{"campaignId":"6a3b4ae1369c720e3171691e","campaignVersionId":"6a61708d3a8ab0b6908dd0df","companyId":"692c72ee35483e003c312c60","pageId":"6a3b4ae1369c720e31716926","pageName":"Start","pageSlug":"home","tag":"landing","components":[{"_id":"6a3b4b32a9981881ccd09284","type":"component","isTemplate":false,"name":"embed","content":{"body":"&lt;!doctype html&gt;\n&lt;html lang=&quot;en&quot;&gt;\n&lt;head&gt;\n&lt;meta charset=&quot;utf-8&quot;/&gt;\n&lt;meta name=&quot;viewport&quot; content=&quot;width=device-width, initial-scale=1&quot;/&gt;\n&lt;title&gt;Momentum Academy | AI TikTok Shop Coaching Program&lt;/title&gt;\n&lt;meta name=&quot;description&quot; content=&quot;Momentum Academy teaches the AI Intent Selling method — how to build a TikTok Shop affiliate business with AI. 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rgba(32,96,240,.1);transform:translateY(-2px)}\n.soc-icon{width:42px;height:42px;border-radius:11px;flex-shrink:0;display:flex;align-items:center;justify-content:center}\n.soc-icon.yt{background:#ff0000}\n.soc-icon.ig{background:linear-gradient(135deg,#f9ce34,#ee2a7b,#6228d7)}\n.soc-info h4{font-size:14px;font-weight:800;color:var(--ink);margin-bottom:2px}\n.soc-info p{font-size:12px;color:var(--ink-soft)}\n.soc-arrow{margin-left:auto;color:var(--ink-mute);font-size:18px;transition:color .15s,transform .15s}\n.social-card:hover .soc-arrow{color:var(--blue);transform:translateX(3px)}\n\n/* FAQ */\n.faq{padding:80px 24px;border-top:1px solid var(--rule)}\n.faq-list{max-width:660px;margin:0 auto;display:flex;flex-direction:column;gap:10px}\n.faq-item{background:var(--card);border:1px solid var(--rule);border-radius:14px;overflow:hidden;box-shadow:0 1px 4px rgba(13,27,46,.05)}\n.faq-q{width:100%;display:flex;align-items:center;justify-content:space-between;gap:14px;padding:18px 20px;font-size:15px;font-weight:700;color:var(--ink);cursor:pointer;text-align:left;background:none;border:none;font-family:inherit;transition:background .15s}\n.faq-q:hover{background:rgba(32,96,240,.03)}\n.faq-icon{color:var(--blue);flex-shrink:0;font-size:20px;font-weight:400;transition:transform .25s}\n.faq-a{font-size:14px;color:var(--ink-soft);line-height:1.72;padding:0 20px 18px;display:none}\n.faq-item.open .faq-a{display:block}\n.faq-item.open .faq-icon{transform:rotate(45deg)}\n\n/* FINAL */\n.final{padding:96px 24px;text-align:center}\n.final-wrap{max-width:640px;margin:0 auto}\n.final h2{font-size:clamp(28px,4.5vw,54px);font-weight:900;letter-spacing:-.04em;line-height:1.06;color:var(--ink);margin-bottom:18px;text-wrap:balance}\n.final h2 span{background:linear-gradient(90deg,var(--blue),var(--gold-dark));-webkit-background-clip:text;-webkit-text-fill-color:transparent;background-clip:text}\n.final-desc{font-size:16px;color:var(--ink-soft);line-height:1.72;margin-bottom:36px}\n.final-note{font-size:12px;color:var(--ink-mute);margin-top:14px}\n\n/* FOOTER */\nfooter{border-top:1px solid var(--rule);padding:28px 24px;text-align:center;background:var(--bg2)}\n.footer-links{display:flex;align-items:center;justify-content:center;gap:16px;margin-bottom:10px;flex-wrap:wrap}\n.footer-links a{font-size:13px;color:var(--ink-mute);transition:color .15s}\n.footer-links a:hover{color:var(--ink-soft)}\n.footer-links span{color:var(--rule2)}\n.copy{font-size:12px;color:var(--ink-mute)}\n.disclaimer{background:var(--bg);border-top:1px solid var(--rule);padding:18px 24px;text-align:center}\n.disclaimer p{font-size:11px;color:var(--ink-mute);max-width:680px;margin:0 auto;line-height:1.7}\n&lt;/style&gt;\n&lt;/head&gt;\n&lt;body&gt;\n\n&lt;div class=&quot;ambient&quot; aria-hidden=&quot;true&quot;&gt;\n  &lt;div class=&quot;g g1&quot;&gt;&lt;/div&gt;&lt;div class=&quot;g g2&quot;&gt;&lt;/div&gt;&lt;div class=&quot;g g3&quot;&gt;&lt;/div&gt;\n  &lt;div class=&quot;grain&quot;&gt;&lt;/div&gt;\n&lt;/div&gt;\n\n&lt;!-- NAV --&gt;\n&lt;nav&gt;\n  &lt;div class=&quot;nav-inner&quot;&gt;\n    &lt;a href=&quot;/&quot; class=&quot;logo&quot;&gt;\n      &lt;div class=&quot;logo-mark&quot;&gt;M&lt;/div&gt;\n      Momentum Academy\n    &lt;/a&gt;\n    &lt;div class=&quot;nav-links&quot;&gt;\n      &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;nav-link&quot;&gt;Free Training&lt;/a&gt;\n      &lt;a href=&quot;https://www.instagram.com/realmoealam&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;nav-link&quot;&gt;Instagram&lt;/a&gt;\n      &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;nav-cta&quot;&gt;Watch Free Training →&lt;/a&gt;\n    &lt;/div&gt;\n  &lt;/div&gt;\n&lt;/nav&gt;\n\n&lt;!-- HERO --&gt;\n&lt;header class=&quot;hero&quot;&gt;\n  &lt;div class=&quot;kicker&quot;&gt;\n    &lt;span class=&quot;kdot&quot;&gt;&lt;/span&gt;\n    AI TikTok Shop Coaching Program\n  &lt;/div&gt;\n  &lt;h1&gt;Learn to Build a &lt;span class=&quot;grad&quot;&gt;TikTok Shop Business&lt;/span&gt;&lt;br/&gt;with AI&lt;/h1&gt;\n  &lt;p class=&quot;hero-sub&quot;&gt;Momentum Academy teaches the AI Intent Selling method. No camera. No inventory. No viral moment required.&lt;/p&gt;\n  &lt;div class=&quot;hero-ctas&quot;&gt;\n    &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;btn-primary&quot;&gt;\n      &lt;svg width=&quot;15&quot; height=&quot;15&quot; fill=&quot;currentColor&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path d=&quot;M23.495 6.205a3.007 3.007 0 00-2.088-2.088c-1.87-.501-9.396-.501-9.396-.501s-7.507-.01-9.396.501A3.007 3.007 0 00.527 6.205a31.247 31.247 0 00-.522 5.805 31.247 31.247 0 00.522 5.783 3.007 3.007 0 002.088 2.088c1.868.502 9.396.502 9.396.502s7.506 0 9.396-.502a3.007 3.007 0 002.088-2.088 31.247 31.247 0 00.5-5.783 31.247 31.247 0 00-.5-5.805zM9.609 15.601V8.408l6.264 3.602z&quot;/&gt;&lt;/svg&gt;\n      Watch Free Training\n    &lt;/a&gt;\n    &lt;a href=&quot;https://www.instagram.com/realmoealam&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;btn-ghost&quot;&gt;\n      Follow on Instagram\n    &lt;/a&gt;\n  &lt;/div&gt;\n  &lt;p class=&quot;hero-note&quot;&gt;Free training on YouTube · New videos every week&lt;/p&gt;\n&lt;/header&gt;\n\n&lt;!-- ABOUT THE PROGRAM --&gt;\n&lt;section class=&quot;about-program&quot;&gt;\n  &lt;div class=&quot;inner&quot;&gt;\n    &lt;div class=&quot;program-text&quot;&gt;\n      &lt;span class=&quot;sec-eye&quot;&gt;What We Teach&lt;/span&gt;\n      &lt;h2&gt;The AI Intent Selling method for TikTok Shop.&lt;/h2&gt;\n      &lt;p&gt;Momentum Academy is an AI-heavy TikTok Shop affiliate coaching program. We teach one method: use short AI-generated product videos to promote TikTok Shop products and earn commission on every sale they drive.&lt;/p&gt;\n      &lt;p&gt;No personal brand. No ad spend. No inventory risk. TikTok&#39;s GMV Max system automatically pushes brand ad budgets behind the highest-converting videos, so your AI videos get organic amplification without spending a dollar.&lt;/p&gt;\n      &lt;div class=&quot;pillars&quot;&gt;\n        &lt;div class=&quot;pillar&quot;&gt;\n          &lt;div class=&quot;pillar-icon&quot;&gt;🤖&lt;/div&gt;\n          &lt;h4&gt;AI Video Creation&lt;/h4&gt;\n          &lt;p&gt;Generate product videos in 2 minutes with no camera or editing skills&lt;/p&gt;\n        &lt;/div&gt;\n        &lt;div class=&quot;pillar&quot;&gt;\n          &lt;div class=&quot;pillar-icon&quot;&gt;🔍&lt;/div&gt;\n          &lt;h4&gt;Product Research&lt;/h4&gt;\n          &lt;p&gt;Find unsaturated winning products before they blow up&lt;/p&gt;\n        &lt;/div&gt;\n        &lt;div class=&quot;pillar&quot;&gt;\n          &lt;div class=&quot;pillar-icon&quot;&gt;📈&lt;/div&gt;\n          &lt;h4&gt;GMV Max Strategy&lt;/h4&gt;\n          &lt;p&gt;Get brand ad spend pushing behind your videos automatically&lt;/p&gt;\n        &lt;/div&gt;\n        &lt;div class=&quot;pillar&quot;&gt;\n          &lt;div class=&quot;pillar-icon&quot;&gt;🤝&lt;/div&gt;\n          &lt;h4&gt;Agency Commissions&lt;/h4&gt;\n          &lt;p&gt;Access exclusive 1.5x–2.5x commission rates (agency only)&lt;/p&gt;\n        &lt;/div&gt;\n      &lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;method-card&quot;&gt;\n      &lt;div class=&quot;method-label&quot;&gt;The Method&lt;/div&gt;\n      &lt;div class=&quot;method-name&quot;&gt;&lt;span&gt;AI Intent Selling&lt;/span&gt;&lt;/div&gt;\n      &lt;div class=&quot;method-desc&quot;&gt;Target buyers who are already ready to purchase using 5–15 second AI-generated bottom-of-funnel videos. No convincing needed. TikTok&#39;s algorithm does the targeting. The AI does the creative. You collect the commissions.&lt;/div&gt;\n      &lt;div class=&quot;method-tags&quot;&gt;\n        &lt;span class=&quot;tag&quot;&gt;No face required&lt;/span&gt;\n        &lt;span class=&quot;tag&quot;&gt;No inventory&lt;/span&gt;\n        &lt;span class=&quot;tag&quot;&gt;No ad spend&lt;/span&gt;\n        &lt;span class=&quot;tag&quot;&gt;1-2 hrs/day&lt;/span&gt;\n        &lt;span class=&quot;tag&quot;&gt;Scale with VAs&lt;/span&gt;\n        &lt;span class=&quot;tag&quot;&gt;AI-powered&lt;/span&gt;\n      &lt;/div&gt;\n    &lt;/div&gt;\n  &lt;/div&gt;\n&lt;/section&gt;\n\n&lt;!-- PROOF --&gt;\n&lt;section class=&quot;proof&quot;&gt;\n  &lt;div class=&quot;wrap&quot;&gt;\n    &lt;span class=&quot;sec-eye&quot;&gt;Real Results&lt;/span&gt;\n    &lt;h2 class=&quot;sec-title&quot;&gt;Students who put in the work.&lt;/h2&gt;\n    &lt;p class=&quot;sec-sub&quot;&gt;These aren&#39;t outliers. They followed the system.&lt;/p&gt;\n  &lt;/div&gt;\n  &lt;div class=&quot;results-grid&quot;&gt;\n    &lt;div class=&quot;result-card&quot;&gt;\n      &lt;div class=&quot;result-amount&quot;&gt;$38,000&lt;/div&gt;\n      &lt;div class=&quot;result-timeframe&quot;&gt;Profit · Second month&lt;/div&gt;\n      &lt;p class=&quot;result-quote&quot;&gt;Has been doing $30K+ per month for 8 months straight. Now runs a VA and works 20–30 minutes a day.&lt;/p&gt;\n      &lt;div class=&quot;result-name&quot;&gt;Bryan&lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;result-card&quot;&gt;\n      &lt;div class=&quot;result-amount&quot;&gt;$10,800&lt;/div&gt;\n      &lt;div class=&quot;result-timeframe&quot;&gt;Profit · First 30 days ever&lt;/div&gt;\n      &lt;p class=&quot;result-quote&quot;&gt;First time trying any online business. Never sold anything before. $10,800 profit in month one following the AI Intent Selling system.&lt;/p&gt;\n      &lt;div class=&quot;result-name&quot;&gt;Onex&lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;result-card&quot;&gt;\n      &lt;div class=&quot;result-amount&quot;&gt;$600+&lt;/div&gt;\n      &lt;div class=&quot;result-timeframe&quot;&gt;Profit · Week 3&lt;/div&gt;\n      &lt;p class=&quot;result-quote&quot;&gt;Spent 2 years on Amazon FBA making a couple thousand a month. Week 3 on TikTok Shop using this system: $600+ and consistent.&lt;/p&gt;\n      &lt;div class=&quot;result-name&quot;&gt;Wasim&lt;/div&gt;\n    &lt;/div&gt;\n  &lt;/div&gt;\n  &lt;div class=&quot;proof-link&quot;&gt;\n    &lt;a href=&quot;https://momentumacademy.co/wall-of-wins&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;\n      See all student wins\n      &lt;svg width=&quot;14&quot; height=&quot;14&quot; fill=&quot;none&quot; stroke=&quot;currentColor&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path stroke-linecap=&quot;round&quot; stroke-linejoin=&quot;round&quot; stroke-width=&quot;2.5&quot; d=&quot;M17 8l4 4m0 0l-4 4m4-4H3&quot;/&gt;&lt;/svg&gt;\n    &lt;/a&gt;\n  &lt;/div&gt;\n&lt;/section&gt;\n\n&lt;!-- FOUNDER --&gt;\n&lt;section class=&quot;founder&quot;&gt;\n  &lt;div class=&quot;founder-inner&quot;&gt;\n    &lt;div class=&quot;founder-photo-wrap&quot;&gt;\n      &lt;div class=&quot;founder-photo&quot;&gt;\n        &lt;img 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&quot; alt=&quot;Moe Alamawi, Founder of Momentum Academy&quot;/&gt;\n      &lt;/div&gt;\n      &lt;div class=&quot;founder-role&quot;&gt;Moe Alamawi · Founder, Momentum Academy&lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;founder-text&quot;&gt;\n      &lt;span class=&quot;sec-eye&quot;&gt;The Founder&lt;/span&gt;\n      &lt;h2&gt;Moe Alamawi built this program because no mentor gave him what he actually needed.&lt;/h2&gt;\n      &lt;p&gt;Pre-med student. Built a 6-figure Amazon FBA business. Account got deactivated at Q4 peak. Spent thousands on agencies and consultants who sent generic advice and disappeared. Figured it out himself, got back on, then found TikTok Shop.&lt;/p&gt;\n      &lt;p&gt;Now he runs 3 TikTok Shop affiliate accounts doing $10K+/month consistently and has personally coached dozens of students to the same result. He started Momentum Academy to give people the real playbook, not the watered-down version.&lt;/p&gt;\n      &lt;div class=&quot;creds&quot;&gt;\n        &lt;div class=&quot;cred&quot;&gt;&lt;span class=&quot;cred-dot&quot;&gt;&lt;/span&gt;3 active TikTok Shop accounts, $10K+/month each&lt;/div&gt;\n        &lt;div class=&quot;cred&quot;&gt;&lt;span class=&quot;cred-dot&quot;&gt;&lt;/span&gt;Multiple students at $10K–$30K+/month under direct coaching&lt;/div&gt;\n        &lt;div class=&quot;cred&quot;&gt;&lt;span class=&quot;cred-dot&quot;&gt;&lt;/span&gt;Scaled to $38K/month himself while working full-time in premed&lt;/div&gt;\n        &lt;div class=&quot;cred&quot;&gt;&lt;span class=&quot;cred-dot&quot;&gt;&lt;/span&gt;Agency-exclusive TAP-LINKS: 1.5x–2.5x commission rates&lt;/div&gt;\n      &lt;/div&gt;\n    &lt;/div&gt;\n  &lt;/div&gt;\n&lt;/section&gt;\n\n&lt;!-- WEEKLY CLASS --&gt;\n&lt;section class=&quot;weekly&quot;&gt;\n  &lt;div class=&quot;weekly-card&quot;&gt;\n    &lt;div class=&quot;live-badge&quot;&gt;\n      &lt;span class=&quot;live-dot&quot;&gt;&lt;/span&gt;\n      Free · Live Every Sunday\n    &lt;/div&gt;\n    &lt;h2&gt;The &lt;span&gt;Free Weekly Class&lt;/span&gt;&lt;/h2&gt;\n    &lt;p&gt;Every Sunday at 2PM ET, Moe runs a live 90-minute class walking through the full AI TikTok Shop system. This is the same content that costs $997 in the program, taught live and free every week.&lt;/p&gt;\n    &lt;div class=&quot;webinar-topics&quot;&gt;\n      &lt;h4&gt;What you&#39;ll learn&lt;/h4&gt;\n      &lt;ul&gt;\n        &lt;li&gt;Why TikTok Shop does $1B/day and why most people are leaving money on the table&lt;/li&gt;\n        &lt;li&gt;The AI video workflow that creates converting content in under 2 minutes&lt;/li&gt;\n        &lt;li&gt;How to find unsaturated winning products before they blow up&lt;/li&gt;\n        &lt;li&gt;How the full system runs in 1–2 hours a day&lt;/li&gt;\n      &lt;/ul&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;weekly-details&quot;&gt;\n      &lt;div class=&quot;w-detail&quot;&gt;\n        &lt;svg width=&quot;14&quot; height=&quot;14&quot; fill=&quot;none&quot; stroke=&quot;currentColor&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path stroke-linecap=&quot;round&quot; stroke-linejoin=&quot;round&quot; stroke-width=&quot;2&quot; d=&quot;M8 7V3m8 4V3m-9 8h10M5 21h14a2 2 0 002-2V7a2 2 0 00-2-2H5a2 2 0 00-2 2v12a2 2 0 002 2z&quot;/&gt;&lt;/svg&gt;\n        Every Sunday\n      &lt;/div&gt;\n      &lt;div class=&quot;w-detail&quot;&gt;\n        &lt;svg width=&quot;14&quot; height=&quot;14&quot; fill=&quot;none&quot; stroke=&quot;currentColor&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path stroke-linecap=&quot;round&quot; stroke-linejoin=&quot;round&quot; stroke-width=&quot;2&quot; d=&quot;M12 8v4l3 3m6-3a9 9 0 11-18 0 9 9 0 0118 0z&quot;/&gt;&lt;/svg&gt;\n        2PM ET · 90 minutes\n      &lt;/div&gt;\n      &lt;div class=&quot;w-detail&quot;&gt;\n        &lt;svg width=&quot;14&quot; height=&quot;14&quot; fill=&quot;none&quot; stroke=&quot;currentColor&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path stroke-linecap=&quot;round&quot; stroke-linejoin=&quot;round&quot; stroke-width=&quot;2&quot; d=&quot;M12 8c-1.657 0-3 .895-3 2s1.343 2 3 2 3 .895 3 2-1.343 2-3 2m0-8c1.11 0 2.08.402 2.599 1M12 8V7m0 1v8m0 0v1m0-1c-1.11 0-2.08-.402-2.599-1&quot;/&gt;&lt;/svg&gt;\n        100% Free\n      &lt;/div&gt;\n    &lt;/div&gt;\n    &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;btn-primary&quot;&gt;\n      &lt;svg width=&quot;15&quot; height=&quot;15&quot; fill=&quot;currentColor&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path d=&quot;M23.495 6.205a3.007 3.007 0 00-2.088-2.088c-1.87-.501-9.396-.501-9.396-.501s-7.507-.01-9.396.501A3.007 3.007 0 00.527 6.205a31.247 31.247 0 00-.522 5.805 31.247 31.247 0 00.522 5.783 3.007 3.007 0 002.088 2.088c1.868.502 9.396.502 9.396.502s7.506 0 9.396-.502a3.007 3.007 0 002.088-2.088 31.247 31.247 0 00.5-5.783 31.247 31.247 0 00-.5-5.805zM9.609 15.601V8.408l6.264 3.602z&quot;/&gt;&lt;/svg&gt;\n      Watch Free Training\n    &lt;/a&gt;\n    &lt;p class=&quot;weekly-note&quot;&gt;Free training on the channel. Watch anytime.&lt;/p&gt;\n  &lt;/div&gt;\n&lt;/section&gt;\n\n&lt;!-- YOUTUBE --&gt;\n&lt;section class=&quot;youtube&quot;&gt;\n  &lt;div class=&quot;yt-inner&quot;&gt;\n    &lt;div class=&quot;yt-text&quot;&gt;\n      &lt;span class=&quot;sec-eye&quot;&gt;Free Training&lt;/span&gt;\n      &lt;h2&gt;The full playbook is on YouTube. No upsell.&lt;/h2&gt;\n      &lt;p&gt;Product research walkthroughs, the AI video workflow, student Q&amp;amp;As, and Moe&#39;s own account breakdowns. All free. All on the channel.&lt;/p&gt;\n      &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;yt-btn&quot;&gt;\n        &lt;svg width=&quot;18&quot; height=&quot;18&quot; fill=&quot;white&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path d=&quot;M23.495 6.205a3.007 3.007 0 00-2.088-2.088c-1.87-.501-9.396-.501-9.396-.501s-7.507-.01-9.396.501A3.007 3.007 0 00.527 6.205a31.247 31.247 0 00-.522 5.805 31.247 31.247 0 00.522 5.783 3.007 3.007 0 002.088 2.088c1.868.502 9.396.502 9.396.502s7.506 0 9.396-.502a3.007 3.007 0 002.088-2.088 31.247 31.247 0 00.5-5.783 31.247 31.247 0 00-.5-5.805zM9.609 15.601V8.408l6.264 3.602z&quot;/&gt;&lt;/svg&gt;\n        Subscribe for Free\n      &lt;/a&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;yt-channel-card&quot;&gt;\n      &lt;div class=&quot;yt-channel-icon&quot;&gt;\n        &lt;svg width=&quot;32&quot; height=&quot;32&quot; fill=&quot;white&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path d=&quot;M23.495 6.205a3.007 3.007 0 00-2.088-2.088c-1.87-.501-9.396-.501-9.396-.501s-7.507-.01-9.396.501A3.007 3.007 0 00.527 6.205a31.247 31.247 0 00-.522 5.805 31.247 31.247 0 00.522 5.783 3.007 3.007 0 002.088 2.088c1.868.502 9.396.502 9.396.502s7.506 0 9.396-.502a3.007 3.007 0 002.088-2.088 31.247 31.247 0 00.5-5.783 31.247 31.247 0 00-.5-5.805zM9.609 15.601V8.408l6.264 3.602z&quot;/&gt;&lt;/svg&gt;\n      &lt;/div&gt;\n      &lt;div class=&quot;yt-channel-name&quot;&gt;Moe Alamawi&lt;/div&gt;\n      &lt;div class=&quot;yt-channel-handle&quot;&gt;@moealamawi&lt;/div&gt;\n      &lt;div class=&quot;yt-channel-topics&quot;&gt;\n        &lt;div class=&quot;yt-topic&quot;&gt;&lt;span class=&quot;yt-topic-dot&quot;&gt;&lt;/span&gt;AI TikTok Shop walkthroughs&lt;/div&gt;\n        &lt;div class=&quot;yt-topic&quot;&gt;&lt;span class=&quot;yt-topic-dot&quot;&gt;&lt;/span&gt;Product research breakdowns&lt;/div&gt;\n        &lt;div class=&quot;yt-topic&quot;&gt;&lt;span class=&quot;yt-topic-dot&quot;&gt;&lt;/span&gt;Behind the scenes on real accounts&lt;/div&gt;\n        &lt;div class=&quot;yt-topic&quot;&gt;&lt;span class=&quot;yt-topic-dot&quot;&gt;&lt;/span&gt;Student success stories&lt;/div&gt;\n      &lt;/div&gt;\n      &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;yt-subscribe&quot;&gt;\n        &lt;svg width=&quot;16&quot; height=&quot;16&quot; fill=&quot;white&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path d=&quot;M23.495 6.205a3.007 3.007 0 00-2.088-2.088c-1.87-.501-9.396-.501-9.396-.501s-7.507-.01-9.396.501A3.007 3.007 0 00.527 6.205a31.247 31.247 0 00-.522 5.805 31.247 31.247 0 00.522 5.783 3.007 3.007 0 002.088 2.088c1.868.502 9.396.502 9.396.502s7.506 0 9.396-.502a3.007 3.007 0 002.088-2.088 31.247 31.247 0 00.5-5.783 31.247 31.247 0 00-.5-5.805zM9.609 15.601V8.408l6.264 3.602z&quot;/&gt;&lt;/svg&gt;\n        Watch Free on YouTube\n      &lt;/a&gt;\n    &lt;/div&gt;\n  &lt;/div&gt;\n&lt;/section&gt;\n\n&lt;!-- SOCIAL --&gt;\n&lt;section class=&quot;social&quot;&gt;\n  &lt;div class=&quot;wrap&quot;&gt;\n    &lt;span class=&quot;sec-eye&quot;&gt;Follow Along&lt;/span&gt;\n    &lt;h2 class=&quot;sec-title&quot;&gt;Daily content across both channels.&lt;/h2&gt;\n    &lt;p class=&quot;sec-sub&quot;&gt;Behind-the-scenes, student wins, live Q&amp;amp;As, and product research breakdowns every week.&lt;/p&gt;\n  &lt;/div&gt;\n  &lt;div class=&quot;social-grid&quot;&gt;\n    &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;social-card&quot;&gt;\n      &lt;div class=&quot;soc-icon yt&quot;&gt;\n        &lt;svg width=&quot;20&quot; height=&quot;20&quot; fill=&quot;white&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path d=&quot;M23.495 6.205a3.007 3.007 0 00-2.088-2.088c-1.87-.501-9.396-.501-9.396-.501s-7.507-.01-9.396.501A3.007 3.007 0 00.527 6.205a31.247 31.247 0 00-.522 5.805 31.247 31.247 0 00.522 5.783 3.007 3.007 0 002.088 2.088c1.868.502 9.396.502 9.396.502s7.506 0 9.396-.502a3.007 3.007 0 002.088-2.088 31.247 31.247 0 00.5-5.783 31.247 31.247 0 00-.5-5.805zM9.609 15.601V8.408l6.264 3.602z&quot;/&gt;&lt;/svg&gt;\n      &lt;/div&gt;\n      &lt;div class=&quot;soc-info&quot;&gt;\n        &lt;h4&gt;YouTube&lt;/h4&gt;\n        &lt;p&gt;@moealamawi · Free training videos&lt;/p&gt;\n      &lt;/div&gt;\n      &lt;div class=&quot;soc-arrow&quot;&gt;→&lt;/div&gt;\n    &lt;/a&gt;\n    &lt;a href=&quot;https://www.instagram.com/realmoealam&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;social-card&quot;&gt;\n      &lt;div class=&quot;soc-icon ig&quot;&gt;\n        &lt;svg width=&quot;20&quot; height=&quot;20&quot; fill=&quot;white&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path d=&quot;M12 2.163c3.204 0 3.584.012 4.85.07 3.252.148 4.771 1.691 4.919 4.919.058 1.265.069 1.645.069 4.849 0 3.205-.012 3.584-.069 4.849-.149 3.225-1.664 4.771-4.919 4.919-1.266.058-1.644.07-4.85.07-3.204 0-3.584-.012-4.849-.07-3.26-.149-4.771-1.699-4.919-4.92-.058-1.265-.07-1.644-.07-4.849 0-3.204.013-3.583.07-4.849.149-3.227 1.664-4.771 4.919-4.919 1.266-.057 1.645-.069 4.849-.069zM12 0C8.741 0 8.333.014 7.053.072 2.695.272.273 2.69.073 7.052.014 8.333 0 8.741 0 12c0 3.259.014 3.668.072 4.948.2 4.358 2.618 6.78 6.98 6.98C8.333 23.986 8.741 24 12 24c3.259 0 3.668-.014 4.948-.072 4.354-.2 6.782-2.618 6.979-6.98.059-1.28.073-1.689.073-4.948 0-3.259-.014-3.667-.072-4.947-.196-4.354-2.617-6.78-6.979-6.98C15.668.014 15.259 0 12 0zm0 5.838a6.162 6.162 0 100 12.324 6.162 6.162 0 000-12.324zM12 16a4 4 0 110-8 4 4 0 010 8zm6.406-11.845a1.44 1.44 0 100 2.881 1.44 1.44 0 000-2.881z&quot;/&gt;&lt;/svg&gt;\n      &lt;/div&gt;\n      &lt;div class=&quot;soc-info&quot;&gt;\n        &lt;h4&gt;Instagram&lt;/h4&gt;\n        &lt;p&gt;@realmoealam · Daily content&lt;/p&gt;\n      &lt;/div&gt;\n      &lt;div class=&quot;soc-arrow&quot;&gt;→&lt;/div&gt;\n    &lt;/a&gt;\n  &lt;/div&gt;\n&lt;/section&gt;\n\n&lt;!-- FAQ --&gt;\n&lt;section class=&quot;faq&quot;&gt;\n  &lt;div class=&quot;wrap&quot;&gt;\n    &lt;span class=&quot;sec-eye&quot;&gt;Questions&lt;/span&gt;\n    &lt;h2 class=&quot;sec-title&quot;&gt;Common questions.&lt;/h2&gt;\n    &lt;p class=&quot;sec-sub&quot;&gt;If you&#39;re still on the fence, these probably cover it.&lt;/p&gt;\n  &lt;/div&gt;\n  &lt;div class=&quot;faq-list&quot;&gt;\n    &lt;div class=&quot;faq-item&quot;&gt;\n      &lt;button class=&quot;faq-q&quot; onclick=&quot;toggleFaq(this)&quot;&gt;What exactly is Momentum Academy?&lt;span class=&quot;faq-icon&quot;&gt;+&lt;/span&gt;&lt;/button&gt;\n      &lt;div class=&quot;faq-a&quot;&gt;Momentum Academy is an AI-focused TikTok Shop affiliate coaching program. We teach the AI Intent Selling method: using AI-generated short videos to promote TikTok Shop products and earn commissions without showing your face, holding inventory, or spending on ads.&lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;faq-item&quot;&gt;\n      &lt;button class=&quot;faq-q&quot; onclick=&quot;toggleFaq(this)&quot;&gt;Do I need to show my face?&lt;span class=&quot;faq-icon&quot;&gt;+&lt;/span&gt;&lt;/button&gt;\n      &lt;div class=&quot;faq-a&quot;&gt;No. The entire method is built around AI-generated product videos. No camera. No audience. No personal brand. Fully faceless by design.&lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;faq-item&quot;&gt;\n      &lt;button class=&quot;faq-q&quot; onclick=&quot;toggleFaq(this)&quot;&gt;How much time does this take?&lt;span class=&quot;faq-icon&quot;&gt;+&lt;/span&gt;&lt;/button&gt;\n      &lt;div class=&quot;faq-a&quot;&gt;1–2 hours per day to start. Once you have a VA trained (usually month 2 or 3), it drops to 20–30 minutes. Bryan, one of our top students, now works 20 minutes a day and clears $30K+ per month consistently.&lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;faq-item&quot;&gt;\n      &lt;button class=&quot;faq-q&quot; onclick=&quot;toggleFaq(this)&quot;&gt;Is TikTok Shop saturated?&lt;span class=&quot;faq-icon&quot;&gt;+&lt;/span&gt;&lt;/button&gt;\n      &lt;div class=&quot;faq-a&quot;&gt;TikTok Shop does over $1 billion in daily sales. The strategy is specifically built around finding unsaturated products before they blow up. Saturation is a non-issue when you know how to research. People said Amazon was saturated in 2018. It wasn&#39;t.&lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;faq-item&quot;&gt;\n      &lt;button class=&quot;faq-q&quot; onclick=&quot;toggleFaq(this)&quot;&gt;What does the free weekly class cover?&lt;span class=&quot;faq-icon&quot;&gt;+&lt;/span&gt;&lt;/button&gt;\n      &lt;div class=&quot;faq-a&quot;&gt;Moe runs a live 90-minute session every Sunday at 2PM ET covering the full AI TikTok Shop system: product research, the AI video workflow, how to set up your account, and how to scale. Then a live Q&amp;amp;A. No replay — show up live.&lt;/div&gt;\n    &lt;/div&gt;\n    &lt;div class=&quot;faq-item&quot;&gt;\n      &lt;button class=&quot;faq-q&quot; onclick=&quot;toggleFaq(this)&quot;&gt;I work a 9-5. Can I still do this?&lt;span class=&quot;faq-icon&quot;&gt;+&lt;/span&gt;&lt;/button&gt;\n      &lt;div class=&quot;faq-a&quot;&gt;Most people who join Momentum Academy have jobs. Some are on 12-hour shifts. The workflow runs in the margins of a normal day. You don&#39;t need to quit anything to get started.&lt;/div&gt;\n    &lt;/div&gt;\n  &lt;/div&gt;\n&lt;/section&gt;\n\n&lt;!-- FINAL CTA --&gt;\n&lt;section class=&quot;final&quot;&gt;\n  &lt;div class=&quot;final-wrap&quot;&gt;\n    &lt;h2&gt;Ready to see the &lt;span&gt;full system?&lt;/span&gt;&lt;/h2&gt;\n    &lt;p class=&quot;final-desc&quot;&gt;Watch the free training on YouTube. Walk through the full AI Intent Selling framework and a clear first step.&lt;/p&gt;\n    &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot; class=&quot;btn-primary&quot;&gt;\n      &lt;svg width=&quot;15&quot; height=&quot;15&quot; fill=&quot;currentColor&quot; viewBox=&quot;0 0 24 24&quot;&gt;&lt;path d=&quot;M23.495 6.205a3.007 3.007 0 00-2.088-2.088c-1.87-.501-9.396-.501-9.396-.501s-7.507-.01-9.396.501A3.007 3.007 0 00.527 6.205a31.247 31.247 0 00-.522 5.805 31.247 31.247 0 00.522 5.783 3.007 3.007 0 002.088 2.088c1.868.502 9.396.502 9.396.502s7.506 0 9.396-.502a3.007 3.007 0 002.088-2.088 31.247 31.247 0 00.5-5.783 31.247 31.247 0 00-.5-5.805zM9.609 15.601V8.408l6.264 3.602z&quot;/&gt;&lt;/svg&gt;\n      Watch Free Training\n    &lt;/a&gt;\n    &lt;p class=&quot;final-note&quot;&gt;Free training · New videos every week · @moealamawi&lt;/p&gt;\n  &lt;/div&gt;\n&lt;/section&gt;\n\n&lt;!-- FOOTER --&gt;\n&lt;footer&gt;\n  &lt;div class=&quot;footer-links&quot;&gt;\n    &lt;a href=&quot;https://momentumacademy.co/terms-of-service&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;Terms of Service&lt;/a&gt;\n    &lt;span&gt;·&lt;/span&gt;\n    &lt;a href=&quot;https://momentumacademy.co/privacy-policy&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;Privacy Policy&lt;/a&gt;\n    &lt;span&gt;·&lt;/span&gt;\n    &lt;a href=&quot;mailto:moe@mntmx.com&quot;&gt;Contact&lt;/a&gt;\n    &lt;span&gt;·&lt;/span&gt;\n    &lt;a href=&quot;https://www.instagram.com/realmoealam&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;Instagram&lt;/a&gt;\n    &lt;span&gt;·&lt;/span&gt;\n    &lt;a href=&quot;https://www.youtube.com/@moealamawi&quot; target=&quot;_blank&quot; rel=&quot;noopener&quot;&gt;YouTube&lt;/a&gt;\n  &lt;/div&gt;\n  &lt;p class=&quot;copy&quot;&gt;© 2026 Moementum Enterprises LLC · All Rights Reserved&lt;/p&gt;\n&lt;/footer&gt;\n&lt;div class=&quot;disclaimer&quot;&gt;\n  &lt;p&gt;Results shown are not typical. Individual results will vary based on effort, experience, and market conditions. TikTok Shop affiliate earnings are not guaranteed. This site and training are for educational purposes only.&lt;/p&gt;\n&lt;/div&gt;\n\n&lt;script&gt;\nfunction toggleFaq(btn) {\n  var item = btn.closest(&#39;.faq-item&#39;);\n  var open = item.classList.contains(&#39;open&#39;);\n  document.querySelectorAll(&#39;.faq-item.open&#39;).forEach(function(el){ el.classList.remove(&#39;open&#39;); });\n  if (!open) item.classList.add(&#39;open&#39;);\n}\n&lt;/script&gt;\n&lt;/body&gt;\n&lt;/html&gt;","provider":"custom-html","box":{"left":"none","right":"none","top":"small","bottom":"small"},"framed":false,"isGdprSensitive":false,"embedCustomHtmlNatively":true},"categoryId":"61af39fa0ff35780165e4faa","sectionId":"65eb072f9671ba48e6c8390b","campaignId":"6a3b4ae1369c720e3171691e","components":[],"allowedChildSections":[],"pageId":"6a3b4ae1369c720e31716926","companyId":"692c72ee35483e003c312c60","componentType":"embed","createdAt":"2026-06-24T03:12:50.241Z","updatedAt":"2026-07-20T02:52:02.462Z","__v":0}],"isResultPage":false,"animation":"none","theme":{"_id":"5d5b04db87f853001d0c7c84","updatedAt":"2019-09-03T18:32:44.077Z","createdAt":"2019-08-19T20:21:47.082Z","name":"Perspective","typography":"Roboto:300,700","fontColor":"#000000","backgroundColor":"#ffffff","formFieldBackgroundColor":"#007aff","buttonBackgroundColor":"#0080FF","image":"https://perspective.imgix.net/assets/app/themes/perspective.png","type":"theme","__v":0,"transition":"default"},"themeV2":{"typography":"Roboto:300,700","fontColor":"#000000","backgroundColor":"#ffffff","formFieldBackgroundColor":"#007aff","buttonBackgroundColor":"#0080FF","borderRadius":"small","transition":"default"},"fields":[],"cookiesEnabled":false,"language":"en","showProgressBar":false,"showAffiliateBadge":false,"affiliateLink":"","resultMapping":{},"nextPage":"6a442b2596a82fbc48148429","sortedPages":["6a3b4ae1369c720e31716926","6a442b2596a82fbc48148429","6a4438ffba22e1e309c116f7","6a4439668e36fb288bbb5a3d","6a44397c2f6e88122c04af5b","6a443dcfe95844f34dae4611","6a4896ab9816d119dd5698c3","6a55c8cead1abc6e0a88611e"],"hasResultPages":true,"resultPages":["6a3b4ae1369c720e31716927"],"isHomePage":true,"isLastPage":false,"firstResultPage":"6a3b4ae1369c720e31716927","headScript":"","bodyScript":"","trackingProperties":[],"automaticRedirect":null,"inputMap":{"byComponent":{},"byName":{}},"pageIdSlugMap":{"6a3b4ae1369c720e31716926":"home","6a3b4ae1369c720e31716927":"thanks","6a442b2596a82fbc48148429":"faqs","6a4438ffba22e1e309c116f7":"join","6a4439668e36fb288bbb5a3d":"privacy-policy","6a44397c2f6e88122c04af5b":"terms-of-service","6a443dcfe95844f34dae4611":"wall-of-wins","6a4896ab9816d119dd5698c3":"inside","6a55c8cead1abc6e0a88611e":"agency"},"context":{"slug":"","trackingVersion":"v4","url":"https://momentumacademy.co/","domain":"momentumacademy.co"}}