1.0FinanceDoneRighthttps://www.financedoneright.comJoseph Waleshttps://www.financedoneright.com/author/joseph/Mining Swimming Pools | FinanceDoneRightrich600338<blockquote class="wp-embedded-content"><a href="https://www.financedoneright.com/2021/11/18/mining-swimming-pools/">Mining Swimming Pools</a></blockquote> <script type='text/javascript'> <!--//--><![CDATA[//><!-- !function(a,b){"use strict";function c(){if(!e){e=!0;var a,c,d,f,g=-1!==navigator.appVersion.indexOf("MSIE 10"),h=!!navigator.userAgent.match(/Trident.*rv:11\./),i=b.querySelectorAll("iframe.wp-embedded-content");for(c=0;c<i.length;c++){if(d=i[c],!d.getAttribute("data-secret"))f=Math.random().toString(36).substr(2,10),d.src+="#?secret="+f,d.setAttribute("data-secret",f);if(g||h)a=d.cloneNode(!0),a.removeAttribute("security"),d.parentNode.replaceChild(a,d)}}}var d=!1,e=!1;if(b.querySelector)if(a.addEventListener)d=!0;if(a.wp=a.wp||{},!a.wp.receiveEmbedMessage)if(a.wp.receiveEmbedMessage=function(c){var d=c.data;if(d.secret||d.message||d.value)if(!/[^a-zA-Z0-9]/.test(d.secret)){var e,f,g,h,i,j=b.querySelectorAll('iframe[data-secret="'+d.secret+'"]'),k=b.querySelectorAll('blockquote[data-secret="'+d.secret+'"]');for(e=0;e<k.length;e++)k[e].style.display="none";for(e=0;e<j.length;e++)if(f=j[e],c.source===f.contentWindow){if(f.removeAttribute("style"),"height"===d.message){if(g=parseInt(d.value,10),g>1e3)g=1e3;else if(~~g<200)g=200;f.height=g}if("link"===d.message)if(h=b.createElement("a"),i=b.createElement("a"),h.href=f.getAttribute("src"),i.href=d.value,i.host===h.host)if(b.activeElement===f)a.top.location.href=d.value}else;}},d)a.addEventListener("message",a.wp.receiveEmbedMessage,!1),b.addEventListener("DOMContentLoaded",c,!1),a.addEventListener("load",c,!1)}(window,document); //--><!]]> </script><iframe sandbox="allow-scripts" security="restricted" src="https://www.financedoneright.com/2021/11/18/mining-swimming-pools/embed/" width="600" height="338" title="“Mining Swimming Pools” — FinanceDoneRight" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" class="wp-embedded-content"></iframe>data:image/jpeg;base64,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