1.0FinanceDoneRighthttps://www.financedoneright.comJoseph Waleshttps://www.financedoneright.com/author/joseph/rich600338<blockquote class="wp-embedded-content"><a href="https://www.financedoneright.com/2022/06/17/analiz-riskov-investicionnyh-proektov/">Анализ Рисков Инвестиционных Проектов</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 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