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\"\/><\/p>\n<p>Then all you have to do to calculate the wagering requirement is multiply the playthrough requirement by the bonus amount. Also, if you are uncomfortable with any of the terms and conditions presented to you, you should not accept the casino bonus. Makes sure that you have read the terms <a href=\"https:\/\/adrianscasino.com\/\">adrian casino<\/a> and conditions of each bonus before you claim it. Some casinos will have the terms and conditions to their bonuses in detail on the bonus pages, and some casinos will not.<\/p>\n<p>Terms like wagering requirements\u2014how many times you need to bet your bonus before withdrawing\u2014can have a big impact. To profit from casino bonuses, choose bonuses with manageable wagering requirements and play through them without significantly affecting your bankroll. Regardless of the casino site you\u2019re playing at, every single bonus you accept comes with its own set of terms and conditions. Also, I genuinely believe that cashback bonuses should come with no wagering requirements or very low wagering requirements, so all the offers in my top cashback bonuses list are with either low wagering or no wagering requirements at all.<\/p>\n<p>These offers typically refund a percentage of your net losses over a set period. They usually come with usage conditions\u2014such as which games they apply to or expiry times. These bonuses give players a set number of spins on specific pokies without touching their funds. This level is popular in Australia thanks to its balance between affordability and value, giving players access to more titles and potentially ongoing promotions. Choosing the right deposit level helps align your gameplay with your financial comfort zone.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Then all you have to do to calculate the wagering requirement is multiply the playthrough requirement by the bonus amount. Also, if you are uncomfortable with any of the terms and conditions presented to you, you should not accept the casino bonus. Makes sure that you have read the terms adrian casino and conditions of [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-2387","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"_links":{"self":[{"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=\/wp\/v2\/posts\/2387","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=2387"}],"version-history":[{"count":1,"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=\/wp\/v2\/posts\/2387\/revisions"}],"predecessor-version":[{"id":2388,"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=\/wp\/v2\/posts\/2387\/revisions\/2388"}],"wp:attachment":[{"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=2387"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=2387"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/alfredomma.oibur.technology\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=2387"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}