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Tactical Asset Allocation Guide | August 2026
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// Get Broker Check Height const findBrokerCheck = document.querySelectorAll('.c-header .fmg-exclusive-brokercheck'); const findFloatingBrokerCheck = document.querySelectorAll('.c-header .floating-broker-check'); if (findBrokerCheck?.[0]) { root.style.setProperty('--brokerCheckHeight', findBrokerCheck[0].getBoundingClientRect().height + "px"); } else if (findFloatingBrokerCheck?.[0]){ root.style.setProperty('--brokerCheckHeight', findFloatingBrokerCheck[0].getBoundingClientRect().height + "px"); } } } // Perform anchoring action function anchor() { const anchor = window.location.hash.replace('#', ''); if(anchor) { // reset anchor // history.pushState("", document.title, window.location.pathname + window.location.search); let target = document.getElementById(anchor); if (target) { setTimeout(function() { target.scrollIntoView({ behavior: 'auto' }); }, 100); } } } // Set up back to top button function backToTopBtn() { // Back to top document.querySelectorAll(".back-to-top").forEach((back) => { back.href = "#"; back.addEventListener("click", () => { window.scrollTo({ top: 0, behavior: "auto", }); }); }); } // Ensure mobile nav closes on anchor click function mobileNavAnchor() { const navLinks = document.querySelectorAll('#mainNav a[href*="#"]:not([href="#"])'); const navbarToggle = document.querySelector('.js-navbar__toggle'); navLinks.forEach(link => { link.addEventListener('click', function(e) { navbarToggle.click(); }); }); } // Move Navigation inside of the header if found outside function moveNavBar() { // //Add Navigation to header if it is outside of the header if (!document.querySelector('header.c-header #mainNav')) { const mainNav = document.querySelector('#mainNav'); const headerOverlay = document.querySelector('header.c-header .c-header--overylay'); headerOverlay.appendChild(mainNav); } } function fixGlossaryPage() { const glossaryLinks = document.querySelectorAll('.page-tools-glossary .body-container a'); glossaryLinks.forEach(link => { if (link.hasAttribute('name')) { link.id = link.getAttribute('name'); link.removeAttribute('name'); } }); } document.addEventListener('DOMContentLoaded', () => { const accordionItems = document.querySelectorAll('.aboutlpl__accordion__item'); const updateContentHeight = (item) => { const content = item.querySelector('.aboutlpl__accordion__content'); if (item.classList.contains('accordion__item--active')) { content.style.maxHeight = content.scrollHeight + 'px'; } else { content.style.maxHeight = '0px'; } }; accordionItems.forEach(item => { updateContentHeight(item); }); accordionItems.forEach(item => { const header = item.querySelector('.aboutlpl__accordion__header'); header.addEventListener('click', () => { const isActive = item.classList.contains('accordion__item--active'); accordionItems.forEach(otherItem => { otherItem.classList.remove('accordion__item--active'); updateContentHeight(otherItem); }); if (!isActive) { item.classList.add('accordion__item--active'); } updateContentHeight(item); }); }); }); document.addEventListener('DOMContentLoaded', () => { const triggers = document.querySelectorAll('.video-trigger'); const closeElements = document.querySelectorAll('[data-close-modal]'); if (triggers.length === 0) return; // Open Modal Handling triggers.forEach(trigger => { trigger.addEventListener('click', () => { const targetId = trigger.getAttribute('data-video-target'); const modal = document.getElementById(targetId); if (modal) { modal.classList.add('video-modal--is-open'); modal.setAttribute('aria-hidden', 'false'); const iframe = modal.querySelector('.video-modal__player'); if (iframe && iframe.getAttribute('data-src')) { iframe.setAttribute('src', iframe.getAttribute('data-src')); } } }); }); // Close Modal Handling closeElements.forEach(element => { element.addEventListener('click', (event) => { // Stop closure if clicking inside the video box content area if (event.target !== event.currentTarget) return; const modal = event.target.closest('.video-modal'); if (modal) { modal.classList.remove('video-modal--is-open'); modal.setAttribute('aria-hidden', 'true'); const iframe = modal.querySelector('.video-modal__player'); if (iframe) { iframe.removeAttribute('src'); // Instantly turns off the YouTube player/audio } } }); }); }); const submenuLinks = document.querySelectorAll('.c-topnav__submenu-item a'); submenuLinks.forEach(link => { link.removeAttribute('target'); }); // 1. Map the body classes to their respective titles const titleMap = { 'page-resource-center-articles': 'Articles', 'page-resource-center-tax': 'Tax Strategies', 'page-resource-center-videos': 'Videos', 'page-resource-center-calculators': 'Calculators' }; // 2. Find which class is currently on the body const currentClass = Object.keys(titleMap).find(className => document.body.classList.contains(className)); // 3. If a matching class is found, grab the title and insert the HTML if (currentClass) { const pageTitle = titleMap[currentClass]; const bodyContainer = document.querySelector('.body-container'); if (bodyContainer) { const sectionHtml = ` <section class="section section_FullWidth None ScaleToFit dev-page__intro" style="background-image:url(//static.fmgsuite.com/media/SectionBackgroundImage/originalSize/6223bad6-4883-4109-bf1f-2d3e1a520e4d.jpg)"><div class="overlay"><div class="o-container c-customsection__container" style=""><div class="o-grid__collapse c-grid__collapse--FullWidth" data-section-type="FullWidth"><div id="section1-box0-content" class="c-rich-text__section welcome js-complex-editable" data-section-id="1" data-box-id="0" data-box-type="content"><h2>${pageTitle}</h2></div></div></div></div></section> `; bodyContainer.insertAdjacentHTML('afterbegin', sectionHtml); } } document.addEventListener("DOMContentLoaded", () => { const targets = document.querySelectorAll('.body-container h1, .body-container svg, .body-container h2, .body-container h3, .body-container p, .body-container a, .body-container img, .body-container li, .body-container .flex > div, .body-container .grid > div'); const observer = new IntersectionObserver((entries, observer) => { // Group only the elements currently entering the screen const visibleElements = entries.filter(entry => entry.isIntersecting); // Loop through the batch to apply the stagger visibleElements.forEach((entry, index) => { entry.target.style.transitionDelay = `${index * 100}ms`; entry.target.classList.add('is-visible'); observer.unobserve(entry.target); }); }, { threshold: 0.1, rootMargin: "0px 0px -50px 0px" }); // Attach the observer to everything targets.forEach(target => { observer.observe(target); }); }); </script> <!--[if gt IE 8]><!--> <!--<![endif]--> <!--[if lt IE 9]> <script type="text/javascript" src="//static.fmgsuite.com/site/templates/global/js/excanvas.min.js?v=2.86.45.31440.667"></script> <script type="text/javascript" src="//static.fmgsuite.com/site/templates/shared/scripts/jquery.flot-0.8.3.js?v=2.86.45.31440.667"></script> <script type="text/javascript" src="//static.fmgsuite.com/site/templates/shared/scripts/jquery.flot.time.min.js?v=2.86.45.31440.667"></script> <![endif]--> <script type="text/javascript" src="//static.fmgsuite.com/site/templates/global/js/article.js?v=2.86.45.31440.667"></script> </body> </html>
