<html><head><meta charset="utf8"><meta name="viewport" content="width=device-width,initial-scale=1,viewport-fit=cover"><style>:root{color-scheme:light;box-sizing:border-box;padding-top:env(safe-area-inset-top,0px);padding-bottom:env(safe-area-inset-bottom,0px)}html{scroll-padding-top:env(safe-area-inset-top,0px)}body{margin:0;padding:0;font:14px -apple-system,BlinkMacSystemFont,sans-serif;background:#fff;color:#111827}img{max-width:100%}[hidden]:not([hidden=until-found i]){display:none!important}</style></head><body> <title>Promo vs Marketing Impact</title> <link rel="stylesheet" href="https://fonts.googleapis.com/css2?family=DM+Sans:opsz,wght@9..40,400;9..40,500;9..40,600;9..40,700;9..40,800&amp;family=IBM+Plex+Mono:wght@400;500&amp;display=swap"> <style> :root { --bg:#FFFFFF; --surface:#FFFFFF; --surface-2:#ECEEF6; --border:#DDE1EE; --text:#111827; --muted:#6B7A99; --faint:#9CA3B4; --promo:#1D4ED8; --promo-bg:#EFF6FF; --promo-bd:#BFDBFE; --mi:#6D28D9; --mi-bg:#F5F3FF; --mi-bd:#DDD6FE; --yes:#059669; --yes-bg:#ECFDF5; --yes-bd:#A7F3D0; --warn:#D97706; --warn-bg:#FEF3C7; --warn-bd:#FDE68A; --bad:#DC2626; --bad-bg:#FEF2F2; --bad-bd:#FECACA; --no:#9CA3AF; --no-bg:#F3F4F6; color-scheme: light; } *, *::before, *::after { box-sizing:border-box; } body { background:var(--bg); color:var(--text); font-family:'DM Sans', system-ui, sans-serif; font-size:14px; line-height:1.6; margin:0; } .page { max-width:860px; margin:0 auto; padding:36px 24px 72px; } h1 { font-size:27px; font-weight:800; letter-spacing:-.01em; margin:0 0 6px; text-wrap:balance; line-height:1.2; } h2 { font-size:17px; font-weight:700; margin:48px 0 8px; display:flex; align-items:center; gap:10px; text-wrap:balance; } h2::after { content:''; flex:1; height:1px; background:var(--border); } h3 { font-size:12px; font-weight:700; margin:24px 0 8px; text-transform:uppercase; letter-spacing:.08em; color:var(--muted); } p { margin:0 0 12px; } .eyebrow { font-size:11px; font-weight:700; letter-spacing:.12em; text-transform:uppercase; margin-bottom:14px; color:var(--muted); } .lead { font-size:13.5px; color:var(--muted); margin-bottom:16px; max-width:68ch; } .mono { font-family:'IBM Plex Mono',monospace; font-size:10.5px; color:var(--promo); background:var(--promo-bg); padding:1px 4px; border-radius:3px; } .wrap { overflow-x:auto; margin-bottom:16px; } .pc { color:var(--promo); } .mc { color:var(--mi); } .badge { font-size:10px; font-weight:800; padding:2px 7px; border-radius:4px; letter-spacing:.05em; white-space:nowrap; display:inline-block; } .badge.p { background:var(--promo-bg); color:var(--promo); border:1px solid var(--promo-bd); } .badge.m { background:var(--mi-bg); color:var(--mi); border:1px solid var(--mi-bd); } .badge.b { background:var(--surface-2); color:var(--text); border:1px solid var(--text); } .illus { font-size:10.5px; color:var(--faint); font-style:italic; } /* ── hero question table ── */ .qt { width:100%; border-collapse:separate; border-spacing:0; min-width:520px; background:var(--surface); border:1.5px solid var(--border); border-radius:12px; overflow:hidden; } .qt th, .qt td { padding:14px 18px; text-align:left; vertical-align:top; border-bottom:1px solid var(--border); } .qt tr:last-child td, .qt tr:last-child th { border-bottom:none; } .qt thead th { font-size:10px; font-weight:800; letter-spacing:.12em; text-transform:uppercase; } .qt thead th.p { background:var(--promo); color:#fff; } .qt thead th.m { background:var(--mi); color:#fff; } .qt thead th.e { background:var(--surface-2); } .qt tbody th { font-size:11px; font-weight:700; letter-spacing:.06em; text-transform:uppercase; color:var(--muted); width:150px; background:var(--surface-2); } .qt td.p { background:var(--promo-bg); } .qt td.m { background:var(--mi-bg); } .qt .big { font-size:18px; font-weight:800; line-height:1.3; letter-spacing:-.01em; text-wrap:balance; } .qt td.p .big { color:var(--promo); } .qt td.m .big { color:var(--mi); } .qt .big em { font-style:normal; text-decoration:underline; text-underline-offset:4px; text-decoration-thickness:2px; } .qt .word { font-size:15px; font-weight:800; } .qt .sub { display:block; font-size:12px; color:var(--muted); font-weight:400; margin-top:2px; } .qt td { font-size:13px; } /* ── decision flow ── */ .flow { display:flex; flex-direction:column; margin-bottom:12px; } .fnode { display:grid; grid-template-columns:32px 1fr; gap:12px; padding:14px 16px; background:var(--surface); border:1.5px solid var(--border); border-radius:10px; } .fnum { width:28px; height:28px; border-radius:50%; background:var(--text); color:var(--bg); font-weight:800; display:grid; place-items:center; font-size:13px; } .fq { font-weight:700; font-size:14.5px; line-height:1.35; margin-bottom:8px; } .ifyes { display:inline-block; font-size:9.5px; font-weight:800; letter-spacing:.08em; text-transform:uppercase; color:var(--promo); background:var(--promo-bg); border:1px solid var(--promo-bd); padding:1px 6px; border-radius:4px; margin-bottom:5px; } .branches { display:grid; grid-template-columns:1fr 1fr; gap:8px; } @media(max-width:520px){ .branches { grid-template-columns:1fr; } } .br { display:flex; gap:8px; align-items:flex-start; padding:8px 10px; border-radius:7px; font-size:12.5px; line-height:1.4; border:1px solid var(--border); background:var(--surface-2); } .br .yn { font-size:10px; font-weight:800; letter-spacing:.06em; padding:2px 6px; border-radius:4px; flex-shrink:0; margin-top:1px; } .yn.y { background:var(--yes-bg); color:var(--yes); } .yn.n { background:var(--no-bg); color:var(--muted); border:1px solid var(--border); } .br.to-p { background:var(--promo-bg); border-color:var(--promo-bd); } .br.to-p b { color:var(--promo); } .br.to-m { background:var(--mi-bg); border-color:var(--mi-bd); } .br.to-m b { color:var(--mi); } .tags { display:flex; flex-wrap:wrap; gap:5px; margin:-2px 0 10px; } .tag { font-size:10.5px; font-family:'IBM Plex Mono',monospace; padding:1px 7px; border-radius:4px; background:var(--surface-2); color:var(--muted); } .connector { width:2px; height:16px; background:var(--border); margin:0 auto; } .outcomes { display:grid; grid-template-columns:repeat(3,1fr); gap:8px; } @media(max-width:560px){ .outcomes { grid-template-columns:1fr; } } .oc { border-radius:8px; padding:10px 12px; font-size:11.5px; line-height:1.4; border:1.5px solid; color:var(--muted); } .oc .ot { font-weight:800; font-size:12.5px; } .oc .orule { font-family:'IBM Plex Mono',monospace; font-size:10px; margin:2px 0 4px; } .oc.p { background:var(--promo-bg); border-color:var(--promo-bd); } .oc.p .ot, .oc.p .orule { color:var(--promo); } .oc.m { background:var(--mi-bg); border-color:var(--mi-bd); } .oc.m .ot, .oc.m .orule { color:var(--mi); } .oc.b { background:var(--surface); border-color:var(--text); } .oc.b .ot { color:var(--text); } .oc.x { background:var(--surface-2); border-color:var(--border); border-style:dashed; } /* quiz */ .tryit { background:var(--surface); border:1px solid var(--border); border-radius:10px; padding:14px 16px; margin:12px 0 8px; } .tt { font-size:10px; font-weight:800; letter-spacing:.12em; text-transform:uppercase; color:var(--muted); margin-bottom:6px; } .tq { display:flex; justify-content:space-between; align-items:center; gap:10px; flex-wrap:wrap; padding:7px 0; border-bottom:1px solid var(--border); font-size:12.5px; } .seg { display:inline-flex; border:1px solid var(--border); border-radius:6px; overflow:hidden; } .seg button { font:inherit; font-size:11.5px; font-weight:700; padding:4px 12px; border:0; background:var(--surface-2); color:var(--muted); cursor:pointer; } .seg button + button { border-left:1px solid var(--border); } .seg button[aria-pressed="true"] { background:var(--text); color:var(--bg); } .seg button:focus-visible { outline:2px solid var(--mi); outline-offset:-2px; } .seg button:disabled { cursor:not-allowed; } .tverdict { margin-top:12px; padding:10px 12px; border-radius:7px; font-size:13px; border:1.5px solid; } /* best practices */ .bp { list-style:none; padding:0; margin:0; display:grid; grid-template-columns:1fr 1fr; gap:8px; } @media(max-width:580px){ .bp { grid-template-columns:1fr; } } .bp li { padding:10px 12px; background:var(--surface); border:1px solid var(--border); border-radius:7px; font-size:12.5px; line-height:1.45; } .bp li b { display:block; margin-bottom:2px; } .bp li span { color:var(--muted); } /* buckets */ .buckets { display:grid; grid-template-columns:repeat(3,1fr); gap:12px; margin-bottom:12px; } @media(max-width:720px){ .buckets { grid-template-columns:1fr; } } .bucket { border-radius:10px; border:1.5px solid; overflow:hidden; background:var(--surface); } .bucket.p { border-color:var(--promo-bd); } .bucket.m { border-color:var(--mi-bd); } .bucket.b { border-color:var(--text); } .bk-hd { padding:12px 14px; border-bottom:1px solid var(--border); } .bucket.p .bk-hd { background:var(--promo-bg); } .bucket.m .bk-hd { background:var(--mi-bg); } .bucket.b .bk-hd { background:var(--surface-2); } .bk-lbl { font-size:10px; font-weight:800; letter-spacing:.12em; text-transform:uppercase; padding:3px 8px; border-radius:99px; display:inline-block; color:#fff; margin-bottom:6px; } .bucket.p .bk-lbl { background:var(--promo); } .bucket.m .bk-lbl { background:var(--mi); } .bucket.b .bk-lbl { background:linear-gradient(90deg,var(--promo) 0 50%,var(--mi) 50% 100%); } .bk-why { font-size:12px; color:var(--muted); } .bk-why b { color:var(--text); } .bk-items { list-style:none; padding:2px 14px 8px; margin:0; } .bk-items li { padding:7px 0; border-bottom:1px solid var(--border); } .bk-items li:last-child { border-bottom:none; } .bk-items .it { font-weight:600; font-size:12.5px; } .bk-items .iw { font-size:11.5px; color:var(--muted); line-height:1.4; } /* plus cards */ .c3s { display:grid; grid-template-columns:repeat(3,1fr); gap:10px; margin-bottom:8px; } @media(max-width:640px){ .c3s { grid-template-columns:1fr; } } .c3 { border:1.5px solid; border-radius:9px; padding:12px 14px; background:var(--surface); font-size:12.5px; line-height:1.45; } .c3.p { border-color:var(--promo-bd); } .c3.m { border-color:var(--mi-bd); } .c3 .c3t { font-weight:700; font-size:13px; margin:8px 0 4px; } .c3 p { margin:0 0 8px; color:var(--muted); } .c3 .c3w { font-size:11.5px; font-weight:600; padding-top:7px; border-top:1px dashed var(--border); } .c3.p .c3w { color:var(--promo); } .c3.m .c3w { color:var(--mi); } /* both */ .both { display:grid; grid-template-columns:1fr auto 1fr; gap:10px; align-items:stretch; margin-bottom:8px; } @media(max-width:580px){ .both { grid-template-columns:1fr; } .both .plus { display:none; } } .both > div.card2 { border-radius:9px; padding:12px 14px; border:1.5px solid; font-size:12.5px; } .card2.p { background:var(--promo-bg); border-color:var(--promo-bd); } .card2.m { background:var(--mi-bg); border-color:var(--mi-bd); } .card2 .k { font-size:10px; font-weight:800; letter-spacing:.1em; text-transform:uppercase; } .card2.p .k { color:var(--promo); } .card2.m .k { color:var(--mi); } .card2 .q2 { font-weight:700; margin:3px 0; } .card2 p { margin:0; color:var(--muted); } .both .plus { align-self:center; font-size:22px; font-weight:800; color:var(--muted); } /* screenshots */ .shots { display:grid; grid-template-columns:1fr 1fr; gap:12px; margin:8px 0 16px; } @media(max-width:580px){ .shots { grid-template-columns:1fr; } } figure.shot { margin:0; } .shot .frame { aspect-ratio:16/10; max-width:100%; border:1.5px dashed; border-radius:8px; display:grid; place-items:center; text-align:center; padding:16px; color:var(--faint); font-size:12px; overflow:hidden; } .shot.p .frame { border-color:var(--promo-bd); background:var(--promo-bg); } .shot.m .frame { border-color:var(--mi-bd); background:var(--mi-bg); } .shot .frame b { display:block; font-size:10px; letter-spacing:.1em; text-transform:uppercase; margin-bottom:4px; } .shot .frame img { width:100%; height:100%; object-fit:cover; object-position:top left; border-radius:6px; } .shot figcaption { font-size:11.5px; color:var(--muted); margin-top:6px; } .shot figcaption b { color:var(--text); font-weight:600; } /* reference blocks */ .vlist { list-style:none; padding:0; margin:0 0 8px; display:flex; flex-direction:column; gap:7px; } .vlist li { display:flex; gap:8px; align-items:flex-start; font-size:13px; } .vlist .badge { margin-top:2px; flex-shrink:0; } .types { display:grid; grid-template-columns:repeat(auto-fill,minmax(190px,1fr)); gap:10px; margin-bottom:8px; } .type-card { border:1px solid var(--border); border-radius:8px; overflow:hidden; background:var(--surface); } .type-card .th { background:var(--promo-bg); border-bottom:1px solid var(--promo-bd); padding:7px 12px; font-weight:700; font-size:12px; color:var(--promo); } .type-card .tb { padding:9px 12px; font-size:12px; } .code { font-family:'IBM Plex Mono',monospace; font-size:10.5px; background:var(--surface-2); padding:6px 8px; border-radius:5px; margin-top:6px; line-height:1.6; color:var(--muted); } .metrics { display:grid; grid-template-columns:repeat(auto-fill,minmax(230px,1fr)); gap:8px; margin-bottom:8px; } .met { display:flex; gap:8px; align-items:flex-start; padding:9px 12px; background:var(--surface); border:1px solid var(--border); border-radius:7px; } .dot { width:7px; height:7px; border-radius:50%; margin-top:6px; flex-shrink:0; } .dot.p { background:var(--promo); } .dot.m { background:var(--mi); } .met .n { font-weight:600; font-size:12px; } .met .d { font-size:11px; color:var(--muted); } table.rt { width:100%; border-collapse:collapse; min-width:600px; font-size:12.5px; } table.rt th { padding:8px 10px; font-size:10px; font-weight:700; letter-spacing:.08em; text-transform:uppercase; color:var(--muted); border-bottom:2px solid var(--border); text-align:left; } table.rt td { padding:9px 10px; border-bottom:1px solid var(--border); vertical-align:top; line-height:1.45; } table.rt tbody tr:last-child td { border-bottom:none; } table.rt td:first-child { font-weight:600; } table.rt .s { display:block; font-size:11px; color:var(--muted); font-weight:400; } table.rt tr.grp td { background:var(--surface-2); font-size:10px; font-weight:800; letter-spacing:.1em; text-transform:uppercase; color:var(--muted); padding:6px 10px; } .pill { display:inline-flex; padding:2px 8px; border-radius:99px; font-size:11px; font-weight:700; white-space:nowrap; } .pill.full { background:var(--yes-bg); color:var(--yes); } .pill.part { background:var(--warn-bg); color:var(--warn); } .pill.none { background:var(--bad-bg); color:var(--bad); } .pill.scg { background:var(--mi-bg); color:var(--mi); } .nums { font-family:'IBM Plex Mono',monospace; font-size:11px; color:var(--muted); font-variant-numeric:tabular-nums; } .chips { display:flex; flex-wrap:wrap; gap:6px; margin-bottom:8px; } .chip { font-size:11px; font-weight:600; padding:3px 9px; border-radius:99px; background:var(--mi-bg); color:var(--mi); border:1px solid var(--mi-bd); } .chip.off { background:var(--surface-2); color:var(--muted); border-color:var(--border); } .small { font-size:12px; color:var(--muted); margin-bottom:8px; } .spec { display:grid; grid-template-columns:1fr 1fr; gap:8px; } @media(max-width:580px){ .spec { grid-template-columns:1fr; } } .spec > div { padding:14px 16px; border-radius:8px; border:1px solid; } .spec .sp { background:var(--promo-bg); border-color:var(--promo-bd); } .spec .sm { background:var(--mi-bg); border-color:var(--mi-bd); } .spec .st { font-weight:700; font-size:13px; margin-bottom:3px; } .spec .sp .st, .spec .sp a { color:var(--promo); } .spec .sm .st, .spec .sm a { color:var(--mi); } .spec .sd { font-size:12px; color:var(--muted); margin-bottom:6px; } .spec a { font-size:12px; font-weight:600; text-decoration:none; } .spec a:hover, .spec a:focus-visible { text-decoration:underline; } /* mock screens */ .mock { border:1px solid var(--border); border-radius:8px; background:var(--surface); overflow:hidden; font-size:11px; position:relative; } .mock .mbar { display:flex; align-items:center; gap:6px; padding:6px 10px; background:var(--surface-2); border-bottom:1px solid var(--border); } .mock .mbar i { width:7px; height:7px; border-radius:50%; background:var(--border); display:inline-block; } .mock .mbar .mt { margin-left:6px; font-weight:700; font-size:10.5px; color:var(--muted); } .mock .mbar .ill { margin-left:auto; font-size:9px; font-weight:800; letter-spacing:.08em; text-transform:uppercase; color:var(--warn); background:var(--warn-bg); border:1px solid var(--warn-bd); padding:1px 6px; border-radius:4px; } .mock .mb { padding:10px 12px 12px; } .mock .mh { font-weight:700; font-size:12px; margin-bottom:8px; } .mock table { width:100%; border-collapse:collapse; font-variant-numeric:tabular-nums; } .mock th { font-size:9.5px; text-transform:uppercase; letter-spacing:.06em; color:var(--muted); font-weight:700; text-align:right; padding:4px 6px; border-bottom:1px solid var(--border); } .mock td { padding:5px 6px; text-align:right; border-bottom:1px solid var(--border); } .mock th:first-child, .mock td:first-child { text-align:left; } .mock tr:last-child td { border-bottom:none; } .mock .sw { display:inline-block; width:8px; height:8px; border-radius:2px; margin-right:5px; vertical-align:0; } .mock .split { display:flex; height:10px; border-radius:3px; overflow:hidden; margin:10px 0 4px; } .mock .lg { display:flex; gap:12px; color:var(--muted); font-size:10px; } .mock .tiles { display:grid; grid-template-columns:repeat(4,1fr); gap:6px; } @media(max-width:420px){ .mock .tiles { grid-template-columns:repeat(2,1fr); } } .mock .tile { background:var(--surface-2); border-radius:6px; padding:6px 8px; } .mock .tile .k { font-size:9px; text-transform:uppercase; letter-spacing:.06em; color:var(--muted); } .mock .tile .v { font-weight:800; font-size:13px; font-variant-numeric:tabular-nums; } .mock .tile.hi { background:var(--mi-bg); } .mock .tile.hi .v { color:var(--mi); } .mock .tree { display:flex; flex-direction:column; align-items:center; gap:6px; } .mock .node { border:1px solid var(--border); border-radius:6px; padding:5px 8px; background:var(--surface); text-align:center; min-width:96px; } .mock .node .k { font-size:9.5px; color:var(--muted); } .mock .node .v { font-weight:800; font-size:12px; font-variant-numeric:tabular-nums; } .mock .node.pr { border-color:var(--promo-bd); background:var(--promo-bg); } .mock .node.pr .v { color:var(--promo); } .mock .row { display:flex; gap:8px; justify-content:center; flex-wrap:wrap; } .mock .vline { width:1px; height:8px; background:var(--border); } .mock .up { color:var(--yes); } .mock .dn { color:var(--bad); } .mock .chart { display:grid; grid-template-columns:repeat(3,1fr); gap:10px; align-items:end; height:92px; padding:0 4px; border-bottom:1px solid var(--border); } .mock .grp2 { display:flex; gap:4px; align-items:flex-end; justify-content:center; height:100%; } .mock .b { width:18px; border-radius:3px 3px 0 0; position:relative; } .mock .b.t { background:var(--mi); } .mock .b.c { background:var(--no); } .mock .xl { display:grid; grid-template-columns:repeat(3,1fr); gap:10px; text-align:center; color:var(--muted); font-size:10px; margin-top:4px; } .mock .cards { display:grid; grid-template-columns:1fr 1fr; gap:6px; margin-top:8px; } figure.shot .frame.mockf { aspect-ratio:auto; display:block; padding:0; border:0; background:none; text-align:left; color:var(--text); } /* decision diagram */ .dd { display:grid; grid-template-columns:minmax(0,1fr) 64px 210px; column-gap:0; margin:6px 0 10px; } .dd .q { grid-column:1; background:var(--surface); border:1.5px solid var(--border); border-radius:10px; padding:12px 14px; display:flex; gap:11px; align-items:flex-start; } .dd .q .n { width:24px; height:24px; border-radius:50%; background:var(--text); color:var(--bg); font-weight:800; font-size:12px; display:grid; place-items:center; flex-shrink:0; } .dd .q .qt2 { font-weight:700; font-size:14px; line-height:1.35; } .dd .q .qh { font-size:11.5px; color:var(--muted); margin-top:3px; } .dd .yes { grid-column:2; align-self:center; position:relative; height:2px; margin:0 6px 0 0; background:var(--yes); } .dd .yes::after { content:''; position:absolute; right:-6px; top:-5px; border:6px solid transparent; border-left-color:var(--yes); border-right:0; } .dd .yes span { position:absolute; left:50%; top:-17px; transform:translateX(-50%); font-size:9.5px; font-weight:800; letter-spacing:.08em; color:var(--yes); } .dd .no { grid-column:1; height:26px; position:relative; } .dd .no::before { content:''; position:absolute; left:50%; top:0; bottom:5px; width:2px; background:var(--border); } .dd .no::after { content:''; position:absolute; left:calc(50% - 5px); bottom:0; border:6px solid transparent; border-top-color:var(--border); border-bottom:0; } .dd .no span { position:absolute; left:calc(50% + 10px); top:5px; font-size:9.5px; font-weight:800; letter-spacing:.08em; color:var(--muted); } .dd .out { grid-column:3; border-radius:10px; padding:12px 14px; border:1.5px solid; text-decoration:none; display:flex; flex-direction:column; justify-content:center; gap:2px; } .dd .out .ot { font-weight:800; font-size:15px; } .dd .out .od { font-size:11.5px; color:var(--muted); } .dd .out .go { font-size:11.5px; font-weight:700; margin-top:4px; } .dd .out.p { background:var(--promo-bg); border-color:var(--promo-bd); } .dd .out.p .ot, .dd .out.p .go { color:var(--promo); } .dd .out.m { background:var(--mi-bg); border-color:var(--mi-bd); } .dd .out.m .ot, .dd .out.m .go { color:var(--mi); } .dd a.out:hover .go, .dd a.out:focus-visible .go { text-decoration:underline; } .dd .end { grid-column:1; border:1.5px dashed var(--border); border-radius:10px; padding:10px 14px; background:var(--surface-2); font-size:12.5px; color:var(--muted); } .dd .end b { color:var(--text); } .dd .ym { display:none; } @media(max-width:640px){ .dd { grid-template-columns:1fr; } .dd .yes, .dd .out.span { display:none; } .dd .out.p { display:none; } .dd .ym { display:inline-flex; align-items:center; gap:6px; margin-top:8px; font-size:12px; font-weight:700; text-decoration:none; padding:4px 10px; border-radius:6px; } .dd .ym.p { background:var(--promo-bg); color:var(--promo); border:1px solid var(--promo-bd); } .dd .ym.m { background:var(--mi-bg); color:var(--mi); border:1px solid var(--mi-bd); } } /* tied-together example */ .tie { display:grid; grid-template-columns:repeat(3,1fr); gap:10px; margin-bottom:8px; } @media(max-width:720px){ .tie { grid-template-columns:1fr; } } .tcard { border:1.5px solid; border-radius:10px; background:var(--surface); overflow:hidden; font-size:12.5px; } .tcard.p { border-color:var(--promo-bd); } .tcard.m { border-color:var(--mi-bd); } .tcard .th2 { padding:10px 14px; border-bottom:1px solid var(--border); } .tcard.p .th2 { background:var(--promo-bg); } .tcard.m .th2 { background:var(--mi-bg); } .tcard .th2 .k { font-size:10px; font-weight:800; letter-spacing:.1em; text-transform:uppercase; color:var(--muted); } .tcard .th2 .t { font-weight:700; font-size:13.5px; } .tcard dl { margin:0; padding:4px 14px 10px; } .tcard dt { font-size:9.5px; font-weight:800; letter-spacing:.1em; text-transform:uppercase; color:var(--muted); margin-top:8px; } .tcard dd { margin:2px 0 0; line-height:1.45; } .tcard dd.qq { font-weight:700; } .tcard.p dd.qq, .tcard.p dd a { color:var(--promo); } .tcard.m dd.qq, .tcard.m dd a { color:var(--mi); } .tcard dd a { font-weight:700; text-decoration:none; } .tcard dd .wh { font-weight:700; } .tcard.p dd .wh { color:var(--promo); } .tcard.m dd .wh { color:var(--mi); } .tcard dd a:hover, .tcard dd a:focus-visible { text-decoration:underline; } .tflow { display:flex; flex-wrap:wrap; align-items:center; gap:6px; font-size:11px; font-weight:700; color:var(--muted); margin:0 0 10px; } .tflow span.s { padding:3px 9px; border-radius:99px; background:var(--surface); border:1px solid var(--border); color:var(--text); } /* tips */ .tip { display:flex; gap:10px; align-items:flex-start; padding:10px 12px; border-radius:8px; background:var(--surface); border:1px dashed var(--border); font-size:12.5px; line-height:1.5; margin:4px 0 16px; } .tip .tl { font-size:10px; font-weight:800; letter-spacing:.1em; text-transform:uppercase; color:var(--warn); background:var(--warn-bg); border:1px solid var(--warn-bd); padding:2px 7px; border-radius:4px; flex-shrink:0; margin-top:1px; } .tip span.tx { color:var(--muted); } .tip b { color:var(--text); } /* nav + parts + links */ .jump { display:flex; flex-wrap:wrap; gap:6px 18px; margin:0 0 22px; } .jump span { font-size:12px; font-weight:600; color:var(--text); } .jump span.p { color:var(--promo); } .jump span.m { color:var(--mi); } .part { display:flex; align-items:baseline; gap:12px; flex-wrap:wrap; margin:56px 0 4px; padding-top:18px; border-top:3px solid var(--text); } .part.first { margin-top:8px; } .part .pn { font-size:11px; font-weight:800; letter-spacing:.14em; text-transform:uppercase; } .part .pd { font-size:13px; color:var(--muted); } .part + h2 { margin-top:18px; } a.oc { display:block; text-decoration:none; transition:transform .12s ease; } a.oc:hover, a.oc:focus-visible { transform:translateY(-2px); } .oc .go { display:block; margin-top:6px; font-weight:700; font-size:11px; } .oc.p .go { color:var(--promo); } .oc.m .go { color:var(--mi); } .oc.b .go a { color:var(--text); font-weight:700; } .tverdict a { font-weight:700; color:inherit; white-space:nowrap; } .step { display:flex; align-items:center; gap:8px; } .step .sn { width:20px; height:20px; border-radius:50%; display:grid; place-items:center; font-size:10.5px; font-weight:800; color:#fff; letter-spacing:0; flex-shrink:0; } .sec-p .step .sn { background:var(--promo); } .sec-m .step .sn { background:var(--mi); } .bridge { font-size:12.5px; padding:9px 12px; border-radius:7px; margin:0 0 10px; border-left:3px solid; } .sec-p .bridge { background:var(--promo-bg); border-color:var(--promo); } .sec-m .bridge { background:var(--mi-bg); border-color:var(--mi); } .spec1 { display:flex; justify-content:space-between; align-items:center; gap:12px; flex-wrap:wrap; padding:12px 14px; border-radius:8px; border:1px solid; font-size:12.5px; } .sec-p .spec1 { background:var(--promo-bg); border-color:var(--promo-bd); } .sec-m .spec1 { background:var(--mi-bg); border-color:var(--mi-bd); } .spec1 span { color:var(--muted); } .spec1 a { font-weight:700; text-decoration:none; white-space:nowrap; } .sec-p .spec1 a { color:var(--promo); } .sec-m .spec1 a { color:var(--mi); } .spec1 a:hover, .spec1 a:focus-visible { text-decoration:underline; } @media (prefers-reduced-motion: reduce){ a.oc { transition:none; } a.oc:hover { transform:none; } } @media(max-width:480px){ .page { padding:20px 16px 48px; } h1 { font-size:21px; } h2 { font-size:15px; } .qt .big { font-size:16px; } } </style> <div class="page"> <p class="eyebrow">eRetail Audit Marketplace</p> <h1>Promotion or Marketing Impact campaign?</h1> <p class="lead">They often touch the same product in the same week, but they answer different questions. Start with the question, and the data, the screen and the metrics follow.</p> <nav class="jump" aria-label="Jump to section"> <span>The question</span><span>Rule of thumb</span><span>Questions</span><span>Example</span><span class="p">Promotions in eRAM</span><span class="m">Marketing Impact in eRAM</span> </nav> <div class="part first" id="question"><span class="pn">Part 1 · Decide</span><span class="pd">Which question are you answering, and which bucket does the activity go in?</span></div> <!-- ── 1. THE QUESTION ── --> <div class="wrap" style="margin-top:14px"> <table class="qt"> <thead><tr><th class="e"></th><th class="p">Promotion</th><th class="m">Marketing Impact campaign</th></tr></thead> <tbody> <tr> <th>The question</th> <td class="p"><div class="big">How much did we sell <em>on</em> the deal?</div></td> <td class="m"><div class="big">How much did we sell <em>because of</em> the activation?</div></td> </tr> <tr> <th>How it's answered</th> <td class="p"><span class="word pc">Counted</span><span class="sub">Every order line sold under the deal is flagged in the sales feed (<span class="mono">is_promo</span>).</span></td> <td class="m"><span class="word mc">Estimated</span><span class="sub">Some orders can be tied to the activation (direct sales), but never all of them. Direct sales miss people influenced without clicking and include some who would have bought anyway. So the full effect is modelled, or measured against control stores.</span></td> </tr> <tr> <th>Headline metric</th> <td class="p">Promo sales &amp; promo share</td> <td class="m">Incremental sales &amp; iROAS</td> </tr> <tr> <th>Where in eRAM</th> <td class="p">Sales Pulse · Sales Decomposition</td> <td class="m">Marketing Impact tab</td> </tr> </tbody> </table> </div> <!-- ── 2. HOW TO CHOOSE ── --> <h2 id="choose">How to choose</h2> <h3 id="buckets">Rule of thumb: what usually goes where</h3> <p class="small">Most activities are easy to place. Start here.</p> <div class="buckets"> <div class="bucket p"> <div class="bk-hd"><span class="bk-lbl">Promotion</span><div class="bk-why"><b>Why:</b> the price changed, and every sale on it is flagged.</div></div> <ul class="bk-items"> <li><div class="it">Simple discount (e.g. 25% off)</div><div class="iw">The deal price is on each order line.</div></li> <li><div class="it">Multibuy (e.g. buy 1 get 1 free) · Bundle (e.g. 2 for €4)</div><div class="iw">Free or bundled units are recorded in the sales feed.</div></li> <li><div class="it">Free item award / loyalty gift</div><div class="iw">Sent as a €0.01 line, so it's known per transaction.</div></li> <li><div class="it">Standard promo shelf label</div><div class="iw">The retailer adds it to every promo, so it belongs to the promo.</div></li> </ul> </div> <div class="bucket m"> <div class="bk-hd"><span class="bk-lbl">Campaign · eCommerce</span><div class="bk-why"><b>Why:</b> exposure is tracked, but influence goes beyond clicks.</div></div> <ul class="bk-items"> <li><div class="it">Sponsored product · search &amp; category placements</div><div class="iw">Impressions and clicks, plus modelling for the full effect.</div></li> <li><div class="it">Brand search ad</div><div class="iw">Visibility vs organic. Direct sales are only part of it.</div></li> <li><div class="it">Homepage banner · category sponsorship</div><div class="iw">Seen by many who never click.</div></li> <li><div class="it">Newsletter · app push</div><div class="iw">Often no metrics. Proven with AI lift vs baseline.</div></li> </ul> </div> <div class="bucket m"> <div class="bk-hd"><span class="bk-lbl">Campaign · In store</span><div class="bk-why"><b>Why:</b> no impressions or clicks, so it's proven with test vs control stores.</div></div> <ul class="bk-items"> <li><div class="it">Brand-booked POS (sticker, shelf tag, wobbler)</div><div class="iw">Paid for by the brand, in selected stores.</div></li> <li><div class="it">Gondola end · secondary placement</div><div class="iw">Extra visibility vs matched stores without it.</div></li> <li><div class="it">DOOH · in-store screens</div><div class="iw">Footfall at most, so the proof is the control group.</div></li> <li><div class="it">Sampling · in-store demo</div><div class="iw">Short uplift and repeat purchase vs control stores.</div></li> </ul> </div> </div> <h3 id="questions">Not sure? Ask these questions, top to bottom</h3> <p class="small">The first yes decides.</p> <div class="dd" role="group" aria-label="Decision diagram: four questions leading to Promotion, Campaign or Neither"> <div class="q" style="grid-row:1"><span class="n">1</span><div><div class="qt2">Do you know <em>all</em> the transactions that got the deal price?</div><div class="qh">A promotion is flagged on every sale that got it. Attributed sales from an ad only ever cover some of them.</div><a class="ym p" href="#promotions">Yes → Promotion</a></div></div> <div class="yes" style="grid-row:1"><span>YES</span></div> <div class="out p" style="grid-row:1"><span class="ot">Promotion</span><span class="od">How much sold on the deal</span><span class="go">Promotions in eRAM</span></div> <div class="no" style="grid-row:2"><span>NO</span></div> <div class="q" style="grid-row:3"><span class="n">2</span><div><div class="qt2">Did the brand book and pay for extra visibility?</div><div class="qh">A sponsored slot, banner, sticker or screen.</div><a class="ym m" href="#campaigns">Yes → Campaign</a></div></div> <div class="yes" style="grid-row:3"><span>YES</span></div> <div class="no" style="grid-row:4"><span>NO</span></div> <div class="q" style="grid-row:5"><span class="n">3</span><div><div class="qt2">Is its success shown by exposure or engagement?</div><div class="qh">Impressions, clicks, views, footfall.</div><a class="ym m" href="#campaigns">Yes → Campaign</a></div></div> <div class="yes" style="grid-row:5"><span>YES</span></div> <div class="no" style="grid-row:6"><span>NO</span></div> <div class="q" style="grid-row:7"><span class="n">4</span><div><div class="qt2">Does proving its impact need modelling on total sales?</div><div class="qh">AI incrementality online, test vs control stores in store.</div><a class="ym m" href="#campaigns">Yes → Campaign</a></div></div> <div class="yes" style="grid-row:7"><span>YES</span></div> <div class="out m span" style="grid-row:3 / 8"><span class="ot">Campaign</span><span class="od">How much sold because of the activation</span><span class="go">Marketing Impact in eRAM</span></div> <div class="no" style="grid-row:8"><span>NO</span></div> <div class="end" style="grid-row:9"><b>All no → Neither.</b> Likely organic growth or a distribution change. Look in Sales Pulse.</div> </div> <h3 id="example">Putting it together: one omnichannel retailer</h3> <p class="small">An example of how everything above connects. A retailer with an eshop, physical stores and a retail media platform sends three data feeds. Each feed lands in one bucket, answers one question, and shows up in one place in eRAM.</p> <div class="tflow"><span class="s">Data feed</span>→<span class="s">Bucket</span>→<span class="s">Question it answers</span>→<span class="s">Where in eRAM</span></div> <div class="tie"> <div class="tcard p"> <div class="th2"><div class="k">Data feed</div><div class="t">Sales feed with promo flags</div></div> <dl> <dt>What's in it</dt><dd>Eshop, app and store sales. Every order line sold under a deal is flagged.</dd> <dt>Bucket</dt><dd><span class="badge p">Promotion</span></dd> <dt>Question it answers</dt><dd class="qq">How much did we sell on the deal?</dd> <dt>Where in eRAM</dt><dd><span class="wh">Sales Pulse · Sales Decomposition</span></dd> </dl> </div> <div class="tcard m"> <div class="th2"><div class="k">Data feed</div><div class="t">Retail media platform · online</div></div> <dl> <dt>What's in it</dt><dd>Sponsored products, search and category placements, banners. Usually impressions, clicks and attributed sales.</dd> <dt>Bucket</dt><dd><span class="badge m">Campaign · eCommerce</span></dd> <dt>Question it answers</dt><dd class="qq">How much did we sell because of it?</dd> <dt>Where in eRAM</dt><dd><span class="wh">Marketing Impact · Campaign Results</span></dd> </dl> </div> <div class="tcard m"> <div class="th2"><div class="k">Data feed</div><div class="t">In-store media · POS &amp; DOOH</div></div> <dl> <dt>What's in it</dt><dd>The campaign and its list of test stores. No impressions, clicks or direct sales.</dd> <dt>Bucket</dt><dd><span class="badge m">Campaign · In store</span></dd> <dt>Question it answers</dt><dd class="qq">How much did we sell because of it, vs control stores?</dd> <dt>Where in eRAM</dt><dd><span class="wh">Marketing Impact · Store Control Group</span></dd> </dl> </div> </div> <div class="part" id="find"><span class="pn">Part 2 · Find it in eRAM</span><span class="pd">Once you know the bucket: where to look, what it measures, and what data feeds it.</span></div> <!-- ── PROMOTIONS ── --> <section class="sec-p"> <h2 id="promotions"><span class="pc">Promotions</span> · how much sold on the deal</h2> <h3 class="step"><span class="sn">1</span>Where in eRAM</h3> <ul class="vlist"> <li><span class="badge p">Sales Pulse</span><span>Promotion Type and Promotion Name as dimensions, with the promo metrics.</span></li> <li><span class="badge p">Sales Decomposition</span><span>Promo Type as a filter and node, and a KPI-tree card based on promo.</span></li> </ul> <div class="shots"> <figure class="shot p" id="shot-promo-pulse"> <div class="frame mockf"><div class="mock" role="img" aria-label="Illustration of Sales Pulse with Promotion Type as the dimension"><div class="mbar"><i></i><i></i><i></i><span class="mt">Sales Pulse · Dimension: Promotion Type</span><span class="ill">Illustration</span></div><div class="mb"> <table> <thead><tr><th>Promotion Type</th><th>Sales Value</th><th>Share</th><th>Avg Price</th></tr></thead> <tbody> <tr><td><span class="sw" style="background:var(--promo)"></span>Simple Discount</td><td>€21,400</td><td>21%</td><td>€2.49</td></tr> <tr><td><span class="sw" style="background:var(--promo);opacity:.7"></span>X+Y Free</td><td>€12,800</td><td>13%</td><td>€1.98</td></tr> <tr><td><span class="sw" style="background:var(--promo);opacity:.45"></span>Bundle / Tiered</td><td>€6,100</td><td>6%</td><td>€2.10</td></tr> <tr><td><span class="sw" style="background:var(--no)"></span>No promotion</td><td>€59,700</td><td>60%</td><td>€2.89</td></tr> </tbody> </table> <div class="split"><div style="width:40%;background:var(--promo)"></div><div style="width:60%;background:var(--no)"></div></div> <div class="lg"><span>Promo sales share <b style="color:var(--promo)">40%</b></span><span>Non-promo 60%</span></div> </div></div></div> <figcaption><b>Sales Pulse.</b> Promo vs non-promo sales by promotion type.</figcaption> </figure> <figure class="shot p" id="shot-promo-decomp"> <div class="frame mockf"><div class="mock" role="img" aria-label="Illustration of the Sales Decomposition KPI tree with promo split"><div class="mbar"><i></i><i></i><i></i><span class="mt">Sales Decomposition · KPI tree</span><span class="ill">Illustration</span></div><div class="mb"> <div class="tree"> <div class="node"><div class="k">Sales Value</div><div class="v">€100.0k <span class="up">+8%</span></div></div> <div class="vline"></div> <div class="row"> <div class="node"><div class="k">Avg Price</div><div class="v">€2.52 <span class="dn">−3%</span></div></div> <div class="node"><div class="k">Units</div><div class="v">39.7k <span class="up">+11%</span></div></div> </div> <div class="vline"></div> <div class="row"> <div class="node pr"><div class="k">Promo sales share</div><div class="v">40% <span class="up">+12 pts</span></div></div> <div class="node pr"><div class="k">Promoted units</div><div class="v">17.9k <span class="up">+18%</span></div></div> <div class="node"><div class="k">Non-promoted units</div><div class="v">21.8k <span class="up">+6%</span></div></div> </div> </div> </div></div></div> <figcaption><b>Sales Decomposition.</b> How much of the price move is promo-driven.</figcaption> </figure> </div> <h3 class="step"><span class="sn">2</span>What it measures</h3> <p class="bridge">These metrics count what sold on the deal. None of them say the deal caused the sale.</p> <div class="metrics"> <div class="met"><div class="dot p"></div><div><div class="n">Promo Sales Value &amp; Units</div><div class="d">Sold while under promotion</div></div></div> <div class="met"><div class="dot p"></div><div><div class="n">Promo Sales / Units Share %</div><div class="d">Promo ÷ total</div></div></div> <div class="met"><div class="dot p"></div><div><div class="n">Non-Promo Sales Value &amp; Units</div><div class="d">Sold outside promotional activity</div></div></div> <div class="met"><div class="dot p"></div><div><div class="n">Average Promo Price</div><div class="d">Average selling price while on promo</div></div></div> <div class="met"><div class="dot p"></div><div><div class="n">Number of Promotions</div><div class="d">Distinct promotions in the period</div></div></div> <div class="met"><div class="dot p"></div><div><div class="n">Days in Promo</div><div class="d">Total days products were on promo</div></div></div> </div> <h3 class="step"><span class="sn">3</span>What data it needs</h3> <p class="small">Promotions arrive on each order line in the sales feed. All types set <span class="mono">is_promo=true</span>.</p> <div class="types"> <div class="type-card"><div class="th">Simple Discount</div><div class="tb">% or fixed amount off.<div class="code">€2.00 → €1.50, buy 3<br>promo_value=4.50<br>promo_units=3</div></div></div> <div class="type-card"><div class="th">X+Y Free · Same SKU</div><div class="tb">e.g. buy 1 get 1 free.<div class="code">unit €2.00, buy 3<br>promo_value=4.00<br>promo_units=1</div></div></div> <div class="type-card"><div class="th">X+Y Free · Different SKUs</div><div class="tb">Paid and free items on separate lines.<div class="code">Paid: value=4.00, units=0<br>Free: value=0.00, units=1</div></div></div> <div class="type-card"><div class="th">Bundle / Tiered</div><div class="tb">e.g. 2 for €3.99.<div class="code">promo_value=3.99<br>promo_units=2</div></div></div> <div class="type-card"><div class="th">Free Item Award</div><div class="tb">Loyalty gift, clearance.<div class="code">revenue €0.01 (not €0.00)<br>promo_units=2</div></div></div> </div> <h3 class="step"><span class="sn">4</span>Integration spec</h3> <div class="spec1"><span>How to send <span class="mono">is_promo</span>, <span class="mono">promo_value</span> and <span class="mono">promo_units</span> in the sales feed.</span><a href="https://help.convertgroup.com/kb/guide/en/connecting-your-data-integration-options-4pm2hTwdMf/Steps/4075166,4075175,1927070,1927071" target="_blank" rel="noopener">View promo spec →</a></div> </section> <!-- ── MARKETING IMPACT ── --> <section class="sec-m"> <h2 id="campaigns"><span class="mc">Marketing Impact</span> · how much sold because of it</h2> <h3 class="step"><span class="sn">1</span>Where in eRAM</h3> <ul class="vlist"> <li><span class="badge m">MI tab</span><span>All campaigns per company × retailer, with a results deep-dive per campaign.</span></li> <li><span class="badge m">Campaign Results</span><span>Overview tiles, AI incrementality, store control group (physical stores), attribution by medium, competition benchmark, customer insights (Partner plan).</span></li> </ul> <div class="shots"> <figure class="shot m" id="shot-mi-online"> <div class="frame mockf"><img src="data:image/png;base64,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" style="width:100%;height:auto;display:block;border-radius:6px;"></div> <figcaption><b>Online campaign.</b> Exposure, direct sales and incrementality.</figcaption> </figure> <figure class="shot m" id="shot-mi-scg"> <div class="frame mockf"><img 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" style="width:100%;height:auto;display:block;border-radius:6px;"></div> <figcaption><b>In-store campaign.</b> Test vs control stores, pre / during / post.</figcaption> </figure> </div> <h3 class="step"><span class="sn">2</span>What it measures</h3> <p class="bridge">Direct sales are the part we can see. Incremental revenue is the full answer.</p> <div class="metrics"> <div class="met"><div class="dot m"></div><div><div class="n">Estimated Incremental Revenue</div><div class="d">Sales that wouldn't have happened without the campaign</div></div></div> <div class="met"><div class="dot m"></div><div><div class="n">ROAS / iROAS</div><div class="d">Revenue per €1 spent; iROAS counts incremental only</div></div></div> <div class="met"><div class="dot m"></div><div><div class="n">Direct Sales &amp; Baskets</div><div class="d">Attributed to the activation, where the retailer sends it</div></div></div> <div class="met"><div class="dot m"></div><div><div class="n">Impressions · Clicks · CTR</div><div class="d">Exposure, where the retailer sends it</div></div></div> <div class="met"><div class="dot m"></div><div><div class="n">Sales Value · Baskets · Penetration</div><div class="d">Total for promoted products during the campaign</div></div></div> <div class="met"><div class="dot m"></div><div><div class="n">Store Control Group</div><div class="d">Avg sales per store per week, test vs control</div></div></div> </div> <h3 class="step"><span class="sn">3</span>What data it needs</h3> <div style="display:grid;grid-template-columns:1fr 1fr;gap:12px;margin-bottom:14px;"> <!-- What the retailer provides --> <div style="border-radius:10px;border:1.5px solid var(--border);overflow:hidden;background:var(--surface);"> <div style="padding:10px 16px;background:var(--surface-2);border-bottom:1px solid var(--border);"> <div style="font-size:10px;font-weight:700;text-transform:uppercase;letter-spacing:.09em;color:var(--muted);margin-bottom:2px;">Input</div> <div style="font-size:15px;font-weight:700;">What the retailer provides</div> </div> <div style="padding:14px 16px;"> <div style="font-size:11px;font-weight:700;text-transform:uppercase;letter-spacing:.07em;color:var(--muted);margin-bottom:7px;">Minimum — always required</div> <div style="display:flex;flex-wrap:wrap;gap:5px;margin-bottom:14px;"> <span style="font-size:12px;font-weight:600;padding:3px 9px;border-radius:5px;background:var(--surface-2);border:1px solid var(--border);">Campaign name</span> <span style="font-size:12px;font-weight:600;padding:3px 9px;border-radius:5px;background:var(--surface-2);border:1px solid var(--border);">Dates</span> <span style="font-size:12px;font-weight:600;padding:3px 9px;border-radius:5px;background:var(--surface-2);border:1px solid var(--border);">Medium</span> <span style="font-size:12px;font-weight:600;padding:3px 9px;border-radius:5px;background:var(--surface-2);border:1px solid var(--border);">Promoted SKUs</span> <span style="font-size:12px;font-weight:600;padding:3px 9px;border-radius:5px;background:var(--surface-2);border:1px solid var(--border);">Campaign ID</span> </div> <div style="font-size:11px;font-weight:700;text-transform:uppercase;letter-spacing:.07em;color:var(--muted);margin-bottom:7px;">Optional — upgrades the report</div> <div style="display:flex;flex-direction:column;gap:5px;font-size:12.5px;color:var(--muted);"> <div style="display:flex;gap:7px;align-items:center;"><span style="font-size:10px;">●</span>Impressions &amp; clicks <span style="font-size:11px;">(eCommerce)</span></div> <div style="display:flex;gap:7px;align-items:center;"><span style="font-size:10px;">●</span>Direct sales <span style="font-size:11px;">(eCommerce)</span></div> <div style="display:flex;gap:7px;align-items:center;"><span style="font-size:10px;">●</span>Test store list <span style="font-size:11px;">(in-store)</span></div> </div> </div> </div> <!-- What we add on top --> <div style="border-radius:10px;border:2px solid var(--mi-bd);overflow:hidden;"> <div style="padding:10px 16px;background:var(--mi);border-bottom:1px solid var(--mi-bd);"> <div style="font-size:10px;font-weight:700;text-transform:uppercase;letter-spacing:.09em;color:rgba(255,255,255,.65);margin-bottom:2px;">Our layer</div> <div style="font-size:15px;font-weight:700;color:#fff;">What we add on top</div> </div> <div style="padding:14px 16px;background:var(--mi-bg);"> <div style="font-size:11px;font-weight:700;text-transform:uppercase;letter-spacing:.07em;color:var(--mi);margin-bottom:9px;">Always — regardless of what the retailer sends</div> <div style="display:flex;flex-direction:column;gap:8px;"> <div style="display:flex;gap:9px;align-items:baseline;font-size:13px;font-weight:600;"><span style="color:var(--yes);font-size:15px;">✓</span>AI Incrementality &amp; Sales Lift</div> <div style="display:flex;gap:9px;align-items:baseline;font-size:13px;font-weight:600;"><span style="color:var(--yes);font-size:15px;">✓</span>iROAS</div> <div style="display:flex;gap:9px;align-items:baseline;font-size:13px;font-weight:600;"><span style="color:var(--yes);font-size:15px;">✓</span>Campaign sales &amp; baskets</div> <div style="display:flex;gap:9px;align-items:baseline;font-size:13px;font-weight:600;"><span style="color:var(--yes);font-size:15px;">✓</span>Incremental vs baseline breakdown</div> <div style="display:flex;gap:9px;align-items:baseline;font-size:13px;font-weight:600;"><span style="color:var(--yes);font-size:15px;">✓</span>Competition benchmark</div> </div> </div> </div> </div> <!-- Upgrade rows --> <div style="font-size:11.5px;font-weight:700;color:var(--muted);margin-bottom:8px;letter-spacing:.03em;">Every extra bit the retailer sends upgrades the report</div> <div style="display:flex;flex-direction:column;gap:7px;margin-bottom:16px;"> <div style="display:flex;align-items:center;gap:10px;padding:11px 14px;background:var(--yes-bg);border:1.5px solid var(--yes-bd);border-radius:8px;flex-wrap:wrap;"> <div style="font-size:13px;font-weight:600;min-width:180px;flex-shrink:0;">Impressions, clicks &amp; direct sales</div> <div style="font-size:16px;color:var(--yes);flex-shrink:0;">→</div> <div style="display:flex;flex-wrap:wrap;gap:5px;"> <span style="font-size:11.5px;font-weight:700;padding:2px 8px;border-radius:4px;background:var(--yes);color:#fff;">Impressions &amp; CTR</span> <span style="font-size:11.5px;font-weight:700;padding:2px 8px;border-radius:4px;background:var(--yes);color:#fff;">Direct sales</span> <span style="font-size:11.5px;font-weight:700;padding:2px 8px;border-radius:4px;background:var(--yes);color:#fff;">ROAS</span> <span style="font-size:11.5px;font-weight:700;padding:2px 8px;border-radius:4px;background:var(--yes);color:#fff;">Visibility &amp; position</span> </div> </div> <div style="display:flex;align-items:center;gap:10px;padding:11px 14px;background:var(--mi-bg);border:1.5px solid var(--mi-bd);border-radius:8px;flex-wrap:wrap;"> <div style="font-size:13px;font-weight:600;min-width:180px;flex-shrink:0;">Test store list <span style="font-size:11.5px;font-weight:400;color:var(--muted);">in-store campaigns</span></div> <div style="font-size:16px;color:var(--mi);flex-shrink:0;">→</div> <div style="display:flex;flex-wrap:wrap;gap:5px;"> <span style="font-size:11.5px;font-weight:700;padding:2px 8px;border-radius:4px;background:var(--mi);color:#fff;">Test vs control stores</span> <span style="font-size:11.5px;font-weight:700;padding:2px 8px;border-radius:4px;background:var(--mi);color:#fff;">Pre / during / post</span> <span style="font-size:11.5px;font-weight:700;padding:2px 8px;border-radius:4px;background:var(--mi);color:#fff;">Sustained lift</span> </div> </div> </div> <!-- Note --> <div style="background:var(--warn-bg);border:2px solid var(--warn-bd);border-radius:9px;padding:12px 16px;margin-bottom:14px;display:flex;gap:10px;align-items:flex-start;"> <span style="font-size:10px;font-weight:800;letter-spacing:.1em;text-transform:uppercase;background:var(--warn);color:#fff;padding:3px 9px;border-radius:5px;flex-shrink:0;margin-top:1px;">Note</span> <div style="font-size:13px;line-height:1.55;">No ad metrics from the retailer? No problem — <b>AI calculates the impact anyway</b> using total sales of the promoted products.</div> </div> <h3 class="step"><span class="sn">4</span>Integration spec</h3> <div class="spec1"><span>RMN ETL and campaign data formats for the Marketing Impact module.</span><a href="https://help.convertgroup.com/kb/guide/en/connecting-your-data-integration-options-4pm2hTwdMf/Steps/4075166,4075175,1927070,3593370" target="_blank" rel="noopener">View Marketing Impact spec →</a></div> </section> </div> </body></html>