroughly clear what is believed to
be a consequence of the rest of this License.

  8. If the distribution and/or use of the Program is restricted in
certain countries either by patents or by copyrighted interfaces, the
original copyright holder who places the Program under this License
may add an explicit geographical distribution limitation excluding
those countries, so that distribution is permitted only in or among
countries not thus excluded.  In such case, this License incorporates
the limitation as if written in the body of this License.

  9. The Free Software Foundation may publish revised and/or new versions
of the General Public License from time to time.  Such new versions will
be similar in spirit to the present version, but may differ in detail to
address new problems or concerns.

Each version is given a distinguishing version number.  If the Program
specifies a version number of this License which applies to it and "any
later version", you have the option of following the terms and conditions
either of that version or of any later version published by the Free
Software Foundation.  If the Program does not specify a version number of
this License, you may choose any version ever published by the Free Software
Foundation.

  10. If you wish to incorporate parts of the Program into other free
programs whose distribution conditions are different, write to the author
to ask for permission.  For software which is copyrighted by the Free
Software Foundation, write to the Free Software Foundation; we sometimes
make exceptions for this.  Our decision will be guided by the two goals
of preserving the free status of all derivatives of our free software and
of promoting the sharing and reuse of software generally.

                            NO WARRANTY

  11. BECAUSE THE PROGRAM IS LICENSED FREE OF CHARGE, THERE IS NO WARRANTY
FOR THE PROGRAM, TO THE EXTENT PERMITTED BY APPLICABLE LAW.  EXCEPT WHEN
OTHERWISE STATED IN WRITING THE COPYRIGHT HOLDERS AND/OR OTHER PARTIES
PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY OF ANY KIND, EITHER EXPRESSED
OR IMPLIED, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF
MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE.  THE ENTIRE RISK AS
TO THE QUALITY AND PERFORMANCE OF THE PROGRAM IS WITH YOU.  SHOULD THE
PROGRAM PROVE DEFECTIVE, YOU ASSUME THE COST OF ALL NECESSARY SERVICING,
REPAIR OR CORRECTION.

  12. IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR
REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES,
INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING
OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED
TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY
YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER
PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE
POSSIBILITY OF SUCH DAMAGES.

                     END OF TERMS AND CONDITIONS

            How to Apply These Terms to Your New Programs

  If you develop a new program, and you want it to be of the greatest
possible use to the public, the best way to achieve this is to make it
free software which everyone can redistribute and change under these terms.

  To do so, attach the following notices to the program.  It is safest
to attach them to the start of each source file to most effectively
convey the exclusion of warranty; and each file should have at least
the "copyright" line and a pointer to where the full notice is found.

    <one line to give the program's name and a brief idea of what it does.>
    Copyright (C) <year>  <name of author>

    This program is free software; you can redistribute it and/or modify
    it under the terms of the GNU General Public License as published by
    the Free Software Foundation; either version 2 of the License, or
    (at your option) any later version.

    This program is distributed in the hope that it will be useful,
    but WITHOUT ANY WARRANTY; without even the implied warranty of
    MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
    GNU General Public License for more details.

    You should have received a copy of the GNU General Public License along
    with this program; if not, write to the Free Software Foundation, Inc.,
    51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA.

Also add information on how to contact you by electronic and paper mail.

If the program is interactive, make it output a short notice like this
when it starts in an interactive mode:

    Gnomovision version 69, Copyright (C) year name of author
    Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
    This is free software, and you are welcome to redistribute it
    under certain conditions; type `show c' for details.

The hypothetical commands `show w' and `show c' should show the appropriate
parts of the General Public License.  Of course, the commands you use may
be called something other than `show w' and `show c'; they could even be
mouse-clicks or menu items--whatever suits your program.

You should also get your employer (if you work as a programmer) or your
school, if any, to sign a "copyright disclaimer" for the program, if
necessary.  Here is a sample; alter the names:

  Yoyodyne, Inc., hereby disclaims all copyright interest in the program
  `Gnomovision' (which makes passes at compilers) written by James Hacker.

  <signature of Ty Coon>, 1 April 1989
  Ty Coon, President of Vice

This General Public License does not permit incorporating your program into
proprietary programs.  If your program is a subroutine library, you may
consider it more useful to permit linking proprietary applications with the
library.  If this is what you want to do, use the GNU Lesser General
Public License instead of this License.

WRITTEN OFFER

The source code for any program binaries or compressed scripts that are
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            <h1 class="post-title entry-title">Your Guide to Playing at Real Money Online Casinos</h1>            <div class="post-date">
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                        <i class="fa fa-user-o"></i><span class="post_by"> by <span class="author vcard"><a class="url fn n" href="https://northwestcomedyfest.com/author/"></a></span></span>                        <i class="fa fa-calendar-o"></i><span class="posted-on"><a href="https://northwestcomedyfest.com/your-guide-to-playing-at-real-money-online-casinos-6/" rel="bookmark"><time class="entry-date published" datetime="2025-11-24T13:59:25+00:00">November 24, 2025</time><time class="updated" datetime="2025-11-24T14:13:16+00:00">November 24, 2025</time></a></span>                    </div><!-- .entry-meta -->
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            <div class="content post-excerpt entry-content clearfix">
                <p>Experience the thrill of real money casino games where every spin and every hand can lead to a win. It&#8217;s your chance to play the classics and feel the genuine excitement of hitting a jackpot, all from the comfort of home.</p>
<h2>Navigating the World of Online Gambling</h2>
<p>Navigating the world of online gambling requires a careful and informed approach. Prospective participants must first ensure they are using a licensed and regulated platform to guarantee fair play and security. Understanding the specific rules and odds of each game is crucial before wagering real money. It is equally important to establish a strict budget and adhere to it, treating the activity as a form of paid entertainment rather than a revenue source. This practice of <strong>responsible gambling</strong> helps mitigate financial risk. Furthermore, leveraging welcome bonuses and promotions can extend playtime, but reading the associated terms and conditions is a vital step for <strong>informed participation</strong> in this digital landscape.</p>
<h3>Understanding Licensing and Regulation</h3>
<p>Navigating the world of online gambling requires a strategic approach to ensure a safe and enjoyable experience. Your first priority should be identifying reputable and licensed online casinos, which guarantees game fairness and secure financial transactions. A crucial <strong>responsible gambling strategy</strong> involves setting strict deposit limits and adhering to a predetermined budget. Always take advantage of welcome bonuses, but meticulously read the terms and conditions to understand wagering requirements. This disciplined method transforms random chance into a managed form of entertainment, empowering you to play with confidence and control.</p>
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" width="600px" alt="real money casino"/></p>
<h3>Evaluating Game Selection and Software Providers</h3>
<p>Navigating the world of online gambling requires a disciplined approach to <strong>responsible gambling practices</strong>. Before depositing funds, always verify the site&#8217;s licensing and security credentials. Set a strict budget for your sessions and adhere to it, treating any losses as the cost of entertainment rather than a recoverable expense. <em>Understanding that the house always holds a long-term advantage is crucial for maintaining a healthy perspective.</em> Prioritize platforms with robust player protection tools and clear terms to ensure a safer experience.</p>
<h3>The Importance of Security and Fair Play</h3>
<p>Navigating the world of online gambling requires a strategic approach to ensure a safe and enjoyable experience. Before placing any bets, conducting thorough <strong>online casino reviews</strong> is paramount. This involves verifying licensing from reputable authorities, evaluating game fairness through RNG certifications, and understanding the fine print of bonus terms and conditions. A disciplined player always sets a strict budget, uses responsible gambling tools provided by the site, and recognizes that outcomes are ultimately based on chance, treating the activity as entertainment rather than a revenue source.</p>
<h2>Maximizing Your Welcome Bonus</h2>
<p>To truly maximize your welcome bonus, you must go beyond simply signing up. Diligently read the full terms and conditions, focusing on the <strong>minimum spend requirement</strong> and the timeframe to meet it. Strategically plan your initial purchases to hit that threshold naturally without overspending. Ensure you use the correct promotional code or link during application. This proactive approach transforms a generous offer into substantial value, giving your new account a powerful and immediate boost. This is a fundamental <strong>financial optimization</strong> strategy for any savvy cardholder.</p>
<h3>How to Interpret Wagering Requirements</h3>
<p>To truly maximize your welcome bonus, a strategic approach is essential for new players. The most critical step is to thoroughly understand the playthrough requirements. These wagering conditions dictate how much you must bet before withdrawing bonus funds. <strong>Optimizing welcome bonus value</strong> hinges on selecting games that contribute 100% to these requirements, avoiding low-contribution slots. Always read the full terms and conditions to avoid unexpected limitations.</p>
<blockquote><p>Failing to meet the wagering requirements is the single biggest reason players forfeit their bonus earnings.</p></blockquote>
<p>Furthermore, align your deposit with the bonus offer; depositing less than the minimum disqualifies you, while depositing more doesn&#8217;t always increase your reward. A disciplined bankroll management strategy ensures your funds last through the required playthrough, turning the promotional credit into real, withdrawable cash.</p>
<h3>Comparing Deposit Match and No-Deposit Offers</h3>
<div style='text-align:center'><iframe width='564' height='313' src='https://www.youtube.com/embed/ET4zjLmJyaE' frameborder='0' alt='real money casino' allowfullscreen></iframe></div>
<p>To truly maximize your welcome bonus, a strategic approach is essential for new players. The most critical step is to thoroughly understand the bonus terms and conditions. Carefully review the wagering requirements, game weightings, and time limits to ensure the offer is achievable. This foundational knowledge allows you to select a bonus that aligns with your bankroll and playing style, turning a promotional offer into a significant bankroll boost. A clear <strong>welcome bonus strategy</strong> is your first step toward profitable play.</p>
<h3>Strategies for Bonus Hunting</h3>
<p>To truly maximize your welcome bonus, the key is understanding the playthrough requirements. This <strong>credit card rewards strategy</strong> starts by reading the fine print to know exactly how much you need to spend and in what timeframe. Plan your larger, necessary purchases around your card&#8217;s arrival to meet the threshold naturally, without overspending. Always pay your balance in full to avoid interest charges that would negate the bonus&#8217;s value. By being strategic, you turn your everyday spending into a significant cash back or points windfall, giving your finances a nice little boost right from the start.</p>
<h2>A Guide to Popular Casino Games</h2>
<p>Navigating the vibrant casino floor can be exhilarating. A solid guide reveals that blackjack offers the best odds for strategic players, while roulette provides straightforward, fast-paced excitement with various betting options. Slot machines remain the undisputed king of casual play, captivating with their themes and massive progressive jackpots. For those seeking a blend of skill and chance, <strong>popular casino games</strong> like poker present an unparalleled challenge against other players. Understanding the core rules and house edges of these staples is the first step toward an informed and entertaining experience. Mastering these <strong>casino game guides</strong> transforms a novice into a confident participant.</p>
<p><strong>Q: What is the easiest casino game for a beginner?</strong><br />A: Roulette is often considered the simplest, as it primarily involves betting on where a ball will land on a spinning wheel.</p>
<h3>Mastering Slot Machine Volatility</h3>
<p>Navigating the vibrant world of popular casino games offers entertainment for every preference. Table game classics like <mark>blackjack</mark> test strategy against the dealer, while the spinning reels of slot machines provide fast-paced, chance-based excitement. The roulette wheel captivates with its elegant simplicity, and the communal thrill of craps draws crowds. For those seeking a blend of skill and psychology, poker remains a timeless favorite. Understanding these popular casino game options is the first step to an engaging experience, whether playing for fun or exploring the potential of a strategic wager.</p>
<h3>Essential Blackjack Strategy for Players</h3>
<p>Navigating the vibrant casino landscape requires understanding the most popular casino games. Blackjack remains a cornerstone, prized for its blend of strategy and luck, while the spinning reels of slot machines offer thrilling, accessible entertainment. For those seeking a social experience, the strategic depth of poker and the elegant simplicity of roulette provide endless fascination. Mastering these classic table games is the first step toward an exhilarating and rewarding visit.</p>
<p>**Q: What is the best game for a beginner?**<br />
**A:** Roulette is highly recommended for its straightforward rules, allowing new players to participate and enjoy the action immediately.</p>
<h3>Live Dealer Experiences vs. RNG Tables</h3>
<p>Navigating the vibrant casino floor can be exciting. This guide breaks down the most popular casino games for newcomers and seasoned players alike. From the strategic depth of blackjack to the fast-paced thrill of the roulette wheel, there&#8217;s a game for every taste. Understanding these classic table games is the first step to a confident and enjoyable experience.</p>
<blockquote><p>Blackjack remains a top choice because it&#8217;s one of the few games where your decisions can genuinely influence the outcome.</p></blockquote>
<p>Beyond the tables, the dazzling world of slot machines offers a different kind of fun. These games of chance provide instant excitement with their themed graphics and potential for big jackpots. Learning the different types of slots, from classic reels to progressive jackpots, helps you find your perfect match for an entertaining session.</p>
<h2>Managing Your Bankroll Effectively</h2>
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" width="607px" alt="real money casino"/></p>
<p>Imagine your bankroll as a loyal companion on your gambling journey, not an endless treasure chest. Every bet becomes a meaningful decision, not a reckless gamble. You must set clear, non-negotiable limits for every session and have the discipline to walk away when they are reached. </p>
<blockquote><p>The most powerful tool you possess is the ability to stop, preserving your capital for another day.</p></blockquote>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="603px" alt="real money casino"/><br />
 By viewing your funds as a finite resource and using<br />
<strong>strategic staking plans</strong><br />
, you transform from a hopeful better into a calculated player, ensuring the game remains entertaining and sustainable for the long term.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="603px" alt="real money casino"/></p>
<h3>Setting Personal Deposit and Loss Limits</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="600px" alt="real money casino"/></p>
<p>Effective bankroll management is the cornerstone of sustainable success. It is the disciplined strategy of allocating a specific, affordable amount of capital for your activities, ensuring you never risk financial hardship. A foundational principle is the **fixed percentage model**, where you only risk a small portion—typically 1-5%—of your total bankroll on any single endeavor. This approach protects your capital from significant drawdowns, allowing you to withstand inevitable losses without going broke. By consistently applying this method, you transform emotional decision-making into a structured, long-term process focused on preservation and steady growth.</p>
<p>**Q&amp;A:**<br />
*   **What is the most common bankroll management mistake?**<br />
    *   The most frequent and devastating error is chasing losses by drastically increasing your stake size to recover previous deficits, which often leads to rapid depletion.</p>
<h3>Recognizing the Signs of Problem Gambling</h3>
<p>Effective bankroll management is the cornerstone of sustainable success. It involves allocating a specific, disposable amount of capital—your bankroll—and strictly determining the stake for each session. A foundational principle is the **one percent rule**, where you risk no more than 1-2% of your total funds on a single wager. This disciplined approach protects you from significant losses during inevitable downturns, ensuring you have the capital to continue playing and capitalize on future opportunities. </p>
<blockquote><p>Never chase losses with larger, emotionally-driven bets, as this is the fastest path to depletion.</p></blockquote>
<p> By consistently applying these **responsible gambling strategies**, you transform betting from a reckless gamble into a calculated, long-term endeavor.</p>
<h3>Tools for Responsible Gaming</h3>
<p>Effective bankroll management is the cornerstone of long-term betting success. It involves setting a strict budget you can afford to lose and adhering to it without exception. A fundamental strategy is using a unit system, where you wager only a small, fixed percentage of your total bankroll on each bet, typically 1-5%. This disciplined approach protects your funds during inevitable losing streaks and prevents emotional, chase-betting behavior. Implementing a <strong>sustainable betting strategy</strong> is non-negotiable for any serious punter aiming for consistent results and preserving their capital over the long run.</p>
<h2>Exploring Payment Methods for Deposits and Withdrawals</h2>
<p>Navigating the digital marketplace, a user&#8217;s journey often hinges on the critical crossroads of deposits and withdrawals. This exploration of payment methods is a quest for both convenience and security, where traditional credit cards meet modern e-wallets and the frontier of <strong>cryptocurrency transactions</strong>. Each option presents its own narrative of speed, fees, and accessibility. The ultimate goal is to find a seamless financial pathway, a system that empowers users with <strong>secure payment processing</strong> and transforms every transaction from a simple task into a trusted part of their online story.</p>
<h3>The Rise of Cryptocurrency in iGaming</h3>
<p>Exploring payment methods for deposits and withdrawals is fundamental for any successful online platform. Modern users demand a <strong>secure payment gateway</strong> alongside speed and convenience. A diverse portfolio, from traditional credit cards and bank transfers to popular e-wallets and even cryptocurrencies, is no longer a luxury but a necessity. This variety directly impacts user acquisition and retention, as it builds trust and removes financial barriers. </p>
<blockquote><p>Ultimately, the flexibility and security of your financial infrastructure are critical determinants of user satisfaction and long-term platform loyalty.</p></blockquote>
<p> Offering multiple, reliable options ensures a seamless transactional experience for a global audience.</p>
<h3>Processing Times for E-Wallets and Bank Transfers</h3>
<p>Navigating the landscape of online payment methods for deposits and withdrawals is crucial for a seamless user experience. Modern platforms offer a dynamic array of options, from traditional credit cards and bank transfers to innovative e-wallets and even cryptocurrencies. Each method presents unique advantages in terms of transaction speed, security protocols, and associated fees. <strong>secure payment gateways</strong> are fundamental in building user trust and facilitating smooth financial operations. <em>Choosing the right payment solution can significantly enhance customer satisfaction and operational efficiency.</em> This financial flexibility empowers users and is a cornerstone of a modern digital service.</p>
<h3>Fees and Transaction Security</h3>
<p>Exploring payment methods for deposits and withdrawals is a critical step for any online service user. The landscape is diverse, ranging from traditional options like <mark>credit cards</mark> and bank transfers to modern e-wallets and cryptocurrencies. Each method presents a unique balance of processing  speed, associated fees, and accessibility. Understanding these variables is essential for efficient financial management. Selecting the right payment gateway can significantly enhance the user experience by providing both security and convenience for all transactions.</p>
<h2>What to Expect from Mobile Play</h2>
<p>Mobile play offers an unprecedented level of convenience and accessibility, transforming any moment into a potential gaming session. Expect a vast ecosystem of genres, from quick <strong>hyper-casual games</strong> to deep, narrative-driven RPGs, all designed for touchscreen interfaces. The social and competitive aspects are immense, with many titles built around <strong>live service models</strong> that provide constant updates and events. </p>
<blockquote><p>The sheer portability of your entire gaming library in your pocket is the platform&#8217;s greatest strength, allowing for spontaneous play anywhere.</p></blockquote>
<p> Be prepared for innovative monetization, primarily through ads and in-app purchases, which fund these free-to-play experiences and shape their design loops.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="601px" alt="real money casino"/></p>
<h3>Dedicated Apps vs. Browser-Based Gaming</h3>
<p>Mobile gaming offers a universe of entertainment right in your pocket. Expect quick, engaging sessions perfect for short breaks, with intuitive touch controls that make games easy to pick up. You&#8217;ll find everything from simple puzzles to deep, competitive multiplayer titles, many following a free-to-play model supported by optional ads or in-app purchases. The best mobile game experiences provide surprising depth and regular content updates, keeping the fun fresh and rewarding no matter where you are.</p>
<h3>Features of a Top-Tier Mobile Platform</h3>
<p>Modern mobile gaming offers a sophisticated experience, rivaling traditional platforms with high-fidelity graphics and deep, engaging gameplay. The mobile gaming market is defined by its accessibility, allowing for quick sessions or immersive <a href="https://www.csih.org/">best online casino canada real money</a> adventures anytime. This has led to the dominance of free-to-play models, where monetization through in-app purchases is standard. For the best experience, embrace the convenience of cross-platform progression, letting you continue your game seamlessly across devices. </p>
<blockquote><p>The most significant evolution in mobile play is the shift from casual time-fillers to fully-featured, core gaming experiences.</p></blockquote>
<p> Expect a constant stream of new content and live events designed to keep communities active and invested.</p>
<h3>Accessing Games on the  Go</h3>
<p>Mobile gaming offers a vast and accessible world of entertainment right in your pocket. You can expect everything from quick, casual puzzles to deep, immersive role-playing games, all designed for touchscreens and on-the-go play. The best mobile games provide a seamless user experience, with intuitive controls and engaging mechanics perfect for short bursts or longer sessions. This makes it a dominant force in the world of portable entertainment.</p>
<blockquote><p>The social aspect is also huge, allowing you to team up with or compete against friends from anywhere.</p></blockquote>
<p>Be prepared for frequent updates and live events that keep your favorite games feeling fresh and exciting long after you first download them. This focus on ongoing content is a key part of successful mobile game marketing, ensuring there&#8217;s always something new to discover and master.</p>
<h2>Prioritizing Customer Support and Service</h2>
<p>Prioritizing customer support is not merely an operational cost but a fundamental strategic investment in brand loyalty and long-term revenue. Exceptional service directly impacts customer retention, turning single transactions into lifelong advocates. In today&#8217;s competitive landscape, a seamless and empathetic support experience is a powerful differentiator. Companies must invest in comprehensive training, efficient systems, and omnichannel accessibility to resolve issues swiftly. This commitment to <strong>customer satisfaction</strong> is paramount, as a positive support interaction often outweighs the initial purchase experience. Ultimately, a proactive approach to service builds trust and directly fuels sustainable business growth by demonstrating that you value the relationship beyond the sale.</p>
<h3>Available Contact Channels and Response Times</h3>
<p>Prioritizing customer support is the cornerstone of building lasting brand loyalty. By investing in responsive, empathetic service, companies transform one-time buyers into passionate advocates. This commitment means resolving issues swiftly and proactively anticipating customer needs, turning potential frustrations into positive, memorable interactions. A robust <strong>customer retention strategy</strong> directly fuels sustainable growth, as satisfied clients consistently return and refer others, creating a powerful, organic marketing engine.</p>
<p>**Q&amp;A**<br />
*   **Why is proactive support important?**<br />
    Proactive support, like notifying customers of a delay before they contact you, demonstrates care and builds immense trust, preventing frustration and reinforcing your commitment to their success.</p>
<h3>Resolving Common Account and Payment Issues</h3>
<p>In the bustling marketplace of today, a company’s true character is revealed not during a seamless sale, but when a customer faces an issue. We learned that **exceptional customer experience** is our most powerful differentiator. By actively listening to feedback and empowering our support team with real-time solutions, we transform moments of frustration into lasting loyalty. This commitment ensures every client interaction feels valued, building a foundation of trust that no marketing campaign can replicate.</p>
<h3>Finding Help Through FAQs and Community Forums</h3>
<p>Prioritizing exceptional customer support is the cornerstone of building a <strong>customer-centric business model</strong> that drives sustainable growth. It transforms single transactions into lifelong relationships by actively listening to client feedback and proactively resolving issues. This commitment directly impacts key metrics, reducing churn and amplifying positive word-of-mouth. Investing in a responsive, empathetic support team ensures every customer interaction reinforces your brand&#8217;s value and reliability.</p>
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