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\") 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\") 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\") format(\"woff2\"); font-weight: 500; font-style: normal; font-display: swap; }\n@property --section-progress { syntax: \"<number>\"; inherits: false; initial-value: 0; }\n@property --section-visible  { syntax: \"<number>\"; inherits: false; initial-value: 0; }\n:root {\n--neutro-grafite: #161616;\n--neutro-escuro:  #303030;\n--neutro-medio:   #545454;\n--neutro-claro:   #ededed;\n--neutro-papel:   #f4f3f2;\n--espectro-vermelho: #9a1519;\n--espectro-laranja:  #d4702f;\n--espectro-amarelo:  #fad305;\n--espectro-verde:    #308f2f;\n--espectro-azul:     #5285b7;\n--espectro-anil:     #0b0960;\n--espectro-violeta:  #340343;\n--font-display: \"Archivo\", \"Arial Black\", system-ui, sans-serif;\n--font-texto:   \"Mulish\", system-ui, sans-serif;\n--font-tecnica: \"JetBrains Mono\", ui-monospace, \"Consolas\", monospace;\n--display-xl-size: clamp(1.75rem, min(11.3vw - 5px, max(5vw, 2.5rem)), 7.5rem);\n--display-xl-lh: 1;\n--display-xl-weight: 900;\n--display-grande-size: clamp(2.125rem, 3.8vw, 5.5rem);  \n--display-grande-lh: 1.08;\n--display-grande-weight: 900;\n--display-medio-size: clamp(1.625rem, 2.223vw, 2.75rem); \n--display-medio-lh: 1.1;\n--display-medio-weight: 700;\n--display-pequeno-size: clamp(1.25rem, 1.528vw, 1.75rem); \n--display-pequeno-lh: 1.15;\n--display-pequeno-weight: 600;\n--texto-grande-size: clamp(1.0625rem, 1.389vw, 1.5rem); \n--texto-grande-lh: 1.6;\n--texto-base-size: 1rem;         \n--texto-base-lh: 1.65;\n--texto-pequeno-size: 0.875rem;  \n--texto-pequeno-lh: 1.45;\n--texto-destaque-weight: 600;    \n--texto-botao-size: 0.9375rem;   \n--tecnica-label-size: 0.75rem;   \n--tecnica-label-lh: 1.3;\n--tecnica-dado-size: 0.875rem;   \n--tecnica-dado-lh: 1.3;\n--sin60: 0.866;          \n--tan30: 0.57735;        \n--grade-lado: 120px;     \n--grade-linha: 103.923px;\n--e1: .866rem; --e2: 1.732rem; --e3: 2.598rem; --e4: 3.464rem; --e5: 5.196rem; --e6: 6.928rem; --e7: 10.392rem; --e8: 13.856rem;\n--gutter: 24px;\n--secao-pad-y: 96px;\n--gap-bloco: clamp(var(--e4), 7vw, var(--e6));     \n--gap-cabecalho: var(--e2);\n--gap-card: var(--e3);\n--conteudo-max: 1664px;  \n}\n@media (min-width: 768px) {\n:root { --gutter: 64px; --secao-pad-y: 160px; }\n}\n*, *::before, *::after { box-sizing: border-box; }\nhtml {\n-webkit-text-size-adjust: 100%; text-size-adjust: 100%;\nscroll-padding-top: var(--header-h, 96px); \n}\n@media (prefers-reduced-motion: no-preference) { html:not(.lenis) { scroll-behavior: smooth; } }\nhtml.lenis { scroll-behavior: auto; }\nbody, h1, h2, h3, p, figure, ol, ul { margin: 0; }\nol[role=\"list\"], ul[role=\"list\"], .site-nav ul { list-style: none; padding: 0; }\nimg, svg { display: block; max-width: 100%; }\npicture { display: contents; } \ninput, textarea, button { font: inherit; color: inherit; }\na { color: inherit; }\n[hidden] { display: none !important; } \nbody {\nfont-family: var(--font-texto);\nfont-size: var(--texto-base-size);\nline-height: var(--texto-base-lh);\nbackground: var(--neutro-grafite);\ncolor: var(--neutro-papel);\n-webkit-font-smoothing: antialiased;\n}\n.visually-hidden {\nposition: absolute !important; width: 1px; height: 1px; padding: 0; margin: -1px;\noverflow: hidden; clip: rect(0 0 0 0); white-space: nowrap; border: 0;\n}\n.skip-link {\nposition: fixed; top: 8px; left: 8px; z-index: 100;\npadding: 12px 16px; background: var(--neutro-papel); color: var(--neutro-grafite);\nfont-weight: 700; transform: translateY(-200%);\n}\n.skip-link:focus { transform: none; }\n:focus-visible { outline: 2px solid var(--acento, var(--espectro-laranja)); outline-offset: 4px; } \n[tabindex=\"-1\"]:focus { outline: none; }\n.display-xl {\nfont-family: var(--font-display); font-weight: var(--display-xl-weight);\nfont-size: var(--display-xl-size); line-height: var(--display-xl-lh);\n}\n.display-grande {\nfont-family: var(--font-display); font-weight: var(--display-grande-weight);\nfont-size: var(--display-grande-size); line-height: var(--display-grande-lh);\n}\n.display-medio {\nfont-family: var(--font-display); font-weight: var(--display-medio-weight);\nfont-size: var(--display-medio-size); line-height: var(--display-medio-lh);\n}\n.display-pequeno {\nfont-family: var(--font-display); font-weight: var(--display-pequeno-weight);\nfont-size: var(--display-pequeno-size); line-height: var(--display-pequeno-lh);\n}\n.texto-grande { font-size: var(--texto-grande-size); line-height: var(--texto-grande-lh); }\n.eyebrow {\nfont-family: var(--font-tecnica); font-weight: 500;\nfont-size: var(--tecnica-label-size); line-height: var(--tecnica-label-lh);\ntext-transform: uppercase;\n}\n.tecnica-dado {\nfont-family: var(--font-tecnica); font-weight: 500;\nfont-size: var(--tecnica-dado-size); line-height: var(--tecnica-dado-lh);\n}\n.nota { font-size: var(--texto-pequeno-size); line-height: var(--texto-pequeno-lh); color: var(--cor-apoio, var(--neutro-claro)); }\n[data-theme=\"dark\"]  { background: var(--neutro-grafite); color: var(--neutro-papel); --cor-apoio: var(--neutro-claro); --cor-eyebrow: var(--neutro-claro); --cor-linha: var(--neutro-medio); }\n[data-theme=\"light\"] { background: var(--neutro-papel);   color: var(--neutro-grafite); --cor-apoio: var(--neutro-escuro); --cor-eyebrow: var(--neutro-escuro); --cor-linha: var(--neutro-medio); }\n.eyebrow { color: var(--cor-eyebrow, inherit); }\n.eyebrow--acento { color: var(--cor-eyebrow, inherit); } \n.texto-grande { color: var(--cor-apoio, inherit); }\n.site-header {\nposition: fixed; top: 0; left: 0; right: 0; z-index: 10;\ndisplay: flex; flex-wrap: wrap; align-items: center; justify-content: space-between;\ngap: 12px 24px;\n--margem: max(var(--gutter), (100vw - var(--conteudo-max)) / 2);\npadding: clamp(14px, 2.223vw, 32px) var(--margem);\nbackground: var(--neutro-grafite); color: var(--neutro-papel);\n}\nhtml[data-section-theme=\"light\"] .site-header { background: var(--neutro-papel); color: var(--neutro-grafite); }\nhtml[data-section-theme=\"light\"] .site-header .logo--branco { display: none; }\nhtml[data-section-theme=\"light\"] .site-header .logo--preto { display: block; }\n.site-header__logo { display: block; }\n.logo { width: clamp(170px, 13.889vw, 240px); height: auto; } \n.logo--preto { display: none; }\n.site-nav ul { display: flex; flex-wrap: wrap; gap: 0 clamp(16px, 2.778vw, 40px); }\n.site-nav a {\ndisplay: inline-block; padding-block: 8px; \nfont-family: var(--font-tecnica); font-weight: 500; font-size: var(--tecnica-label-size);\nline-height: var(--tecnica-label-lh); text-transform: uppercase; text-decoration: none;\n}\n.site-nav a[aria-current] { text-decoration: underline; text-underline-offset: 6px; }\n.stage { position: fixed; inset: 0; z-index: 0; pointer-events: none; overflow: hidden; background: var(--neutro-grafite); }\n.stage > * { position: absolute; }\n.stage__nevoa { inset: 0; background: radial-gradient(120% 80% at 70% 60%, var(--neutro-escuro) 0%, var(--neutro-grafite) 60%); opacity: .55; }\n.stage__grade {\ninset: 0;\nbackground: url(\"data:image/svg+xml;base64,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\") 0 0 / var(--grade-lado) calc(var(--grade-linha) * 2) repeat;\n}\n.stage__feixe {\nright: 0; bottom: 5.556%;\nwidth: min(47.223vw, 1000px); height: auto;\nopacity: calc(1 - var(--hero-exit, 0));\n}\n@media (max-width: 767px) {\n.stage__feixe { width: calc(100% - var(--gutter)); bottom: 12%; }\n}\nmain, .site-footer { position: relative; z-index: 1; }\nmain:focus { outline: none; }\n.section { position: relative; }\n.section[data-theme=\"dark\"]  { background: var(--section-bg-dark, transparent); }\n.section[data-theme=\"light\"] { background: var(--section-bg-light, var(--neutro-papel)); }\n.section__inner {\nposition: relative; z-index: 1;\nwidth: min(100% - 2 * var(--gutter), var(--conteudo-max));\nmargin-inline: auto;\npadding-block: var(--secao-pad-y);\ndisplay: flex; flex-direction: column; gap: var(--gap-bloco);\n}\n.section--hero .section__inner { padding-top: calc(var(--header-h, 96px) + 32px); }\n.cabecalho { display: flex; flex-direction: column; gap: var(--gap-cabecalho); }\n.cabecalho h2 { max-width: 20.8em; }          \n.cabecalho__texto { max-width: 38em; }        \n.ctas { display: flex; flex-wrap: wrap; align-items: center; gap: 16px 32px; }\n.btn {\ndisplay: inline-flex; align-items: center; min-height: 44px;\nfont-family: var(--font-texto); font-weight: 700; font-size: var(--texto-botao-size); line-height: 1;\ntext-decoration: none; cursor: pointer; border: 0; background: none;\n}\n.btn--primario {\n--chanfro-h: 24px;\npadding: 18px 40px 18px 32px;\nbackground: var(--espectro-laranja); color: var(--neutro-grafite);\nclip-path: polygon(0 0, calc(100% - var(--chanfro-h) * var(--tan30)) 0, 100% var(--chanfro-h), 100% 100%, 0 100%);\n}\n.btn--primario:focus-visible { outline: 2px solid var(--neutro-grafite); outline-offset: -5px; } \n.btn--secundario {\npadding-block: 12px;\ntext-decoration: underline; text-decoration-thickness: 2px; text-underline-offset: 8px;\n}\n.section--hero { display: flex; flex-direction: column; justify-content: center; min-height: 100vh; min-height: 100svh; }\n.hero__conteudo { gap: 32px; }\n.hero__conteudo h1 { max-width: 12.5em; } \n.hero__sub { max-width: 31em; }           \n.fases { display: grid; grid-template-columns: repeat(auto-fit, minmax(min(100%, 280px), 1fr)); gap: var(--gap-card); }\n.card-fase {\n--chanfro-h: 38px;\ndisplay: flex; flex-direction: column; gap: 16px;\npadding: 40px 32px 32px;\nbackground: var(--neutro-claro);\nclip-path: polygon(0 0, calc(100% - var(--chanfro-h) * var(--tan30)) 0, 100% var(--chanfro-h), 100% 100%, 0 100%);\n}\n.card-fase__texto { color: var(--neutro-escuro); }\n.card-fase__entregavel { margin-top: auto; padding-top: 16px; border-top: 1px solid var(--neutro-medio); color: var(--neutro-grafite); }\n.corte-60 {\n--cut: calc(var(--h) * var(--tan30));\nheight: var(--h);\nbackground: var(--neutro-escuro);\nclip-path: polygon(var(--cut) 0, 100% 0, calc(100% - var(--cut)) 100%, 0 100%);\n}\n.showreel { position: relative; }\n.showreel__midia { --h: clamp(200px, 36.112vw, 800px); display: grid; place-items: center; } \n.showreel__play { width: clamp(36px, 3.889vw, 72px); height: auto; }\n.showreel__legenda { position: static; margin-top: 12px; display: flex; gap: 16px; align-items: baseline; }\n.showreel__legenda .eyebrow { color: var(--neutro-claro); }\n.cases { display: grid; grid-template-columns: repeat(auto-fit, minmax(min(100%, 260px), 1fr)); gap: var(--gap-card); }\n.case { display: flex; flex-direction: column; gap: 16px; }\n.case__tile { --h: clamp(180px, 18.056vw, 360px); } \n.case__titulo { font-size: var(--texto-base-size); font-weight: var(--texto-destaque-weight); line-height: 1.5; }\n.hscroll { position: relative; }\n.hscroll__sticky { width: min(100% - 2 * var(--gutter), var(--conteudo-max)); margin-inline: auto; padding-bottom: var(--secao-pad-y); }\n.hscroll[data-hscroll-active] .hscroll__sticky {\nposition: sticky; top: 0;\nwidth: 100%; height: 100vh; height: 100svh;\npadding: calc(var(--header-h, 96px) + 32px) 0 32px;\noverflow: hidden; \ndisplay: flex; align-items: center;\n}\n.hscroll[data-hscroll-active] .hscroll__track {\ndisplay: flex; flex-wrap: nowrap; gap: var(--gap-card);\npadding-inline: max(var(--gutter), (100% - var(--conteudo-max)) / 2); \nwidth: max-content; flex: 0 0 auto;\n}\n.hscroll[data-hscroll-active] .case { flex: 0 0 auto; width: clamp(360px, 58vw, 1100px); }\n.hscroll[data-hscroll-active] .case__tile { --h: clamp(220px, 30vw, 580px); }\n.blocos { display: grid; grid-template-columns: repeat(auto-fit, minmax(min(100%, 320px), 1fr)); gap: 40px 64px; }\n.bloco { display: flex; flex-direction: column; gap: 12px; padding-top: 20px; border-top: 1px solid var(--cor-linha); }\n.bloco p:not(.eyebrow) { color: var(--neutro-escuro); }\n.form { display: flex; flex-direction: column; gap: 40px; }\n.form__passo { display: flex; flex-direction: column; gap: 32px; margin: 0; padding: 0; border: 0; min-width: 0; }\n.form__passo:focus { outline: none; }\n.form__legenda { padding: 0; margin-bottom: 8px; color: var(--neutro-papel); }\n.form__etapa { color: var(--neutro-claro); }\n.form__linha { display: grid; grid-template-columns: repeat(auto-fit, minmax(min(100%, 280px), 1fr)); gap: 40px 64px; }\n.campo { display: flex; flex-direction: column; gap: 10px; }\n.campo__label { color: var(--neutro-claro); }\n.campo__opcional { text-transform: none; }\n.campo__input {\nwidth: 100%; padding: 4px 0 10px; border: 0; border-bottom: 1px solid var(--neutro-medio); border-radius: 0;\nbackground: transparent; font-size: var(--texto-base-size); line-height: 1.5; cursor: text;\n}\n.campo__input--area { resize: vertical; min-height: 3em; }\n.campo__input::placeholder { color: var(--neutro-claro); opacity: 1; font-weight: 400; }\n.campo__input:not(:placeholder-shown) { font-weight: 700; } \n.campo__input:focus-visible { outline: none; border-bottom-color: var(--acento, var(--espectro-laranja)); box-shadow: 0 1px 0 0 var(--acento, var(--espectro-laranja)); }\n.campo__input[aria-invalid=\"true\"] { border-bottom-color: var(--espectro-laranja); }\n.campo__erro { font-size: var(--texto-pequeno-size); color: var(--neutro-papel); padding-left: 12px; border-left: 3px solid var(--espectro-laranja); }\n.form__acoes { display: flex; flex-wrap: wrap; align-items: center; gap: 16px 32px; }\n.form__status { font-size: var(--texto-pequeno-size); color: var(--neutro-claro); }\n.site-footer {\ndisplay: flex; flex-wrap: wrap; align-items: center; justify-content: space-between; gap: 16px 32px;\npadding: 48px max(var(--gutter), (100vw - var(--conteudo-max)) / 2);\nborder-top: 1px solid var(--neutro-escuro);\nbackground: var(--neutro-grafite);\n}\n.site-footer .logo { width: 170px; } \n.site-footer__assinatura { color: var(--neutro-claro); }\n.site-footer__copy { color: var(--neutro-claro); }\n@media (prefers-reduced-motion: reduce) {\n*, *::before, *::after { transition-duration: 0.01ms !important; animation-duration: 0.01ms !important; scroll-behavior: auto !important; }\n}\n:root {\n--ease-ui:    cubic-bezier(.2, 0, 0, 1);       \n--ease-luz:   cubic-bezier(.22, .61, .36, 1);  \n--ease-marca: cubic-bezier(.65, 0, .35, 1);    \n--t-ui: 220ms;\n--t-passo: 480ms;\n--t-marca: 1400ms;\n--section-bg-light: transparent;\n--prisma: clamp(110px, 10vw, 200px);\n}\nhtml { --acento: var(--espectro-laranja); }\nhtml[data-section-current=\"method\"]  { --acento: var(--espectro-azul); }\nhtml[data-section-current=\"work\"]    { --acento: var(--espectro-amarelo); }\nhtml[data-section-current=\"project\"] { --acento: var(--espectro-verde); }\nhtml[data-section-current=\"contact\"] { --acento: var(--espectro-laranja); }\n.section--hero    { --cor-secao: var(--espectro-laranja); }\n.section--method  { --cor-secao: var(--espectro-azul); }\n.section--work    { --cor-secao: var(--espectro-amarelo); }\n.section--project { --cor-secao: var(--espectro-verde); }\n.section--contact { --cor-secao: var(--espectro-laranja); }\n@property --chanfro-h { syntax: \"<length>\"; inherits: false; initial-value: 24px; }\n.section, .site-footer { overflow-x: hidden; overflow-x: clip; }\n.stage, .stage__nevoa { overflow: hidden; contain: paint; }\n.btn--primario { overflow: hidden; } \n.stage__nevoa { inset: 0; background: none; opacity: 1; }\n.stage__foto {\nposition: absolute; inset: -4% 0 auto; width: 100%; height: 108%;\nobject-fit: cover; object-position: 50% 40%;\nopacity: .34;\ntransform-origin: 50% 30%;\ntransform: translate3d(0, 0, 0) scale(1.02);\nwill-change: transform;\n}\n.stage__nevoa::after {\ncontent: \"\"; position: absolute; inset: 0;\nbackground: linear-gradient(90deg, rgba(22,22,22,.6) 0%, rgba(22,22,22,.15) 55%, rgba(22,22,22,.35) 100%);\n}\n.stage__grade {\ninset: -208px 0 auto; height: calc(100% + 416px);\nopacity: .5; \nwill-change: transform;\n}\n.stage__cena { inset: 0; }\n.cena__tela { position: absolute; inset: 0; width: 100%; height: 100%; display: block; visibility: hidden; }\nhtml.js .stage__feixe { --feixe-op: 0; }\n.stage__feixe {\ninset: 0; right: auto; bottom: auto; width: 0; height: 0; \nopacity: var(--feixe-op, 1);\n}\n.feixe {\n--u: calc(var(--prisma) * var(--s, 1) / 517.31);\n--esp: calc(32 * var(--u));\n--h7: calc(var(--esp) / 7);\nposition: absolute; left: 0; top: 0;\ntransform: translate3d(70vw, 76vh, 0);\nwill-change: transform;\ncolor: var(--neutro-papel);\n}\n.feixe > * { position: absolute; display: block; }\n.feixe__entrada {\nright: calc(18.65 * var(--u)); top: calc(var(--esp) / -2);\nwidth: 160vmax; height: var(--esp);\nbackground: var(--neutro-papel);\ntransform-origin: 100% 50%;\ntransform: translateX(calc((1 - var(--in, 1)) * -100%)) scaleX(var(--en, 1));\n}\n.feixe__simbolo {\nleft: calc(-258.65 * var(--u)); top: calc(-64 * var(--u));\nwidth: calc(var(--prisma) * var(--s, 1)); height: auto; max-width: none;\nopacity: var(--prisma-op, 1);\nclip-path: polygon(0 0, 100% 0, 100% 10%, 55.356% 10%, 58.928% 16.667%, 100% 16.667%, 100% 100%, 0 100%);\n}\n.feixe[data-isotipo] .feixe__simbolo { clip-path: none; }\n.feixe__faixa { left: calc(27.71 * var(--u)); top: calc(var(--esp) / -2); width: 0; height: 0; }\n.feixe__faixa > span {\nposition: absolute; display: block;\ntop: calc((var(--i) + 3) * var(--h7));\nleft: calc((var(--i) + 3) * var(--h7) * var(--tan30));\nwidth: 160vmax; height: calc(var(--h7) + .4px); \nbackground: var(--c);\nclip-path: polygon(0 0, 100% 0, 100% 100%, calc(var(--h7) * var(--tan30)) 100%);\ntransform-origin: 0 50%;\ntransform: translateY(calc(var(--i) * var(--fx, 0) * 1px)) scaleX(var(--len, 1));\nopacity: calc(1 - var(--foco, 0) * .85 * min(1, max(var(--i) - var(--k, 0), var(--k, 0) - var(--i))));\n}\n.feixe__faixa > span:first-child { margin-top: -.6px; height: calc(var(--h7) + 1px); }\n.feixe__faixa > span:last-child { height: calc(var(--h7) + .6px); }\n.feixe__faixa > span::after {\ncontent: \"\"; position: absolute; inset: 0;\nbackground: var(--neutro-papel); opacity: var(--sop, 0);\n}\n.section {\n--e: clamp(0, (var(--section-enter, 1) - .06) / .44, 1);\n--x: clamp(0, (var(--section-exit, 0) - .6) / .4, 1);\n}\nhtml.scroll-on .section--hero > .section__inner {\ntransform: translate3d(0, calc(var(--section-exit, 0) * -12vh), 0);\n}\n[data-revela].display-grande {\n-webkit-mask-image: linear-gradient(120deg, #000 50%, transparent 50%);\nmask-image: linear-gradient(120deg, #000 50%, transparent 50%);\n-webkit-mask-size: 300% 100%; mask-size: 300% 100%;\n-webkit-mask-repeat: no-repeat; mask-repeat: no-repeat;\n-webkit-mask-position: calc((1 - var(--r, 1)) * 100%) 0;\nmask-position: calc((1 - var(--r, 1)) * 100%) 0;\n}\n.hscroll__sticky { position: relative; z-index: 1; }\n.hscroll[data-hscroll-active] .hscroll__sticky { position: sticky; }\n.section[data-theme=\"light\"] {\n--papel-recuo: 0px;\n--ch: clamp(40px, 7.2vw, 104px);            \n--cc: calc(var(--ch) * var(--tan30));       \ncolor: var(--neutro-grafite);\n}\n.section[data-theme=\"light\"]::before,\n.section[data-theme=\"light\"]::after {\ncontent: \"\"; position: absolute; z-index: 0;\ntop: 0; bottom: 0; left: var(--papel-recuo); right: var(--papel-recuo);\nclip-path: polygon(0 0, calc(100% - var(--cc)) 0, 100% var(--ch), 100% 100%, var(--cc) 100%, 0 calc(100% - var(--ch)));\npointer-events: none;\n}\n.section[data-theme=\"light\"]::before { background: var(--neutro-papel); }\n.section[data-theme=\"light\"]::after { background: var(--neutro-escuro); opacity: 0; }\nhtml.revela-on .section[data-theme=\"light\"]::after { opacity: 1; transition: opacity 600ms var(--ease-luz); }\nhtml.revela-on .section[data-theme=\"light\"][data-revelado]::after { opacity: 0; }\n.section[data-theme=\"light\"] > .section__inner::before {\ncontent: \"\"; position: absolute; top: 0; left: 0;\nwidth: min(38vw, 520px); height: 3px;\nbackground: var(--cor-secao);\ntransform-origin: 0 50%;\n}\n@media (min-width: 768px) {\n.section[data-theme=\"light\"] { --papel-recuo: calc(var(--gutter) * .5); }\nhtml.scroll-on[data-section-theme=\"light\"] .site-header {\n--recuo: calc(var(--gutter) * .5);\nbackground: linear-gradient(90deg, transparent var(--recuo), var(--neutro-papel) var(--recuo), var(--neutro-papel) calc(100% - var(--recuo)), transparent calc(100% - var(--recuo)));\n}\n}\n.site-header { transition: background-color var(--t-ui) var(--ease-ui), color var(--t-ui) var(--ease-ui); }\n.site-nav a { position: relative; text-decoration: none; }\n.site-nav a[aria-current] { text-decoration: none; }\n.site-nav a::after {\ncontent: \"\"; position: absolute; left: 0; right: 0; bottom: 2px; height: 2px;\nbackground: currentColor;\ntransform: scaleX(0); transform-origin: 100% 50%;\ntransition: transform var(--t-ui) var(--ease-ui);\n}\n.site-nav a:hover::after, .site-nav a:focus-visible::after { transform: scaleX(1); transform-origin: 0 50%; }\n.site-nav a[aria-current]::after { transform: scaleX(1); background: var(--acento); height: 3px; }\n.site-header__logo { display: flex; align-items: center; min-height: 44px; }\n.site-nav a { display: inline-flex; align-items: center; min-height: 44px; padding: 0 12px; margin-inline: -12px; }\n.site-nav ul { column-gap: clamp(8px, 2.2vw, 32px); }\n:focus-visible { outline: 2px solid var(--acento); outline-offset: 4px; }\n[data-theme=\"light\"] :focus-visible { outline-color: var(--cor-secao, var(--acento)); }\nhtml[data-section-theme=\"light\"] .site-header :focus-visible { outline-color: var(--acento); }\n[data-theme=\"dark\"] a:focus-visible, [data-theme=\"dark\"] button:focus-visible:not(.btn--primario) { box-shadow: 0 0 0 7px rgba(22, 22, 22, .7); }\n.menu-toggle { display: none; }\n@media (max-width: 767px) {\nhtml.js .site-header { flex-wrap: nowrap; gap: 12px; padding-block: 6px; }\nhtml.menu-aberto .site-header { background: var(--neutro-grafite); color: var(--neutro-papel); }\nhtml.menu-aberto .site-header .logo--branco { display: block; }\nhtml.menu-aberto .site-header .logo--preto { display: none; }\nhtml.js .site-header__logo, html.js .menu-toggle { position: relative; z-index: 10; } \n.site-header .logo { width: auto; height: 32px; }\n.site-header__logo { display: flex; align-items: center; min-width: 44px; min-height: 44px; -webkit-tap-highlight-color: transparent; }\nhtml.js .menu-toggle {\ndisplay: inline-flex; align-items: center; gap: 12px;\nmin-width: 44px; min-height: 44px; margin-right: -8px; padding: 0 8px 0 12px;\nbackground: none; border: 0; color: inherit; cursor: pointer;\n-webkit-tap-highlight-color: transparent;\n}\n.menu-toggle__rotulo { color: inherit; }\n.menu-toggle__icone { position: relative; display: block; width: 22px; height: 12px; }\n.menu-toggle__icone i {\nposition: absolute; left: 0; right: 0; height: 2px; background: currentColor;\ntransition: transform var(--t-ui) var(--ease-ui);\n}\n.menu-toggle__icone i:first-child { top: 0; }\n.menu-toggle__icone i:last-child { bottom: 0; }\nhtml.menu-aberto .menu-toggle__icone i:first-child { transform: translateY(5px) rotate(30deg); }\nhtml.menu-aberto .menu-toggle__icone i:last-child { transform: translateY(-5px) rotate(-30deg); }\nhtml.js .site-nav {\nposition: fixed; z-index: 9; inset: 0;\npadding: calc(var(--header-h, 56px) + 24px) var(--margem) 40px; overflow-y: auto; overscroll-behavior: contain;\nbackground: var(--neutro-grafite); color: var(--neutro-papel);\nvisibility: hidden; opacity: 0; transform: translate3d(0, -12px, 0);\ntransition: opacity var(--t-passo) var(--ease-luz), transform var(--t-passo) var(--ease-luz), visibility 0s linear var(--t-passo);\n}\nhtml.menu-aberto .site-nav { visibility: visible; opacity: 1; transform: none; transition-delay: 0s; }\nhtml.js .site-nav ul { flex-direction: column; flex-wrap: nowrap; gap: 0; }\nhtml.js .site-nav a {\ndisplay: flex; align-items: center; gap: 14px; min-height: 56px; margin-inline: 0; padding: 12px 0;\nfont-family: var(--font-tecnica); font-weight: 500; font-size: 1.5rem; line-height: 1.2; letter-spacing: .02em; text-transform: uppercase;\ncolor: var(--neutro-papel);\n}\nhtml.js .site-nav a::before {\ncontent: \"\"; flex: none; width: 3px; height: 1.1em; background: var(--neutro-medio); transform: skewX(-30deg);\n}\nhtml.js .site-nav a[aria-current]::before { background: var(--acento); }\nhtml.js .site-nav a::after { left: 17px; right: 0; bottom: 6px; }\n}\n.btn { transition: transform 120ms var(--ease-ui); -webkit-tap-highlight-color: transparent; }\n.btn:active { transform: scale(.97); }\n.btn--primario {\nposition: relative; isolation: isolate;\ntransition: --chanfro-h var(--t-ui) var(--ease-ui), transform 120ms var(--ease-ui);\n}\n.btn--primario::before {\ncontent: \"\"; position: absolute; z-index: -1; top: 0; bottom: 0; left: -30%; width: 160%;\nbackground: var(--neutro-papel);\ntransform: translateX(-101%) skewX(-30deg);\ntransition: transform 420ms var(--ease-luz);\n}\n.btn--primario:hover, .btn--primario:focus-visible { --chanfro-h: 34px; }\n.btn--primario:hover::before, .btn--primario:focus-visible::before { transform: translateX(0) skewX(-30deg); }\n.btn--primario[disabled] { opacity: .4; cursor: default; }\n.btn--primario[disabled]::before { display: none; }\n.btn--secundario { position: relative; text-decoration: none; padding-bottom: 14px; }\n.btn--secundario::after {\ncontent: \"\"; position: absolute; left: 0; right: 0; bottom: 4px; height: 2px;\nbackground: currentColor; transform-origin: 0 50%;\n}\n.btn--secundario:hover::after, .btn--secundario:focus-visible::after { animation: sublinha 520ms var(--ease-luz); }\n@keyframes sublinha {\n0%   { transform: scaleX(1); transform-origin: 100% 50%; }\n45%  { transform: scaleX(0); transform-origin: 100% 50%; }\n46%  { transform: scaleX(0); transform-origin: 0 50%; }\n100% { transform: scaleX(1); transform-origin: 0 50%; }\n}\n@media (min-aspect-ratio: 21/20) {\n.section--hero { --hero-col: max(46vw, min(88vw, 13.2rem)); justify-content: flex-end; }\n.section--hero .hero__conteudo h1 {\nmax-width: min(12.5em, var(--hero-col));\nfont-size: clamp(1.5rem, min(var(--display-xl-size), calc(var(--hero-col) / 8.8)), 7.5rem);\n}\n.section--hero .hero__sub { max-width: min(31em, var(--hero-col)); }\n.section--hero .section__inner { padding-top: 0; padding-bottom: clamp(56px, 11vh, 132px); }\n}\n@media (min-aspect-ratio: 21/20) and (max-height: 640px) {\n.section--hero .section__inner { padding-bottom: clamp(20px, 6vh, 40px); }\n.section--hero .hero__conteudo { gap: 16px; }\n.section--hero .hero__conteudo h1 { font-size: clamp(1.5rem, min(var(--display-xl-size), calc(var(--hero-col) / 8.8), 11vh), 7.5rem); }\n.section--hero .hero__sub { font-size: .9375rem; line-height: 1.45; }\n}\n@media (min-aspect-ratio: 21/20) and (max-height: 460px) { .section--hero .hero__sub { display: none; } }\n@media (max-aspect-ratio: 21/20) {\n.section--hero { justify-content: flex-start; }\n.section--hero .section__inner { padding-bottom: 32px; }\n}\n@keyframes corte60 {\nfrom { -webkit-mask-position: 100% 0; mask-position: 100% 0; }\nto   { -webkit-mask-position: 0 0;    mask-position: 0 0; }\n}\n@keyframes sobe {\nfrom { opacity: 0; transform: translate3d(0, 24px, 0); }\nto   { opacity: 1; transform: none; }\n}\nhtml.js .hero__conteudo h1 {\n-webkit-mask-image: linear-gradient(120deg, #000 50%, transparent 50%);\nmask-image: linear-gradient(120deg, #000 50%, transparent 50%);\n-webkit-mask-size: 300% 100%; mask-size: 300% 100%;\n-webkit-mask-repeat: no-repeat; mask-repeat: no-repeat;\nanimation: corte60 600ms var(--ease-marca) 200ms both; \n}\nhtml.js .hero__sub { animation: sobe 500ms var(--ease-luz) 400ms both; }\nhtml.js .hero__conteudo .ctas { animation: sobe 500ms var(--ease-luz) 500ms both; }\n.metodo-feixe { display: none; width: 100%; height: auto; overflow: visible; margin-bottom: calc(var(--gap-bloco) * -.5); }\n.metodo-feixe .mf__linha, .metodo-feixe .mf__prisma { fill: var(--neutro-grafite); }\n.metodo-feixe .mf__linha, .metodo-feixe .mf__faixa > polygon { transform-box: fill-box; }\n.mf__linha { transform-origin: 0 50%; transform: scaleX(clamp(0, var(--r, 1) * 3, 1)); }\n.mf__prisma { opacity: clamp(0, var(--r, 1) * 3 - 1, 1); }\n.mf__faixa > polygon { transform-origin: 0 50%; transform: scaleX(clamp(0, var(--r, 1) * 3 - 2, 1)); }\n.card-fase__icone {\ndisplay: block; width: 32px; height: 28px;\nbackground: var(--cor-secao);\n-webkit-mask: url(\"data:image/svg+xml;base64,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\") center / contain no-repeat;\nmask: url(\"data:image/svg+xml;base64,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\") center / contain no-repeat;\n}\n@media (min-width: 0px) { \n.fases { gap: var(--e5) var(--e4); }\n.card-fase {\ndisplay: grid; grid-template-columns: auto 1fr; align-items: center; column-gap: 14px; row-gap: 12px;\npadding: 24px 0 0; background: none; clip-path: none; position: relative;\n}\n.card-fase::before {\ncontent: \"\"; position: absolute; top: 0; left: 0; right: 0; height: 1px; background: var(--neutro-medio);\ntransform-origin: 0 50%; transform: scaleX(var(--rr, 1));\n}\n.card-fase > * { grid-column: 1 / -1; }\n.card-fase > .card-fase__icone { grid-column: 1; width: 24px; height: 21px; }\n.card-fase > .card-fase__icone + .eyebrow { grid-column: 2; }\n.card-fase__entregavel { border-top: 0; padding-top: 0; margin-top: 4px; }\n}\n@media (min-width: 1100px) {\n.metodo-feixe { display: block; }\n.fases { grid-template-columns: repeat(3, 1fr); }\n}\n.fases > li:nth-child(1) { --n: 0; } .fases > li:nth-child(2) { --n: 1; } .fases > li:nth-child(3) { --n: 2; }\n.blocos > li:nth-child(1) { --n: 0; } .blocos > li:nth-child(2) { --n: 1; } .blocos > li:nth-child(3) { --n: 2; } .blocos > li:nth-child(4) { --n: 3; }\n.fases > li, .blocos > li {\n--rr: clamp(0, var(--r, 1) * 1.6 - var(--n) * .2, 1);\nopacity: var(--rr);\ntransform: translate3d(0, calc((1 - var(--rr)) * 56px), 0);\n}\n.showreel { --rr: clamp(0, var(--r, 1) * 1.3, 1); }\n.showreel__play {\ndisplay: block; width: clamp(36px, 3.889vw, 72px); aspect-ratio: 56 / 64;\nbackground: var(--cor-secao);\n-webkit-mask: url(\"data:image/svg+xml;base64,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\") center / contain no-repeat;\nmask: url(\"data:image/svg+xml;base64,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\") center / contain no-repeat;\n}\n.showreel__midia { transform: scale(calc(.92 + .08 * var(--rr))); opacity: calc(.3 + .7 * var(--rr)); transform-origin: 50% 100%; }\n.case--breve { flex-direction: row; align-items: center; gap: 18px; padding-block: clamp(8px, 2vw, 24px) 0; }\n.case--breve::before {\ncontent: \"\"; flex: none; width: 3px; height: 1.6em; background: var(--cor-secao);\ntransform: skewX(-30deg);\n}\n.case__breve { color: var(--neutro-claro); }\n.case { --a: 1; }\n.hscroll[data-hscroll-active] .case {\n--a: clamp(0, 1 - 1.5 * max(var(--hscroll-progress, 0) * 2 - var(--n), var(--n) - var(--hscroll-progress, 0) * 2), 1);\n}\n.case__tile { position: relative; overflow: hidden; }\n.case__tile::before {\ncontent: \"\"; position: absolute; inset: 0;\nbackground: var(--neutro-papel); opacity: calc(.06 * var(--a));\n}\n.case__luz {\nposition: absolute; top: 0; bottom: 0; width: 6px;\nleft: calc(var(--cut) / 2 - 3px);\nbackground: var(--neutro-medio); \ntransform: skewX(-30deg) scaleY(var(--a));\ntransform-origin: 50% 100%;\n}\n.hscroll[data-hscroll-active] .case__tile { opacity: calc(.4 + .6 * var(--a)); }\n.hscroll[data-hscroll-active] .case {\ntransform: translate3d(0, calc((1 - var(--a)) * 28px), 0) scale(calc(.94 + .06 * var(--a)));\ntransform-origin: 50% 100%;\n}\n.hscroll[data-hscroll-active] .case__luz { background: var(--cor); opacity: clamp(0, var(--a) * 2 - 1, 1); }\n.hscroll[data-hscroll-active] .case__tile::after {\ncontent: \"\"; position: absolute; top: 0; bottom: 0; width: 6px;\nleft: calc(var(--cut) / 2 - 3px);\nbackground: var(--neutro-medio); transform: skewX(-30deg);\nopacity: clamp(0, 2 - var(--a) * 2, 1);\n}\n.bloco { border-top: 0; position: relative; }\n.bloco::before {\ncontent: \"\"; position: absolute; top: 0; left: 0; right: 0; height: 1px;\nbackground: var(--neutro-medio);\ntransform-origin: 0 50%; transform: scaleX(var(--rr, 1));\n}\n.bloco:first-child::before { height: 3px; top: -1px; background: var(--cor-secao); }\n@media (min-width: 768px) { .blocos { grid-template-columns: repeat(2, minmax(0, 1fr)); } }\n.form__progresso { display: flex; align-items: center; gap: 20px; }\n.form__trilho { display: none; gap: 6px; }\n.form[data-form-step] .form__trilho { display: inline-flex; }\n.form__trilho span {\n--h: 8px;\nwidth: 44px; height: var(--h);\nbackground: var(--neutro-escuro);\nclip-path: polygon(calc(var(--h) * var(--tan30)) 0, 100% 0, calc(100% - var(--h) * var(--tan30)) 100%, 0 100%);\nposition: relative; overflow: hidden;\n}\n.form__trilho span::after {\ncontent: \"\"; position: absolute; inset: 0; background: var(--espectro-laranja);\ntransform: scaleX(0); transform-origin: 0 50%;\ntransition: transform var(--t-passo) var(--ease-luz);\n}\n.form[data-form-step=\"1\"] .form__trilho span:nth-child(-n+1)::after,\n.form[data-form-step=\"2\"] .form__trilho span:nth-child(-n+2)::after,\n.form[data-form-step=\"3\"] .form__trilho span:nth-child(-n+3)::after { transform: scaleX(1); }\n.form__legenda {\nposition: absolute !important; width: 1px; height: 1px; padding: 0; margin: -1px;\noverflow: hidden; clip: rect(0 0 0 0); white-space: nowrap; border: 0;\n}\n@keyframes passo {\nfrom { opacity: 0; transform: translate3d(40px, 0, 0); }\nto   { opacity: 1; transform: none; }\n}\n.form[data-form-step] .form__passo:not([hidden]) { animation: passo var(--t-passo) var(--ease-luz) both; }\n.campo__input {\nbackground: linear-gradient(var(--acento), var(--acento)) no-repeat 0 100% / 0% 2px;\ntransition: border-color var(--t-ui) var(--ease-ui), background-size var(--t-passo) var(--ease-luz);\n}\n.campo__input::placeholder { font-style: italic; font-weight: 400; color: rgba(237, 237, 237, .8); opacity: 1; }\n.campo__input:not(:placeholder-shown) { color: var(--neutro-papel); font-style: normal; font-weight: 700; } \n.campo__input { border-bottom-color: var(--neutro-claro); }\n.campo__input:hover { border-bottom-color: var(--neutro-papel); }\n.campo__input:focus-visible { box-shadow: none; background-size: 100% 2px; background-color: rgba(22, 22, 22, .7); }\n.campo__erro { animation: sobe 240ms var(--ease-ui) both; }\n.form[data-form-state=\"pendente\"] .form__status,\n.form[data-form-state=\"enviado\"] .form__status { color: var(--neutro-papel); }\n@media (max-width: 767px) {\n:root { --prisma: 96px; }\n.stage__nevoa::after { background: linear-gradient(180deg, rgba(22,22,22,.55) 0%, rgba(22,22,22,.25) 60%, rgba(22,22,22,.55) 100%); }\n.form__trilho span { width: 36px; }\n}\n.site-nav a::after { left: 12px; right: 12px; }\n.cabecalho h2 { max-width: 15em; }\n.cabecalho__texto { max-width: 32em; }\n.cabecalho { gap: var(--e3); }\n.fases .card-fase { gap: var(--e2); }\n.card-fase__texto { max-width: 26em; }\n.blocos { gap: var(--e5) var(--e6); }\n.bloco { gap: var(--e1); padding-top: var(--e3); }\n.bloco p:not(.eyebrow) { max-width: 30em; }\n.section--method .section__inner, .section--project .section__inner { gap: var(--e6); }\n.showreel__midia { position: relative; overflow: hidden; }\n.showreel__foto { position: absolute; inset: 0; width: 100%; height: 100%; max-width: none; object-fit: cover; object-position: 50% 45%; }\n.showreel__midia::after { content: \"\"; position: absolute; inset: 55% 0 0; background: linear-gradient(180deg, rgba(22,22,22,0), rgba(22,22,22,.72)); pointer-events: none; }\n.showreel__play { position: relative; z-index: 1; }\n.section--work .section__inner { gap: var(--e6); }\n.fecho { --h: clamp(150px, 20vw, 380px); position: relative; } \n.fecho__foto { width: 100%; height: 100%; max-width: none; object-fit: cover; object-position: 50% 55%; opacity: .62; }\n@media (max-width: 767px) { .section--method .section__inner, .section--project .section__inner, .section--work .section__inner { gap: var(--e5); } }\n@media (prefers-reduced-motion: reduce) {\nhtml.js .hero__conteudo h1, html.js .hero__sub, html.js .hero__conteudo .ctas { animation: none !important; -webkit-mask-image: none; mask-image: none; }\n.stage__foto { transform: none !important; }\n.section { --e: 1 !important; --x: 0 !important; }\nhtml.scroll-on .section > .section__inner { opacity: 1 !important; transform: none !important; }\n[data-revela] { --r: 1 !important; }\n.fases > li, .blocos > li, .showreel__midia, .case,\n.hscroll[data-hscroll-active] .case { opacity: 1 !important; transform: none !important; }\n.case { --a: 1 !important; }\n.section[data-theme=\"light\"]::after { opacity: 0 !important; }\n.btn--primario::before { transition: none; }\n}\nhtml[data-reduced-motion] .section { --e: 1; --x: 0; }\n@property --r { syntax: \"<number>\"; inherits: true; initial-value: 1; }\nhtml.revela-on [data-revela] { --r: 0; transition: --r 600ms var(--ease-luz); }\nhtml.revela-on [data-revela][data-revelado] { --r: 1; }\nhtml.revela-on [data-revela-gsap] { transition: none; } \nhtml.revela-on .section[data-theme=\"light\"] > .section__inner::before { transform: scaleX(0); transition: transform 600ms var(--ease-luz); }\nhtml.revela-on .section[data-theme=\"light\"][data-revelado] > .section__inner::before { transform: none; }\n@media (max-width: 767px) and (max-aspect-ratio: 21/20) {\n.section--hero { justify-content: flex-end; min-height: 100vh; min-height: 100svh; }\n.section--hero .section__inner { padding-top: calc(var(--header-h, 56px) + 24px); padding-bottom: 40px; }\n.section--hero > .section__inner::before {\ncontent: \"\"; position: absolute; z-index: -1; pointer-events: none;\ntop: 0; bottom: 0; left: calc(-1 * var(--gutter)); right: calc(-1 * var(--gutter));\nbackground: linear-gradient(180deg, rgba(22, 22, 22, 0) 0, rgba(22, 22, 22, .85) calc(var(--header-h, 56px) + 24px), rgba(22, 22, 22, .92) 100%);\n}\n}\n.section--contact .cabecalho__texto { color: var(--neutro-papel); }\n.case--breve { margin-left: -21px; }\n.section--contact > .section__inner { padding-bottom: 0; }\n.form__privacidade { font-size: var(--texto-pequeno-size); color: var(--neutro-claro); max-width: 60ch; }\n.form__privacidade { display: grid; gap: 4px; }\n.form__privacidade p { margin: 0; }\n.form__privacidade a { display: inline-flex; align-items: center; min-height: 44px; color: var(--neutro-papel); text-underline-offset: 3px; overflow-wrap: anywhere; }\n.form__falha { display: grid; gap: 12px; justify-items: start; padding-left: 12px; border-left: 3px solid var(--espectro-laranja); color: var(--neutro-papel); font-size: var(--texto-pequeno-size); }\n.form__falha[hidden] { display: none; }\n.form__falha p { margin: 0; max-width: 60ch; }\n.form [aria-disabled=\"true\"] { opacity: .6; cursor: progress; }\n.form .campo__input { min-height: 44px; box-sizing: border-box; }\n.form .btn--secundario { min-height: 44px; }\nhtml.no-js .stage__cena, html.no-js .stage__feixe { display: none; }\n/* ---- adaptações do embed (Figma Sites, sem iframe) ---- */\nhtml { margin: 0; width: 100%; min-height: 100%; background: var(--neutro-grafite); color-scheme: dark; }\nbody { margin: 0; width: 100%; min-height: 100%; }\n</style>\n</head>\n<body>\n<a class=\"skip-link\" href=\"#conteudo\">Pular para o conteúdo</a>\n\n  \n  <div class=\"stage\" aria-hidden=\"true\" data-stage data-cena=\"pendente\">\n    <div class=\"stage__nevoa\" data-stage-layer=\"nevoa\">\n      \n      <picture><img class=\"stage__foto\" 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alt=\"\" width=\"200\" height=\"35\"></picture>\n    </a>\n    <button class=\"menu-toggle\" type=\"button\" aria-expanded=\"false\" aria-controls=\"menu-principal\" data-menu-toggle>\n      <span class=\"menu-toggle__rotulo eyebrow\">Menu</span>\n      <span class=\"menu-toggle__icone\" aria-hidden=\"true\"><i></i><i></i></span>\n    </button>\n    <nav class=\"site-nav\" id=\"menu-principal\" aria-label=\"Principal\" data-menu>\n      <ul>\n        <li><a href=\"#method\">Method</a></li>\n        <li><a href=\"#work\">Work</a></li>\n        <li><a href=\"#project\">Project</a></li>\n        <li><a href=\"#contact\">Contact</a></li>\n      </ul>\n    </nav>\n  </header>\n\n  <main id=\"conteudo\" tabindex=\"-1\">\n\n    <section id=\"hero\" class=\"section section--hero\" data-section data-theme=\"dark\" data-section-label=\"Início\" aria-labelledby=\"hero-titulo\">\n      <div class=\"section__inner hero__conteudo\">\n        <h1 id=\"hero-titulo\" class=\"display-xl\">Não inventamos. Transformamos.</h1>\n        <p class=\"texto-grande hero__sub\">Transformamos a sua ideia em experiência. Da ideia do cliente ao lançamento, com método visível em cada etapa.</p>\n        <div class=\"ctas\">\n          <a class=\"btn btn--primario\" href=\"#contact\">Começar um projeto</a>\n          \n        </div>\n      </div>\n    </section>\n\n    <section id=\"method\" class=\"section section--method\" data-section data-theme=\"light\" data-section-label=\"Method\" aria-labelledby=\"method-titulo\">\n      <div class=\"section__inner\">\n        <header class=\"cabecalho\">\n          <h2 id=\"method-titulo\" class=\"display-grande\" data-revela>Consciência, organização, criatividade.</h2>\n          <p class=\"texto-grande cabecalho__texto\">Nesta ordem, sempre. Criatividade sem consciência vira decoração; organização sem consciência vira burocracia.</p>\n        </header>\n        \n        <svg class=\"metodo-feixe\" data-revela data-revela-span=\"0.55\" aria-hidden=\"true\" viewBox=\"0 0 1200 120\" fill=\"none\" preserveAspectRatio=\"xMidYMid meet\">\n          <rect class=\"mf__linha\" x=\"0\" y=\"12.0\" width=\"595.34\" height=\"8.0\"/>\n          <g class=\"mf__prisma\" transform=\"translate(535.34 0) scale(0.25)\"><path d=\"M332.56,160l-73.9,128-73.91-128L0,480h517.31l-184.75-320ZM55.42,448l129.33-224,55.43,96-73.9,128H55.42ZM203.22,448l55.43-96,55.43,96h-110.86ZM351.03,448l-73.9-128,55.43-96,129.32,224h-110.85Z\"/><path d=\"M286.36,48L258.65,0l-27.71,48H55.42v32h157.04l-27.71,48h147.8l-27.71-48L286.36,48ZM240.17,96l18.48-32,18.47,32h-36.95Z\"/></g>\n          <g class=\"mf__faixa\"><polygon points=\"606.93,12.000 1200,12.000 1200,13.193 607.62,13.193\" style=\"fill: var(--espectro-vermelho)\"/><polygon points=\"607.59,13.143 1200,13.143 1200,14.336 608.28,14.336\" style=\"fill: var(--espectro-laranja)\"/><polygon points=\"608.25,14.286 1200,14.286 1200,15.479 608.94,15.479\" style=\"fill: var(--espectro-amarelo)\"/><polygon points=\"608.91,15.429 1200,15.429 1200,16.622 609.60,16.622\" style=\"fill: var(--espectro-verde)\"/><polygon points=\"609.57,16.572 1200,16.572 1200,17.765 610.26,17.765\" style=\"fill: var(--espectro-azul)\"/><polygon points=\"610.23,17.715 1200,17.715 1200,18.908 610.92,18.908\" style=\"fill: var(--espectro-anil)\"/><polygon points=\"610.89,18.858 1200,18.858 1200,20.000 611.55,20.000\" style=\"fill: var(--espectro-violeta)\"/></g>\n        </svg>\n        <ol class=\"fases\" role=\"list\" data-revela>\n          <li class=\"card-fase\">\n            <span class=\"card-fase__icone\" aria-hidden=\"true\"></span>\n            <p class=\"eyebrow\">Fase 01</p>\n            <h3 class=\"display-pequeno\">Consciência</h3>\n            <p class=\"card-fase__texto\">Diagnóstico, escuta, contexto e público. Entender antes de propor.</p>\n            <p class=\"eyebrow card-fase__entregavel\">Entregável: a leitura da ideia</p>\n          </li>\n          <li class=\"card-fase\">\n            <span class=\"card-fase__icone\" aria-hidden=\"true\"></span>\n            <p class=\"eyebrow\">Fase 02</p>\n            <h3 class=\"display-pequeno\">Organização</h3>\n            <p class=\"card-fase__texto\">Estratégia, escopo, cronograma e arquitetura. Estruturar antes de executar.</p>\n            <p class=\"eyebrow card-fase__entregavel\">Entregável: o plano</p>\n          </li>\n          <li class=\"card-fase\">\n            <span class=\"card-fase__icone\" aria-hidden=\"true\"></span>\n            <p class=\"eyebrow\">Fase 03</p>\n            <h3 class=\"display-pequeno\">Criatividade</h3>\n            <p class=\"card-fase__texto\">Produção, direção, execução e lançamento. A ideia ganha forma, corpo e alcance.</p>\n            <p class=\"eyebrow card-fase__entregavel\">Entregável: a experiência</p>\n          </li>\n        </ol>\n      </div>\n    </section>\n\n    <section id=\"work\" class=\"section section--work\" data-section data-theme=\"dark\" data-section-label=\"Work\" aria-labelledby=\"work-titulo\">\n      <div class=\"section__inner\">\n        <header class=\"cabecalho\">\n          <h2 id=\"work-titulo\" class=\"display-grande\" data-revela>O trabalho fala.</h2>\n          <p class=\"texto-grande cabecalho__texto\">Cada peça é evidência, não adjetivo.</p>\n        </header>\n        \n        <figure class=\"showreel\" data-revela aria-hidden=\"true\">\n          <div class=\"showreel__midia corte-60\" aria-hidden=\"true\">\n            <picture><img class=\"showreel__foto\" 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\" width=\"1600\" height=\"666\" alt=\"\" loading=\"lazy\" decoding=\"async\"></picture>\n            <span class=\"showreel__play\"></span>\n          </div>\n          <figcaption class=\"showreel__legenda\"><span class=\"eyebrow\">Showreel</span></figcaption>\n        </figure>\n      </div>\n      \n      <div class=\"hscroll\" data-hscroll>\n        <div class=\"hscroll__sticky\" data-hscroll-sticky>\n          <ul class=\"cases hscroll__track\" role=\"list\" data-hscroll-track aria-label=\"Cases\">\n            <li class=\"case case--breve\"><p class=\"case__breve texto-grande\">Cases em breve</p></li>\n          </ul>\n        </div>\n      </div>\n    </section>\n\n    <section id=\"project\" class=\"section section--project\" data-section data-theme=\"light\" data-section-label=\"Project\" aria-labelledby=\"project-titulo\">\n      <div class=\"section__inner\">\n        <header class=\"cabecalho\">\n          <h2 id=\"project-titulo\" class=\"display-grande\" data-revela>Cada fase tem preço. Cada projeto tem fim.</h2>\n          <p class=\"texto-grande cabecalho__texto\">A PRISMFORM trabalha por projeto, não por assinatura mensal. Cada trabalho tem começo, entrega e fim; a recorrência vem da confiança, não do calendário.</p>\n        </header>\n        <ol class=\"blocos\" role=\"list\" data-revela>\n          <li class=\"bloco\">\n            <h3 class=\"display-pequeno\">A fase 01 é paga</h3>\n            <p>O diagnóstico tem valor próprio e entrega um documento que o cliente leva.</p>\n          </li>\n          <li class=\"bloco\">\n            <h3 class=\"display-pequeno\">O plano tem preço</h3>\n            <p>A fase 02 é consultoria. Cobra-se por ela mesmo que a produção não aconteça.</p>\n          </li>\n          <li class=\"bloco\">\n            <h3 class=\"display-pequeno\">Produção depende de plano</h3>\n            <p>A fase 03 só entra depois das duas anteriores. Nunca se produz no escuro.</p>\n          </li>\n          <li class=\"bloco\">\n            <h3 class=\"display-pequeno\">O escopo é visível</h3>\n            <p>O cliente sabe em que fase está. Isso reduz retrabalho e discussão de prazo.</p>\n          </li>\n        </ol>\n      </div>\n    </section>\n\n    <section id=\"contact\" class=\"section section--contact\" data-section data-theme=\"dark\" data-section-label=\"Contact\" aria-labelledby=\"contact-titulo\">\n      <div class=\"section__inner\">\n        <header class=\"cabecalho\">\n          <h2 id=\"contact-titulo\" class=\"display-grande\" data-revela>Vamos começar.</h2>\n          <p class=\"texto-grande cabecalho__texto\">Conte a sua ideia. Nós damos forma a ela.</p>\n        </header>\n        \n        <form id=\"contact-form\" class=\"form\" name=\"contato\" aria-label=\"Formulário de contato\" novalidate data-contact-form data-revela>\n          <p class=\"campo--isca\" hidden><label>Não preencha este campo: <input name=\"bot-field\" type=\"text\" tabindex=\"-1\" autocomplete=\"off\"></label></p>\n          <div class=\"form__progresso\">\n            <span class=\"form__trilho\" aria-hidden=\"true\"><span></span><span></span><span></span></span>\n            <p class=\"eyebrow form__etapa\" data-step-counter hidden></p>\n          </div>\n\n          <fieldset class=\"form__passo\" data-step=\"1\">\n            <legend class=\"eyebrow form__legenda\">Sobre você</legend>\n            <div class=\"form__linha\">\n              <div class=\"campo\">\n                <label class=\"eyebrow campo__label\" for=\"f-nome\">Nome</label>\n                <input class=\"campo__input\" id=\"f-nome\" name=\"nome\" type=\"text\" autocomplete=\"name\" placeholder=\"Como devemos chamar você\" required aria-describedby=\"f-nome-erro\">\n                <p class=\"campo__erro\" id=\"f-nome-erro\" hidden></p>\n              </div>\n              <div class=\"campo\">\n                <label class=\"eyebrow campo__label\" for=\"f-empresa\">Empresa <span class=\"campo__opcional\">(opcional)</span></label>\n                <input class=\"campo__input\" id=\"f-empresa\" name=\"empresa\" type=\"text\" autocomplete=\"organization\" placeholder=\"Nome da empresa\">\n              </div>\n            </div>\n          </fieldset>\n\n          <fieldset class=\"form__passo\" data-step=\"2\">\n            <legend class=\"eyebrow form__legenda\">Como falamos com você</legend>\n            <div class=\"campo\">\n              <label class=\"eyebrow campo__label\" for=\"f-email\">E-mail</label>\n              <input class=\"campo__input\" id=\"f-email\" name=\"email\" type=\"email\" autocomplete=\"email\" inputmode=\"email\" placeholder=\"voce@empresa.com.br\" required aria-describedby=\"f-email-erro\">\n              <p class=\"campo__erro\" id=\"f-email-erro\" hidden></p>\n            </div>\n          </fieldset>\n\n          <fieldset class=\"form__passo\" data-step=\"3\">\n            <legend class=\"eyebrow form__legenda\">A sua ideia</legend>\n            <div class=\"campo\">\n              <label class=\"eyebrow campo__label\" for=\"f-mensagem\">O que você precisa</label>\n              <textarea class=\"campo__input campo__input--area\" id=\"f-mensagem\" name=\"mensagem\" rows=\"3\" placeholder=\"Conte em poucas linhas\" required aria-describedby=\"f-mensagem-erro\"></textarea>\n              <p class=\"campo__erro\" id=\"f-mensagem-erro\" hidden></p>\n            </div>\n          </fieldset>\n\n          <div class=\"form__privacidade\" id=\"form-privacidade\">\n            <p>Os dados que você escrever chegam por e-mail à equipe da PRISMFORM e servem só para responder a você. Ao enviar, abrimos o seu aplicativo de e-mail com a mensagem pronta para a equipe; é só confirmar o envio por lá.</p>\n            <p>Prefere escrever direto? <a href=\"mailto:equipe@prismform.com.br\" target=\"_blank\" rel=\"noopener\">equipe@prismform.com.br</a></p>\n          </div>\n\n          <div class=\"form__acoes\">\n            <button class=\"btn btn--secundario\" type=\"button\" data-step-back hidden>Voltar</button>\n            <button class=\"btn btn--primario\" type=\"submit\" data-step-next aria-describedby=\"form-privacidade\">Enviar</button>\n            <p class=\"form__status\" role=\"status\" aria-live=\"polite\" data-form-status></p>\n          </div>\n          <div class=\"form__falha\" role=\"alert\" data-form-falha hidden></div>\n        </form>\n        \n        <figure class=\"fecho corte-60\" aria-hidden=\"true\"><picture><img class=\"fecho__foto\" 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l==`function`&&l?.(e)||e.hasAttribute?.(`data-lenis-prevent`)||u===`vertical`&&e.hasAttribute?.(`data-lenis-prevent-vertical`)||u===`horizontal`&&e.hasAttribute?.(`data-lenis-prevent-horizontal`)||i&&e.hasAttribute?.(`data-lenis-prevent-touch`)||a&&e.hasAttribute?.(`data-lenis-prevent-wheel`)||this.options.allowNestedScroll&&this.hasNestedScroll(e,{deltaX:t,deltaY:n}))))return;if(this.isStopped||this.isLocked){r.cancelable&&r.preventDefault();return}if(!(this.options.syncTouch&&i||this.options.smoothWheel&&a)){this.isScrolling=`native`,this.animate.stop(),r.lenisStopPropagation=!0;return}let 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f=i&&this.options.syncTouch,p=i&&r.type===`touchend`;p&&(d=Math.sign(d)*Math.abs(this.velocity)**this.options.touchInertiaExponent),this.scrollTo(this.targetScroll+d,{programmatic:!1,...f?{lerp:p?this.options.syncTouchLerp:1}:{lerp:this.options.lerp,duration:this.options.duration,easing:this.options.easing}})};resize(){this.dimensions.resize(),this.animatedScroll=this.targetScroll=this.actualScroll,this.emit()}emit(){this.emitter.emit(`scroll`,this)}onNativeScroll=()=>{if(this._resetVelocityTimeout!==null&&(clearTimeout(this._resetVelocityTimeout),this._resetVelocityTimeout=null),this._preventNextNativeScrollEvent){this._preventNextNativeScrollEvent=!1;return}if(this.isScrolling===!1||this.isScrolling===`native`){let e=this.animatedScroll;this.animatedScroll=this.targetScroll=this.actualScroll,this.lastVelocity=this.velocity,this.velocity=this.animatedScroll-e,this.direction=Math.sign(this.animatedScroll-e),this.isStopped||(this.isScrolling=`native`),this.emit(),this.velocity!==0&&(this._resetVelocityTimeout=setTimeout(()=>{this.lastVelocity=this.velocity,this.velocity=0,this.isScrolling=!1,this.emit()},400))}};reset(){this.isLocked=!1,this.isScrolling=!1,this.animatedScroll=this.targetScroll=this.actualScroll,this.lastVelocity=this.velocity=0,this.animate.stop()}start(){if(this.isStopped){if(this.options.autoToggle){this.rootElement.style.removeProperty(`overflow`);return}this.internalStart()}}internalStart(){this.isStopped&&(this.reset(),this.isStopped=!1,this.emit())}stop(){if(!this.isStopped){if(this.options.autoToggle){this.rootElement.style.setProperty(`overflow`,`clip`);return}this.internalStop()}}internalStop(){this.isStopped||(this.reset(),this.isStopped=!0,this.emit())}raf=e=>{let t=e-(this.time||e);this.time=e,this.animate.advance(t*.001),this.options.autoRaf&&(this._rafId=requestAnimationFrame(this.raf))};scrollTo(e,{offset:n=0,immediate:r=!1,lock:i=!1,programmatic:a=!0,lerp:o=a?this.options.lerp:void 0,duration:s=a?this.options.duration:void 0,easing:c=a?this.options.easing:void 0,onStart:l,onComplete:u,force:d=!1,userData:p}={}){if(this.prefersReducedMotion&&(a?r=!0:(o=1,s=void 0,c=void 0)),(this.isStopped||this.isLocked)&&!d)return;let m=e,h=n;if(typeof m==`string`&&[`top`,`left`,`start`,`#`].includes(m))m=0;else if(typeof m==`string`&&[`bottom`,`right`,`end`].includes(m))m=this.limit;else{let e=null;if(typeof m==`string`?(e=m.startsWith(`#`)?document.getElementById(m.slice(1)):document.querySelector(m),e||(m===`#top`?m=0:console.warn(`Lenis: Target not found`,m))):m instanceof HTMLElement&&m?.nodeType&&(e=m),e){if(this.options.wrapper!==window){let e=this.rootElement.getBoundingClientRect();h-=this.isHorizontal?e.left:e.top}let t=e.getBoundingClientRect(),n=getComputedStyle(e),r=this.isHorizontal?Number.parseFloat(n.scrollMarginLeft):Number.parseFloat(n.scrollMarginTop),i=getComputedStyle(this.rootElement),a=this.isHorizontal?Number.parseFloat(i.scrollPaddingLeft):Number.parseFloat(i.scrollPaddingTop);m=(this.isHorizontal?t.left:t.top)+this.animatedScroll-(Number.isNaN(r)?0:r)-(Number.isNaN(a)?0:a)}}if(typeof m==`number`){if(m+=h,this.options.infinite){if(a){this.targetScroll=this.animatedScroll=this.scroll;let e=m-this.animatedScroll;e>this.limit/2?m-=this.limit:e<-this.limit/2&&(m+=this.limit)}}else m=t(0,m,this.limit);if(m===this.targetScroll){l?.(this),u?.(this);return}if(this.userData=p??{},r){this.animatedScroll=this.targetScroll=m,this.setScroll(this.scroll),this.reset(),this.preventNextNativeScrollEvent(),this.emit(),u?.(this),this.userData={},requestAnimationFrame(()=>{this.dispatchScrollendEvent()});return}a||(this.targetScroll=m),typeof s==`number`&&typeof c!=`function`?c=f:typeof c==`function`&&typeof s!=`number`&&(s=1),this.animate.fromTo(this.animatedScroll,m,{duration:s,easing:c,lerp:o,onStart:()=>{i&&(this.isLocked=!0),this.isScrolling=`smooth`,l?.(this)},onUpdate:(e,t)=>{this.isScrolling=`smooth`,this.lastVelocity=this.velocity,this.velocity=e-this.animatedScroll,this.direction=Math.sign(this.velocity),this.animatedScroll=e,this.setScroll(this.scroll),a&&(this.targetScroll=e),t||this.emit(),t&&(this.reset(),this.emit(),u?.(this),this.userData={},requestAnimationFrame(()=>{this.dispatchScrollendEvent()}),this.preventNextNativeScrollEvent())}})}}preventNextNativeScrollEvent(){this._preventNextNativeScrollEvent=!0,requestAnimationFrame(()=>{this._preventNextNativeScrollEvent=!1})}hasNestedScroll(e,{deltaX:t,deltaY:n}){let r=Date.now();e._lenis||={};let i=e._lenis,a,o,s,c,l,u,d,f,p,m;if(r-(i.time??0)>2e3){i.time=Date.now();let t=window.getComputedStyle(e);if(i.computedStyle=t,a=[`auto`,`overlay`,`scroll`].includes(t.overflowX),o=[`auto`,`overlay`,`scroll`].includes(t.overflowY),l=[`auto`].includes(t.overscrollBehaviorX),u=[`auto`].includes(t.overscrollBehaviorY),i.hasOverflowX=a,i.hasOverflowY=o,!(a||o))return!1;d=e.scrollWidth,f=e.scrollHeight,p=e.clientWidth,m=e.clientHeight,s=d>p,c=f>m,i.isScrollableX=s,i.isScrollableY=c,i.scrollWidth=d,i.scrollHeight=f,i.clientWidth=p,i.clientHeight=m,i.hasOverscrollBehaviorX=l,i.hasOverscrollBehaviorY=u}else s=i.isScrollableX,c=i.isScrollableY,a=i.hasOverflowX,o=i.hasOverflowY,d=i.scrollWidth,f=i.scrollHeight,p=i.clientWidth,m=i.clientHeight,l=i.hasOverscrollBehaviorX,u=i.hasOverscrollBehaviorY;if(!(a&&s||o&&c))return!1;let h=Math.abs(t)>=Math.abs(n)?`horizontal`:`vertical`,g,_,v,y,b,x;if(h===`horizontal`)g=Math.round(e.scrollLeft),_=d-p,v=t,y=a,b=s,x=l;else if(h===`vertical`)g=Math.round(e.scrollTop),_=f-m,v=n,y=o,b=c,x=u;else return!1;return!x&&(g>=_||g<=0)?!0:(v>0?g<_:g>0)&&y&&b}get rootElement(){return this.options.wrapper===window?document.documentElement:this.options.wrapper}get limit(){return this.options.naiveDimensions?this.isHorizontal?this.rootElement.scrollWidth-this.rootElement.clientWidth:this.rootElement.scrollHeight-this.rootElement.clientHeight:this.dimensions.limit[this.isHorizontal?`x`:`y`]}get isHorizontal(){return this.options.orientation===`horizontal`}get actualScroll(){let e=this.options.wrapper;return this.isHorizontal?e.scrollX??e.scrollLeft:e.scrollY??e.scrollTop}get scroll(){return this.options.infinite?i(this.animatedScroll,this.limit):this.animatedScroll}get progress(){return this.limit===0?1:this.scroll/this.limit}get isScrolling(){return this._isScrolling}set isScrolling(e){this._isScrolling!==e&&(this._isScrolling=e,this.updateClassName())}get isStopped(){return this._isStopped}set isStopped(e){this._isStopped!==e&&(this._isStopped=e,this.updateClassName())}get isLocked(){return this._isLocked}set isLocked(e){this._isLocked!==e&&(this._isLocked=e,this.updateClassName())}get isSmooth(){return this.isScrolling===`smooth`}get prefersReducedMotion(){return this.options.respectReducedMotion&&this.reducedMotionMediaQuery.matches}get className(){let e=`lenis`;return this.options.autoToggle&&(e+=` lenis-autoToggle`),this.isStopped&&(e+=` lenis-stopped`),this.isLocked&&(e+=` lenis-locked`),this.isScrolling&&(e+=` lenis-scrolling`),this.isScrolling===`smooth`&&(e+=` lenis-smooth`),e}updateClassName(){this.cleanUpClassName(),this.className.split(` `).forEach(e=>{this.rootElement.classList.add(e)})}cleanUpClassName(){for(let e of Array.from(this.rootElement.classList))(e===`lenis`||e.startsWith(`lenis-`))&&this.rootElement.classList.remove(e)}};globalThis.Lenis=p,globalThis.Lenis.prototype=p.prototype})();\n//# sourceMappingURL=lenis.min.js.map\n</script>\n<script data-src=\"js/scroll.js\">\n/*\n  PRISMFORM — motor de scroll (ambiente único)\n  ------------------------------------------------------------------\n  O site é um scroll vertical NATIVO do documento. Este motor não sequestra\n  a rolagem: só lê a posição e publica ganchos para o motion.\n    - Palco fixo ([data-stage]) atrás de todas as seções: o frontend\n      coreografa as camadas com as variáveis globais.\n    - Seções [data-section]: progresso de entrada, leitura e saída.\n    - Trecho horizontal preso ([data-hscroll]): pin por position: sticky;\n      o progresso vertical vira o scrollLeft do contêiner preso (overflow: hidden).\n      Por ser rolagem de verdade (e não transform), Tab e \"Localizar\" alcançam\n      qualquer case; o motor converte essa rolagem em rolagem vertical.\n    - Hash por seção com replaceState ao parar de rolar (não polui o histórico).\n    - Lenis (vendor/) suaviza a roda do mouse SOBRE o scroll do documento\n      (window continua sendo quem rola). Só liga sem movimento reduzido e se a\n      biblioteca carregou; no toque o comportamento é o nativo (syncTouch: false).\n      Loop único: gsap.ticker -> lenis.raf -> (ScrollTrigger.update + motor).\n      Sem GSAP, o Lenis usa o próprio rAF. Sem Lenis, tudo como antes.\n  Sem JS: página vertical comum, âncoras nativas, cases em grade.\n  Ganchos: ver README.md.\n  ------------------------------------------------------------------\n*/\n(() => {\n  'use strict';\n\n  const root = document.documentElement;\n  const header = document.querySelector('[data-site-header]');\n  const reduceMQ = window.matchMedia('(prefers-reduced-motion: reduce)');\n  const narrowMQ = window.matchMedia('(max-width: 767px)'); // sem pin abaixo disto\n\n  const ROOT_VARS = root.hasAttribute('data-root-vars'); // rodada 7: ver update()\n  const PROBE = 0.4;        // linha de leitura (fração da altura) que define a seção atual\n  const HASH_IDLE = 200;    // ms parado para gravar o hash\n\n  const clamp01 = (v) => (v < 0 ? 0 : v > 1 ? 1 : v);\n  const cache = new WeakMap();\n  function setVar(el, name, value) {\n    let c = cache.get(el);\n    if (!c) { c = {}; cache.set(el, c); }\n    if (c[name] === value) return;\n    c[name] = value;\n    el.style.setProperty(name, value);\n  }\n\n  // ---------- Estado ----------\n  let sections = [];\n  let hscrolls = [];\n  let vh = 0, docH = 0, headerH = 0;\n  let current = null, themeSection = null;\n  let reduced = reduceMQ.matches;\n  let ticking = false, hashTimer = 0, userScrolled = false;\n  let lastY = NaN, dirty = true; // quadro sem mudança de posição nem de layout não republica nada\n  const subscribers = new Set();\n\n  // ---------- Bibliotecas (opcionais: o motor funciona sem elas) ----------\n  const gsap = window.gsap || null;\n  const ScrollTrigger = (gsap && window.ScrollTrigger) || null;\n  const LenisLib = typeof window.Lenis === 'function' ? window.Lenis : null;\n  if (gsap && ScrollTrigger) { try { gsap.registerPlugin(ScrollTrigger); } catch (_) { /* segue sem */ } }\n  let lenis = null;\n  // Rolagem até âncora: duração fixa e desaceleração exponencial (o frontend pode trocar em PrismScroll.anchor).\n  const anchor = { duration: 1.1, easing: (t) => (t >= 1 ? 1 : 1 - Math.pow(2, -10 * t)) };\n  const posY = () => (lenis ? lenis.animatedScroll : window.scrollY);\n\n  function collect() {\n    sections = Array.from(document.querySelectorAll('[data-section]')).map((el) => ({\n      id: el.id, el,\n      theme: el.dataset.theme || 'dark',\n      label: el.dataset.sectionLabel || el.id,\n      top: 0, h: 0, enter: 0, progress: 0, exit: 0, visible: 0,\n    }));\n    hscrolls = Array.from(document.querySelectorAll('[data-hscroll]')).map((el) => ({\n      el,\n      sticky: el.querySelector('[data-hscroll-sticky]'),\n      track: el.querySelector('[data-hscroll-track]'),\n      active: false, top: 0, dist: 0, progress: 0, expected: 0,\n    })).filter((h) => h.sticky && h.track);\n  }\n\n  // ---------- Trecho horizontal preso ----------\n  function setupHscroll(h) {\n    const want = !reduced && !narrowMQ.matches;\n    h.el.toggleAttribute('data-hscroll-active', want); // o CSS troca a grade por trilho\n    const dist = want ? h.sticky.scrollWidth - h.sticky.clientWidth : 0; // alcance real do scrollLeft\n    if (dist <= 1) {\n      // Sem pin (mobile estreito, movimento reduzido ou o trilho cabe na tela).\n      if (want) h.el.removeAttribute('data-hscroll-active');\n      h.el.style.height = '';\n      h.sticky.scrollLeft = 0;\n      h.el.style.removeProperty('--hscroll-progress');\n      cache.delete(h.el);\n      h.active = false; h.dist = 0;\n      return;\n    }\n    h.dist = dist;\n    h.active = true;\n    // Altura = distância horizontal (1:1) + uma tela de palco preso.\n    // Não zera a altura antes de medir: encolher o documento no meio da página faria o navegador cortar o scrollY.\n    h.el.style.height = (dist + h.sticky.offsetHeight) + 'px';\n  }\n\n  // ---------- Medidas ----------\n  function measure() {\n    vh = window.innerHeight || root.clientHeight;\n    headerH = header ? header.offsetHeight : 0;\n    root.style.setProperty('--header-h', headerH + 'px');\n    root.style.setProperty('--vh', vh + 'px');\n    hscrolls.forEach(setupHscroll);\n    const sy = window.scrollY;\n    sections.forEach((s) => {\n      const r = s.el.getBoundingClientRect();\n      s.top = r.top + sy;\n      s.h = r.height;\n    });\n    hscrolls.forEach((h) => { h.top = h.el.getBoundingClientRect().top + sy; });\n    const prevH = docH;\n    docH = root.scrollHeight;\n    dirty = true;\n    if (lenis) lenis.resize(); // o pin muda a altura do documento: o limite do Lenis acompanha\n    // ScrollTrigger só se recalcula sozinho no resize da janela; o pin do Work muda a altura sem resize.\n    if (ScrollTrigger && prevH && prevH !== docH && ScrollTrigger.getAll().length) refreshST();\n  }\n  let stPending = 0;\n  function refreshST() {\n    if (stPending) return;\n    stPending = requestAnimationFrame(() => { stPending = 0; ScrollTrigger.refresh(); });\n  }\n\n  // ---------- Quadro ----------\n  function update() {\n    ticking = false;\n    const y = posY();\n    if (!dirty && y === lastY) return; // já publicado neste quadro (Lenis e evento nativo chegam juntos)\n    lastY = y; dirty = false;\n    const global = clamp01(y / Math.max(1, docH - vh));\n    // Rodada 7 (desempenho): variável CSS herdada na raiz invalida o estilo do documento inteiro a cada quadro\n    // (medido: ~190 elementos reavaliados por quadro de rolagem). Só grava na raiz quem pede: <html data-root-vars>.\n    if (ROOT_VARS) {\n      setVar(root, '--scroll-progress', global.toFixed(4));\n      setVar(root, '--scroll-y', Math.round(y) + 'px');\n    }\n\n    const probe = y + vh * PROBE;\n    const headLine = y + headerH + 8; // seção logo abaixo do header define o tema (8 px: uma fresta não troca o tema)\n    let cur = sections[0] || null, head = sections[0] || null;\n\n    sections.forEach((s) => {\n      const bottom = s.top + s.h;\n      s.enter = clamp01((y + vh - s.top) / vh);                 // 0: topo na base da tela; 1: topo no topo\n      s.progress = s.h > vh ? clamp01((y - s.top) / (s.h - vh)) // 0: topo no topo; 1: base na base\n        : (y >= s.top ? 1 : 0);\n      s.exit = clamp01((y + vh - bottom) / vh);                 // 0: base na base da tela; 1: base no topo\n      s.visible = clamp01((y + vh - s.top) / (s.h + vh));       // 0 a 1 do primeiro ao último pixel visível\n      const vals = { enter: s.enter.toFixed(4), progress: s.progress.toFixed(4), exit: s.exit.toFixed(4), visible: s.visible.toFixed(4) };\n      setVar(s.el, '--section-enter', vals.enter);\n      setVar(s.el, '--section-exit', vals.exit);\n      // --section-progress e --section-visible não herdam (@property no tokens.css): só o próprio <section> os vê, e mudar\n      // a cada quadro não reavalia a subárvore. Quem precisar deles nos filhos usa PrismScroll.subscribe.\n      setVar(s.el, '--section-progress', vals.progress);\n      setVar(s.el, '--section-visible', vals.visible);\n      // Cópia global (para o palco, que fica fora das seções): --hero-enter, --work-progress… (só com data-root-vars)\n      if (ROOT_VARS) {\n        setVar(root, `--${s.id}-enter`, vals.enter);\n        setVar(root, `--${s.id}-progress`, vals.progress);\n        setVar(root, `--${s.id}-exit`, vals.exit);\n      }\n      const onScreen = s.top < y + vh && bottom > y;\n      if (onScreen !== s.on) { s.on = onScreen; s.el.toggleAttribute('data-section-visible', onScreen); }\n      if (s.top <= probe) cur = s;\n      if (s.top <= headLine) head = s;\n    });\n\n    hscrolls.forEach((h) => {\n      if (!h.active) return;\n      h.progress = clamp01((y - h.top) / h.dist);\n      h.expected = Math.round(h.progress * h.dist);\n      if (Math.abs(h.sticky.scrollLeft - h.expected) > 1) h.sticky.scrollLeft = h.expected;\n      setVar(h.el, '--hscroll-progress', h.progress.toFixed(4));\n    });\n\n    if (head && head !== themeSection) {\n      themeSection = head;\n      root.setAttribute('data-section-theme', head.theme);\n    }\n    if (cur && cur !== current) setCurrent(cur);\n\n    const snap = snapshot(global);\n    document.dispatchEvent(new CustomEvent('section:progress', { detail: snap }));\n    subscribers.forEach((fn) => fn(snap));\n  }\n\n  function setCurrent(s) {\n    const from = current;\n    current = s;\n    sections.forEach((o) => o.el.toggleAttribute('data-section-active', o === s));\n    root.setAttribute('data-section-current', s.id);\n    document.querySelectorAll('.site-nav a[href^=\"#\"]').forEach((a) => {\n      if (a.getAttribute('href') === '#' + s.id) a.setAttribute('aria-current', 'location');\n      else a.removeAttribute('aria-current');\n    });\n    document.dispatchEvent(new CustomEvent('section:change', {\n      detail: { from: from ? from.id : null, to: s.id, fromEl: from ? from.el : null, toEl: s.el },\n    }));\n  }\n\n  function snapshot(global) {\n    const out = {};\n    sections.forEach((s) => { out[s.id] = { enter: s.enter, progress: s.progress, exit: s.exit, visible: s.visible }; });\n    return {\n      y: posY(), height: vh, global,\n      current: current ? current.id : null,\n      sections: out,\n      hscroll: hscrolls.map((h) => (h.active ? h.progress : null)),\n    };\n  }\n\n  function requestUpdate() {\n    if (!ticking) { ticking = true; requestAnimationFrame(update); }\n  }\n\n  // ---------- Hash (sem poluir o histórico) ----------\n  function writeHash() {\n    if (!current || !userScrolled) return;\n    const first = sections[0];\n    const want = current === first ? '' : '#' + current.id;\n    if (location.hash === want || (!want && !location.hash)) return;\n    try { history.replaceState(history.state, '', want || location.pathname + location.search); } catch (_) { /* file:// */ }\n  }\n\n  // ---------- Foco e \"Localizar\" dentro do trilho preso ----------\n  // Tab e o \"Localizar\" do navegador rolam o contêiner preso na horizontal para\n  // revelar um case. Toda rolagem que o motor não pediu vira rolagem vertical\n  // equivalente (1 px na horizontal = 1 px na vertical), e o pin acompanha.\n  const bound = new WeakSet();\n  const hOf = (sticky) => hscrolls.find((o) => o.sticky === sticky);\n  function bindTrack(h) {\n    if (bound.has(h.sticky)) return; // refresh() não duplica ouvintes\n    bound.add(h.sticky);\n    const sticky = h.sticky;\n    sticky.addEventListener('scroll', () => {\n      const o = hOf(sticky);\n      if (!o) return;\n      if (!o.active) { if (sticky.scrollLeft) sticky.scrollLeft = 0; return; }\n      const sx = sticky.scrollLeft;\n      if (Math.abs(sx - o.expected) <= 1) return; // fui eu\n      o.expected = Math.round(sx);\n      // Com Lenis: pulo imediato pelo próprio Lenis (interrompe a inércia da roda, senão ela desfaria o pulo).\n      if (lenis) lenis.scrollTo(o.top + sx, { immediate: true, force: true });\n      else window.scrollTo({ top: o.top + sx, behavior: 'instant' });\n    }, { passive: true });\n  }\n\n  // ---------- Lenis ----------\n  function lenisRaf(time) { if (lenis) lenis.raf(time * 1000); } // gsap.ticker entrega segundos\n  function onLenisScroll() {\n    if (ScrollTrigger) ScrollTrigger.update();\n    update(); // no mesmo quadro em que o Lenis moveu a página\n  }\n  function startLenis() {\n    if (lenis || !LenisLib || reduced) return;\n    try {\n      lenis = new LenisLib({\n        smoothWheel: true,\n        syncTouch: false,          // toque = rolagem nativa do aparelho\n        lerp: 0.12,                // frontend (rodada 3): cauda mais curta que o padrão 0,1; peso, sem boiar\n        anchors: false,            // âncoras passam pelo motor (foco e histórico corretos), ver onAnchorClick\n        autoRaf: !gsap,            // com GSAP, o ticker dele é o loop único\n        respectReducedMotion: true,\n      });\n    } catch (err) { lenis = null; return; }\n    lenis.on('scroll', onLenisScroll);\n    if (gsap) { gsap.ticker.add(lenisRaf); gsap.ticker.lagSmoothing(0); }\n    announceLenis();\n  }\n  function stopLenis() {\n    if (!lenis) return;\n    if (gsap) { gsap.ticker.remove(lenisRaf); gsap.ticker.lagSmoothing(500, 33); } // padrão do GSAP\n    lenis.destroy(); // remove html.lenis: o scroll-behavior do CSS volta a valer\n    lenis = null;\n    dirty = true;\n    announceLenis();\n  }\n  function announceLenis() {\n    document.dispatchEvent(new CustomEvent('scroll:smooth', { detail: { active: !!lenis, lenis } }));\n  }\n\n  // ---------- Âncoras e \"Pular para o conteúdo\" com Lenis ----------\n  // Sem Lenis a âncora é 100% nativa. Com Lenis: rola pelo Lenis (respeita scroll-padding-top),\n  // cria a entrada no histórico como o nativo e move o foco para o destino (sem rolar de novo).\n  const FOCAVEL = 'a[href],button,input,select,textarea,summary,[tabindex],[contenteditable]';\n  function focusTarget(el) {\n    if (!el.matches(FOCAVEL)) {\n      el.setAttribute('tabindex', '-1'); // o CSS já tira o contorno de [tabindex=\"-1\"]:focus\n      el.addEventListener('blur', () => el.removeAttribute('tabindex'), { once: true });\n    }\n    el.focus({ preventScroll: true });\n  }\n  function onAnchorClick(e) {\n    if (!lenis || e.defaultPrevented || e.button !== 0 || e.metaKey || e.ctrlKey || e.shiftKey || e.altKey) return;\n    const a = e.target.closest && e.target.closest('a[href^=\"#\"]');\n    if (!a || a.target) return;\n    const hash = a.getAttribute('href');\n    if (hash.length < 2) return;\n    let el = null;\n    try { el = document.getElementById(decodeURIComponent(hash.slice(1))); } catch (_) { return; }\n    if (!el) return;\n    e.preventDefault();\n    userScrolled = true;\n    if (location.hash !== hash) { try { history.pushState(null, '', hash); } catch (_) { /* file:// */ } }\n    focusTarget(el);\n    lenis.scrollTo(el, anchor);\n  }\n\n  // ---------- Inicialização ----------\n  function relayout() { measure(); requestUpdate(); }\n\n  function onReduce() {\n    reduced = reduceMQ.matches;\n    root.toggleAttribute('data-reduced-motion', reduced);\n    if (reduced) stopLenis(); else startLenis();\n    relayout();\n  }\n\n  function init() {\n    collect();\n    if (!sections.length) return;\n    root.classList.add('scroll-on');\n    root.toggleAttribute('data-reduced-motion', reduced);\n    hscrolls.forEach(bindTrack);\n    measure();\n    update();\n\n    // Deep link: o pin muda alturas depois que o navegador já pulou para a âncora.\n    const nav = performance.getEntriesByType && performance.getEntriesByType('navigation')[0];\n    const restored = nav && (nav.type === 'reload' || nav.type === 'back_forward'); // o navegador restaura a posição\n    if (location.hash && !restored) {\n      const t = document.getElementById(decodeURIComponent(location.hash.slice(1)));\n      if (t) { t.scrollIntoView({ behavior: 'instant', block: 'start' }); }\n    }\n\n    // Lenis depois do pulo do deep link (ele parte da posição real do documento).\n    startLenis();\n    document.addEventListener('click', onAnchorClick);\n\n    window.addEventListener('scroll', () => {\n      requestUpdate();\n      clearTimeout(hashTimer);\n      hashTimer = setTimeout(writeHash, HASH_IDLE);\n    }, { passive: true });\n    // Só grava hash depois de gesto do visitante (não na carga nem no pulo do deep link).\n    ['wheel', 'touchstart', 'keydown', 'pointerdown'].forEach((t) => window.addEventListener(t, () => { userScrolled = true; }, { passive: true, once: true }));\n\n    let pending = 0;\n    const schedule = () => { if (!pending) pending = requestAnimationFrame(() => { pending = 0; relayout(); }); };\n    window.addEventListener('resize', schedule);\n    if ('ResizeObserver' in window) {\n      const ro = new ResizeObserver(schedule);\n      sections.forEach((s) => ro.observe(s.el));\n      hscrolls.forEach((h) => { ro.observe(h.track); ro.observe(h.sticky); });\n      if (header) ro.observe(header);\n    }\n    if (document.fonts && document.fonts.ready) document.fonts.ready.then(schedule);\n    window.addEventListener('load', schedule);\n    const onMQ = (mq, fn) => (mq.addEventListener ? mq.addEventListener('change', fn) : mq.addListener(fn));\n    onMQ(reduceMQ, onReduce);\n    onMQ(narrowMQ, relayout);\n\n    document.dispatchEvent(new CustomEvent('section:ready', { detail: { sections: sections.map((s) => s.id) } }));\n  }\n\n  // ---------- API pública ----------\n  window.PrismScroll = {\n    get current() { return current ? current.id : null; },\n    get sections() { return sections.map((s) => ({ id: s.id, top: s.top, height: s.h, theme: s.theme, label: s.label })); },\n    get state() { return snapshot(clamp01(posY() / Math.max(1, docH - vh))); },\n    /** Instância do Lenis quando a rolagem suavizada está ativa; null com movimento reduzido ou se a biblioteca falhou. */\n    get lenis() { return lenis; },\n    /** gsap e ScrollTrigger (já registrado), ou null se não carregaram. */\n    gsap, ScrollTrigger,\n    /** Opções da rolagem até âncora com Lenis ({ duration, easing }); pode ser ajustada. */\n    anchor,\n    /** Chamada a cada quadro de rolagem com o mesmo detail de section:progress. Devolve o cancelamento. */\n    subscribe(fn) { subscribers.add(fn); fn(this.state); return () => subscribers.delete(fn); },\n    /** Rola até uma seção (respeita movimento reduzido). opts.focus = true move o foco para ela. */\n    scrollTo(id, opts = {}) {\n      const el = document.getElementById(id);\n      if (!el) return;\n      if (opts.focus) focusTarget(el);\n      if (lenis) lenis.scrollTo(el, opts.instant ? { immediate: true, force: true } : anchor);\n      else el.scrollIntoView({ behavior: opts.instant || reduced ? 'instant' : 'smooth', block: 'start' });\n    },\n    /** Remede tudo (ex.: depois de inserir conteúdo). */\n    refresh() { collect(); hscrolls.forEach(bindTrack); relayout(); },\n  };\n\n  init();\n})();\n\n</script>\n<script data-src=\"js/cena.js\">\n/*\n  PRISMFORM — a cena do Hero (frontend, rodada 5)\n  ------------------------------------------------------------------\n  Símbolo em vidro 3D + feixe branco + espectro contínuo, a partir de assets/fonte/logo-prisma-realista-3d.jpg.\n  A imagem trazia tudo assado; foi separada em camadas (ver DECISOES, rodada 5):\n    assets/cena/cena-vidro.webp  o vidro (só o símbolo, sem luz), recortado à caixa do símbolo\n    assets/cena/cena-luz.webp    a luz por cima do vidro: feixe, halo, espectro e brilhos (soma de luz sobre preto)\n  Um canvas WebGL do tamanho da tela soma as duas camadas (luz = adição, como na física: alpha 0 e cor > 0\n  no canvas premultiplicado) e anima por uniforms: nenhum layout, nenhum repaint de DOM.\n\n  Linha do tempo (GSAP, ~3 s): o feixe nasce fino na borda e avança até o vidro; o brilho acende no ponto de\n  impacto; a luz percorre o vidro a partir dele (o contorno ganha realce em sequência); o espectro se abre a\n  partir do triângulo pequeno, vermelho primeiro, violeta por último; depois a cena respira (brilho, cintilação,\n  paralaxe de mouse com inclinação de 2 a 4 graus e camadas em profundidades diferentes).\n\n  Câmera: o stage.js comanda (âncora em px, escala e intensidade) e a cena segue o mesmo estado do isologo plano\n  do palco. É assim que ela \"se acomoda ao palco\" ao rolar para o Method: escala, desloca e perde intensidade\n  enquanto o isologo plano acende no mesmo lugar.\n\n  Movimento reduzido: estado final estático, sem paralaxe, sem loop. Sem WebGL ou sem as imagens: data-cena=\"off\"\n  e o palco volta ao isologo montado da rodada 4.\n*/\n(() => {\n  'use strict';\n\n  const stage = document.querySelector('[data-stage]');\n  const host = stage && stage.querySelector('[data-cena]');\n  const canvas = host && host.querySelector('canvas');\n  const root = document.documentElement;\n  const api = { state: 'pendente', ready: false };\n  window.PrismCena = api;\n  if (!canvas) return;\n\n  const gsap = window.gsap || null;\n  const reduceMQ = window.matchMedia('(prefers-reduced-motion: reduce)');\n  const narrowMQ = window.matchMedia('(max-width: 767px)');\n  const touchMQ = window.matchMedia('(hover: none)');\n\n  // ---------- Geometria da imagem (px da imagem original, 2000 x 1125) ----------\n  const ANCHOR = [879, 313]; // origem do feixe do palco: eixo do símbolo, altura do feixe (o isotipo plano é alinhado a este ponto)\n  const GLASS_W = 798;       // largura da base do símbolo na imagem (isotipo plano = 517,31 u -> 1,5426 px por u)\n\n  // ---------- Composição do Hero ----------\n  // Retorna a âncora (px de tela), a escala (px de tela por px da imagem) e se é vertical.\n  const portraitMQ = window.matchMedia('(max-aspect-ratio: 21/20)');\n  function heroCam(W, H) {\n    if (!portraitMQ.matches) {\n      // Paisagem: símbolo à direita, feixe entrando por cima do texto, texto embaixo à esquerda.\n      // O símbolo nunca invade a coluna do texto (--hero-col, no motion.css): cresce até 62% da altura e 40% da largura.\n      const gut = Math.max(Math.min(Math.max(20, .06667 * W), 96), (W - 1664) / 2);\n      const col = .46 * W; // largura da coluna do texto (--hero-col, no motion.css)\n      const sw = Math.min(.62 * H / 773 * GLASS_W, .40 * W);\n      const cx = Math.max(.67 * W, gut + col + 24 + sw / 2);\n      const sc = Math.min(sw, 2 * (W - 8 - cx)) / GLASS_W;\n      return { ax: cx, ay: .49 * H + (313 - 569) * sc, sc };\n    }\n    // Rodada 8 (briefing 02/10, item 2): celular (< 768 px). O hero tem 100svh, o texto fica embaixo e o símbolo inteiro\n    // ACIMA dele, logo abaixo do header, com intensidade cheia. Em telas baixas (320 x 568) o pé do símbolo passa por trás\n    // do topo do título; o véu do .hero__conteudo (motion.css) segura o contraste AA.\n    if (narrowMQ.matches) {\n      const hdr = document.querySelector('[data-site-header]');\n      const topo = (hdr ? hdr.offsetHeight : 56) + .04 * H;\n      const scN = Math.min(.66 * W / GLASS_W, .36 * H / 773);\n      const cyN = topo + 386 * scN;\n      return { ax: .5 * W, ay: cyN + (313 - 569) * scN, sc: scN };\n    }\n    // Vertical: texto em cima, cena embaixo. O símbolo ocupa ~62% da largura, com espaço dos dois lados para\n    // o feixe e o espectro.\n    // Rodada Hero 3D: o texto fica embaixo, então o símbolo ocupa a área livre ACIMA dele (nunca atrás do texto).\n    const livre = Math.max(140, txtTop - hdrH - 16);\n    const sc = Math.min(.62 * W / GLASS_W, .92 * livre / 773, .45 * H / 773);\n    const cy = hdrH + 8 + livre / 2;\n    return { ax: .5 * W, ay: cy + (313 - 569) * sc, sc };\n  }\n  // Medidas do Hero em tela vertical (cache; ResizeObserver, nunca lidas por quadro)\n  let txtTop = 0, hdrH = 56;\n  function medirTexto() {\n    const c = document.querySelector('.hero__conteudo');\n    const h1 = c && c.querySelector('h1');\n    txtTop = c ? c.offsetTop + (h1 ? h1.offsetTop : 0) : window.innerHeight * .5;   // topo do título (o bloco de texto fica embaixo)\n    hdrH = parseFloat(getComputedStyle(root).getPropertyValue('--header-h')) || 56;\n  }\n  medirTexto();\n  (() => {\n    const c = document.querySelector('.hero__conteudo');\n    if ('ResizeObserver' in window && c) new ResizeObserver(medirTexto).observe(c);\n    window.addEventListener('resize', medirTexto);\n    if (document.fonts && document.fonts.ready) document.fonts.ready.then(medirTexto);\n  })();\n  api.heroCam = heroCam;\n\n  // ---------- WebGL ----------\n  const VS = 'attribute vec2 a;varying vec2 vP;uniform vec2 uRes;' +\n    'void main(){vP=vec2(a.x*.5+.5,.5-a.y*.5)*uRes;gl_Position=vec4(a,0.,1.);}';\n  const FS = `\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\nvarying vec2 vP;\nuniform sampler2D uGlass, uLight;\nuniform vec2 uAnchorCss;\nuniform float uSc;\nuniform vec2 uPar;\nuniform vec4 uA;   // x: frente do feixe (px da imagem), y: halo, z: brilho do impacto, w: raio do anel no vidro\nuniform vec4 uB;   // x: espectro, y: brilhos do vidro, z: vidro apagado (base), w: tempo (s)\nuniform vec4 uC;   // x: intensidade, y: ganho do halo, z: inclinação, w: cintilação\nuniform vec4 uD;   // x: cauda do feixe (px da imagem; recolhe para o prisma ao rolar), y: halo que sobra\n\nconst vec2 ANCH = vec2(879., 313.);\nconst vec2 V    = vec2(842., 317.);      // vértice do espectro (impacto)\nconst vec2 GLINT = vec2(940., 662.);     // brilho no cruzamento dos triângulos\nconst vec2 GLARE = vec2(1237., 943.);    // reflexo no canto da base\nconst vec2 GO = vec2(420., 140.);\nconst vec2 GS = vec2(920., 870.);\nconst vec2 IMG = vec2(2000., 1125.);\n\nfloat ss(float a, float b, float x) { float t = clamp((x - a) / (b - a), 0., 1.); return t * t * (3. - 2. * t); }\nvec3 Ls(vec2 p) { return texture2D(uLight, clamp(p / IMG, vec2(.0004), vec2(.9996))).rgb; }\nfloat hash(vec2 p) { return fract(sin(dot(p, vec2(12.9898, 78.233))) * 43758.5453); }\n\n// máscara dos discos de brilho (1 no centro, 0 fora)\nfloat discs(vec2 p) {\n  float a = 1. - ss(34., 92., length(p - V));\n  float b = 1. - ss(26., 74., length(p - GLINT));\n  float c = 1. - ss(24., 70., length(p - GLARE));\n  return max(a, max(b, c));\n}\n// \"corpo\" do feixe (fio de 2 * 26 px em torno da reta do feixe) e cunha do espectro\nfloat coreW(vec2 p) { return 1. - ss(26., 62., abs(p.y - (262. + .077 * p.x))); }\nfloat wedgeA(vec2 p) {\n  vec2 d = p - V;\n  float a01 = (degrees(atan(d.y, max(d.x, .001))) + 25.) / 41.;\n  return ss(-.12, .03, a01) * (1. - ss(.97, 1.12, a01)) * ss(-40., 20., d.x);\n}\n\nvoid main() {\n  float u = 1. / uSc;\n  vec2 base = ANCH + (vP - uAnchorCss) * u;\n  float t = uB.w;\n\n  // camadas em profundidades diferentes (px de tela -> px da imagem)\n  vec2 sG = uPar * vec2(-4., -3.) * u;\n  vec2 sB = uPar * vec2(4., 3.) * u;\n  vec2 sS = uPar * vec2(8., 5.) * u;\n\n  // ---------- vidro: inclinação 3D (perspectiva) e realce em anel a partir do impacto ----------\n  vec2 c0 = vec2(879., 569.);\n  vec2 q = base - sG - c0;\n  float thx = uPar.x * .061 * uC.z;\n  float thy = -uPar.y * .043 * uC.z;\n  float f = 1700.;\n  float qx = q.x * f / (f * .998 - q.x * thx);\n  float qy = q.y * (f + qx * thx) / f;\n  qy = qy * f / (f * .999 - qy * thy);\n  qx = qx * (f + qy * thy) / f;\n  vec2 pg = c0 + vec2(qx, qy);\n  vec3 g = texture2D(uGlass, (pg - GO) / GS).rgb;\n  float dg = length(pg - V);\n  float ringR = uA.w;\n  float lit = ss(ringR + 70., ringR - 40., dg);\n  float pass = exp(-pow((dg - ringR) / 62., 2.)) * (1. - ss(950., 1150., ringR)) * step(1., ringR);\n  float gl = mix(uB.z, 1., lit) + pass * 1.7;\n  gl *= 1. + .035 * sin(t * .9) * lit;\n  vec3 col = g * gl;\n\n  // ---------- feixe (fio) e halo ----------\n  vec2 pb = base - sB;\n  float xe = pb.x - 1.5;\n  float ext = step(1.5, pb.x);\n  vec2 pbs = vec2(max(pb.x, 1.5), pb.y - .077 * min(xe, 0.));       // fora da imagem: o feixe continua na mesma direção\n  vec3 Lb = Ls(pbs);\n  float cw0 = coreW(pb);\n  float aw0 = cw0 * (1. - ss(V.x - 70., V.x + 10., pb.x));         // fio termina no impacto (largura cheia: define o que é halo)\n  // Ao rolar, a cauda do feixe se recolhe para o prisma: o fio afina até uma ponta a poucos px e some (nada de toco cego).\n  float tpr = ss(0., 340., pb.x - uD.x);\n  float wm = mix(.09, 1., tpr);\n  float aw = (1. - ss(26. * wm, 62. * wm, abs(pb.y - (262. + .077 * pb.x)))) * (1. - ss(V.x - 70., V.x + 10., pb.x));\n  float sw = wedgeA(pb);\n  float ff = discs(pb);\n  float bv = 1. - ss(uA.x - 45., uA.x + 45., pb.x);\n  float head = 1. + .8 * exp(-pow((pb.x - uA.x) / 60., 2.));\n  float tailW = ss(uD.x - 45., uD.x + 45., pb.x);\n  float beamW = aw * (1. - sw) * (1. - ff) * bv * head * tailW;\n  // halo: tudo que não é fio nem cunha (mesma camada e mesma leitura do feixe); some nas bordas da imagem (sem corte seco)\n  float edge = ss(0., 300., pb.x) * ss(0., 150., pb.y) * ss(0., 150., IMG.y - pb.y);\n  float hw = (1. - aw0) * (1. - sw) * (1. - ff) * edge * ext;\n  col += Lb * beamW * (1. + .03 * sin(t * 1.1));\n  col += Lb * hw * uA.y * uC.y * uD.y;\n\n  // ---------- espectro: cunha aberta a partir do vértice, vermelho primeiro, violeta por último ----------\n  vec2 ps = base - sS;\n  vec2 d = ps - V;\n  float r = length(d);\n  float a01 = (degrees(atan(d.y, max(d.x, .001))) + 25.) / 41.;\n  float sp = wedgeA(ps) * (1. - discs(ps));\n  vec2 pr = ps;\n  float k = 1.;\n  if (ps.y < 6.) k = min(k, (6. - V.y) / d.y);\n  if (ps.y > 1119.) k = min(k, (1119. - V.y) / d.y);\n  if (ps.x > 1994.) k = min(k, (1994. - V.x) / d.x);\n  pr = V + d * k;                                                    // fora da imagem: mesma cor, mesma direção\n  vec3 Lp = Ls(pr);\n  float lt = clamp((uB.x - a01 * .34) / .66, 0., 1.);\n  float R = (1. - pow(1. - lt, 2.2)) * 1900.;\n  float sv = (1. - ss(R - 200., R, r)) * step(.001, uB.x);\n  float front = 1. + .55 * exp(-pow((r - R + 70.) / 110., 2.)) * (1. - lt);\n  float shim = 1. + uC.w * (.05 * sin(r * .011 - t * 1.6 + a01 * 7.) + .035 * sin(r * .023 + t * 2.3 - a01 * 13.));\n  col += Lp * sp * sv * front * shim;\n\n  // ---------- brilhos pontuais (impacto, cruzamento, canto da base) ----------\n  vec2 pf = base - sG * .8;\n  float d1 = 1. - ss(34., 92., length(pf - V));\n  float d2 = 1. - ss(26., 74., length(pf - GLINT));\n  float d3 = 1. - ss(24., 70., length(pf - GLARE));\n  vec3 Lf = Ls(pf);\n  col += Lf * (d1 * uA.z + max(d2, d3) * uB.y);\n\n  col *= uC.x;\n  col += (hash(gl_FragCoord.xy) - .5) / 255. * step(.004, col.r + col.g + col.b);\n  gl_FragColor = vec4(col, 0.);\n}`;\n\n  let gl = null, prog = null, U = {}, texG = null, texL = null;\n  let failed = false;\n\n  function fail(why) {\n    if (failed || adotado) return;\n    failed = true;\n    api.state = 'off';\n    api.ready = false;\n    stage.setAttribute('data-cena', 'off');\n    if (host) host.hidden = true;\n    document.dispatchEvent(new CustomEvent('cena:off', { detail: { why } }));\n  }\n\n  function compile(type, src) {\n    const s = gl.createShader(type);\n    gl.shaderSource(s, src);\n    gl.compileShader(s);\n    if (!gl.getShaderParameter(s, gl.COMPILE_STATUS)) { const log = gl.getShaderInfoLog(s); gl.deleteShader(s); throw new Error(log || 'shader'); }\n    return s;\n  }\n\n  function initGL() {\n    gl = canvas.getContext('webgl', { alpha: true, premultipliedAlpha: true, antialias: false, depth: false, stencil: false, preserveDrawingBuffer: false, powerPreference: 'default' });\n    if (!gl) throw new Error('sem WebGL');\n    prog = gl.createProgram();\n    gl.attachShader(prog, compile(gl.VERTEX_SHADER, VS));\n    gl.attachShader(prog, compile(gl.FRAGMENT_SHADER, FS));\n    gl.linkProgram(prog);\n    if (!gl.getProgramParameter(prog, gl.LINK_STATUS)) throw new Error(gl.getProgramInfoLog(prog));\n    gl.useProgram(prog);\n    ['uRes', 'uGlass', 'uLight', 'uAnchorCss', 'uSc', 'uPar', 'uA', 'uB', 'uC', 'uD'].forEach((n) => { U[n] = gl.getUniformLocation(prog, n); });\n    const buf = gl.createBuffer();\n    gl.bindBuffer(gl.ARRAY_BUFFER, buf);\n    gl.bufferData(gl.ARRAY_BUFFER, new Float32Array([-1, -1, 1, -1, -1, 1, 1, 1]), gl.STATIC_DRAW);\n    const loc = gl.getAttribLocation(prog, 'a');\n    gl.enableVertexAttribArray(loc);\n    gl.vertexAttribPointer(loc, 2, gl.FLOAT, false, 0, 0);\n    gl.disable(gl.BLEND);\n    gl.clearColor(0, 0, 0, 0);\n  }\n\n  function makeTex(img, unit) {\n    const t = gl.createTexture();\n    gl.activeTexture(gl.TEXTURE0 + unit);\n    gl.bindTexture(gl.TEXTURE_2D, t);\n    gl.pixelStorei(gl.UNPACK_PREMULTIPLY_ALPHA_WEBGL, false);\n    gl.texImage2D(gl.TEXTURE_2D, 0, gl.RGB, gl.RGB, gl.UNSIGNED_BYTE, img);\n    gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MIN_FILTER, gl.LINEAR);\n    gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MAG_FILTER, gl.LINEAR);\n    gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_WRAP_S, gl.CLAMP_TO_EDGE);\n    gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_WRAP_T, gl.CLAMP_TO_EDGE);\n    return t;\n  }\n\n  function load(src) {\n    return new Promise((res, rej) => {\n      const im = new Image();\n      im.decoding = 'async';\n      im.onload = () => res(im);\n      im.onerror = () => rej(new Error('imagem ' + src));\n      im.src = src;\n    });\n  }\n\n  // ---------- Estado ----------\n  // T: o que a linha do tempo anima. O estado final é o da imagem completa.\n  const T = { front: -4000, haze: 0, flare: 0, ring: 0, glint: 0, spec: 0, base: 0, amb: 0 };\n  const FINAL = { front: 4000, haze: 1, flare: 1, ring: 4000, glint: 1, spec: 1, base: 1, amb: 1 };\n  const cam = { ax: 0, ay: 0, sc: .5, k: 1 };\n  const par = { x: 0, y: 0, tx: 0, ty: 0 };\n  let reduced = reduceMQ.matches;\n  // Hero 3D (js/hero3d.js): enquanto ele carrega, esta cena é só o POSTER (quadro final estático, sem intro nem laço).\n  // Se ele falhar, volta a tocar a intro e o laço de sempre (fallback). Pronto, ele assume o palco (ver o fim do arquivo).\n  let poster = false, adotado = false;\n  const still = () => reduced || poster;\n  let tl = null;\n  let dirty = true, alive = false, onTicker = false, raf = 0, paused = false;\n  let W = 0, H = 0, dpr = 1, dprScale = 1;\n  let t0 = performance.now(), lastDraw = 0, lastMove = 0, lastSY = -1;\n\n  const smooth = (t) => t * t * (3 - 2 * t);\n\n  function resize() {\n    const w = Math.max(1, stage.clientWidth), h = Math.max(1, stage.clientHeight);\n    // Teto de pixels: ~2,4 Mpx em telas grandes e 2x no máximo; o adaptativo abaixa se o quadro pesar.\n    let d = Math.min(window.devicePixelRatio || 1, narrowMQ.matches ? 2 : 1.5) * dprScale;\n    d = Math.min(d, Math.sqrt(2.2e6 / (w * h)));\n    d = Math.max(.5, d);\n    const cw = Math.round(w * d), ch = Math.round(h * d);\n    if (cw !== canvas.width || ch !== canvas.height) { canvas.width = cw; canvas.height = ch; if (gl) gl.viewport(0, 0, cw, ch); }\n    W = w; H = h; dpr = d; dirty = true;\n  }\n\n  function draw(now) {\n    if (!gl || !texG || failed) return;\n    const s = (now - t0) / 1000;\n    const amb = T.amb;\n    gl.uniform2f(U.uRes, W, H);\n    gl.uniform2f(U.uAnchorCss, cam.ax, cam.ay);\n    gl.uniform1f(U.uSc, cam.sc);\n    gl.uniform2f(U.uPar, par.x, par.y);\n    gl.uniform4f(U.uA, T.front, T.haze, T.flare, T.ring);\n    gl.uniform4f(U.uB, T.spec, T.glint, T.base, s);\n    gl.uniform4f(U.uC, cam.k, portraitMQ.matches ? .6 : .78, still() ? 0 : amb, still() ? 0 : amb);\n    // Saída do Hero: o feixe se recolhe para dentro do prisma (a cauda anda até o impacto) antes de o texto subir até ele.\n    // A cauda anda da borda da tela até passar do impacto (x 900 da imagem; o fio some em 852), então não sobra pedaço solto.\n    // O halo do feixe some junto (0 quando a rolagem chega a 83% do recolhimento).\n    const leave = reduced ? 0 : smooth(Math.min(1, Math.max(0, window.scrollY / (.3 * H))));  // a implementação padrão lê a rolagem sozinha; progresso() é para cenas trocadas\n    const xl = 879 - cam.ax / cam.sc - 120;\n    gl.uniform4f(U.uD, leave > 0 ? xl + leave * (905 - xl) : -9000, 1 - smooth(Math.min(1, leave * 1.2)), 0, 0);\n    gl.uniform1i(U.uGlass, 0);\n    gl.uniform1i(U.uLight, 1);\n    gl.clear(gl.COLOR_BUFFER_BIT);\n    gl.drawArrays(gl.TRIANGLE_STRIP, 0, 4);\n    dirty = false;\n  }\n\n  // Loop: só roda enquanto a cena está visível (intensidade > 0) e algo muda (intro, respiração, paralaxe, câmera).\n  function tick() {\n    const now = performance.now();\n    if (document.hidden || paused) return;\n    const vis = cam.k > .004;\n    if (!vis) dirty = false;\n    else {\n      const dt = Math.min(64, now - (lastDraw || now - 16));\n      // paralaxe: o alvo segue o mouse; em toque, uma deriva lenta\n      if (!still()) {\n        if (touchMQ.matches) { par.tx = .55 * Math.sin(now * .00035); par.ty = .4 * Math.cos(now * .00027); }\n        const kk = 1 - Math.exp(-dt / 220);\n        const ox = par.x, oy = par.y;\n        par.x += (par.tx - par.x) * kk; par.y += (par.ty - par.y) * kk;\n        if (Math.abs(par.x - ox) + Math.abs(par.y - oy) > 1e-4) dirty = true;\n      }\n      // viva depois da intro: respira e cintila; a 30 quadros/s se nada mais se move (poupa bateria)\n      const idle = !dirty && alive && !still();\n      if (idle && now - lastDraw < 30) return;\n      if (dirty || idle) { draw(now); adapt(now - lastDraw); lastDraw = now; }\n    }\n    if (!(alive && !still() && vis) && !dirty && !(tl && tl.isActive())) stopTicker();\n  }\n  function startTicker() {\n    if (gsap) { if (!onTicker) { onTicker = true; gsap.ticker.add(tick); } }\n    else if (!raf) { const loop = () => { raf = 0; tick(); if (onTicker) raf = requestAnimationFrame(loop); }; onTicker = true; raf = requestAnimationFrame(loop); }\n  }\n  function stopTicker() {\n    if (gsap && onTicker) { onTicker = false; gsap.ticker.remove(tick); }\n    else if (!gsap) { onTicker = false; }\n  }\n  function kick() { dirty = true; if (cam.k > .004 || dirty) startTicker(); }\n\n  // Adaptativo: se o quadro passar de ~22 ms por um bom tempo, abaixa a resolução (até 0,6x).\n  let slow = 0, fast = 0;\n  function adapt(ms) {\n    if (!lastDraw || ms > 200) return;\n    if (ms > 22) { slow++; fast = 0; } else { fast++; slow = Math.max(0, slow - 1); }\n    if (slow > 40 && dprScale > .6) { dprScale = Math.max(.6, dprScale * .8); slow = 0; resize(); }\n  }\n\n  // ---------- Linha do tempo da intro ----------\n  function buildIntro() {\n    if (!gsap) { Object.assign(T, FINAL); return; }\n    const tlx = gsap.timeline({ paused: true, defaults: { overwrite: false } });\n    // Rodada 6: o vidro aparece nos primeiros 0,25 s (antes: quase escuro por ~0,6 s) e o feixe entra logo depois; intro total ~3 s.\n    // o vidro nasce como um contorno apagado, para o olho achar o símbolo antes da luz\n    tlx.to(T, { base: .14, duration: .25, ease: 'power2.out' }, 0);\n    // 1) o feixe nasce fino na borda e avança até o vidro (~1,05 s, a curva de marca)\n    // (parte logo fora do limite esquerdo da tela: a luz entra pela borda, sem viajar fora de campo)\n    const f0 = ANCHOR[0] - cam.ax / cam.sc - 120;\n    tlx.fromTo(T, { front: f0 }, { front: 792, duration: 1.05, ease: 'power2.inOut' }, .28);\n    // 2) o brilho acende no impacto: estouro curto e assenta\n    tlx.to(T, { flare: 1.45, duration: .2, ease: 'power2.out' }, 1.2);\n    tlx.to(T, { flare: 1, duration: .5, ease: 'power2.inOut' }, 1.4);\n    // 3) o vidro capta a luz: o realce corre pelas bordas a partir do impacto, e o halo se espalha\n    tlx.to(T, { ring: 1000, duration: 1.2, ease: 'power1.inOut' }, 1.3);\n    tlx.to(T, { haze: 1, duration: 1, ease: 'power2.out' }, 1.35);\n    // 4) o brilho do cruzamento acende quando o anel chega nele (~360 px do impacto)\n    tlx.to(T, { glint: 1.4, duration: .2, ease: 'power2.out' }, 1.7);\n    tlx.to(T, { glint: 1, duration: .55, ease: 'power2.inOut' }, 1.9);\n    // 5) o espectro se abre a partir do triângulo pequeno; a cor de cada faixa chega em seu tempo (no shader)\n    tlx.to(T, { spec: 1, duration: 1.5, ease: 'power2.inOut' }, 1.45);\n    // 6) depois da intro, a cena fica viva (respiração, cintilação, paralaxe)\n    tlx.to(T, { amb: 1, duration: .8, ease: 'sine.inOut' }, 2.7);\n    tlx.eventCallback('onUpdate', () => { dirty = true; });\n    tlx.eventCallback('onComplete', () => { Object.assign(T, FINAL, { amb: 1 }); alive = true; kick(); });\n    return tlx;\n  }\n\n  function setFinal() {\n    if (tl) { tl.kill(); tl = null; }\n    Object.assign(T, FINAL, { amb: still() ? 0 : 1 });\n    alive = !still();\n    kick();\n  }\n\n  // ---------- Entrada ----------\n  async function boot() {\n    try {\n      initGL();\n      const m = narrowMQ.matches ? '-m' : '';\n      const [ig, il] = await Promise.all([load(window.__PF_ASSETS['cena-vidro' + m]), load(window.__PF_ASSETS['cena-luz' + m])]);\n      texG = makeTex(ig, 0);\n      texL = makeTex(il, 1);\n      canvas.addEventListener('webglcontextlost', (e) => { e.preventDefault(); fail('contexto perdido'); });\n      resize();\n      // teste de compilação já feito; se o primeiro desenho der erro do GL, cai para o isologo plano\n      api.state = 'on';\n      api.ready = true;\n      stage.setAttribute('data-cena', 'on');\n      document.dispatchEvent(new CustomEvent('cena:on'));\n      if (adotado) return; // o 3D já assumiu o palco antes de o poster ficar pronto: este canvas nem aparece\n      const nearTop = window.scrollY < window.innerHeight * .5;\n      poster = !!(window.PrismHero3D && window.PrismHero3D.estado === 'carregando') && !reduced;\n      if (reduced || !nearTop || poster) setFinal();\n      else {\n        tl = buildIntro();\n        if (tl) { lastDraw = 0; tl.play(0); startTicker(); }\n        else setFinal();\n      }\n      kick();\n    } catch (e) {\n      fail(String(e && e.message || e));\n    }\n  }\n\n  // ---------- Ligações ----------\n  // Gancho de medição de contraste: desenha um quadro e devolve os pixels (RGB da luz somada; alpha é 0 por desenho).\n  api.readback = () => {\n    if (!gl || !texG) return null;\n    draw(performance.now());\n    const w = canvas.width, h = canvas.height, buf = new Uint8Array(w * h * 4);\n    gl.readPixels(0, 0, w, h, gl.RGBA, gl.UNSIGNED_BYTE, buf);\n    return { w, h, data: buf, css: [W, H] };\n  };\n  // Gancho de teste/direção: congela a intro em um instante (segundos). PrismCena.seek(1.5)\n  api.seek = (sec) => { if (!tl) tl = buildIntro(); if (tl) { tl.pause(); tl.time(sec); dirty = true; alive = false; startTicker(); } };\n  api.set = (ax, ay, sc, k) => {\n    if (failed) return;\n    const sy = window.scrollY;\n    if (ax === cam.ax && ay === cam.ay && sc === cam.sc && k === cam.k && sy === lastSY) return;\n    lastSY = sy;\n    const wasHidden = cam.k <= .004;\n    cam.ax = ax; cam.ay = ay; cam.sc = sc; cam.k = k;\n    canvas.style.visibility = k > .004 ? 'visible' : 'hidden';\n    if (k > .004 && (wasHidden || !onTicker)) startTicker();\n    dirty = true;\n  };\n  // A cena mede a sua própria tela; o stage.js pede o quadro pelo set().\n  window.addEventListener('resize', () => { resize(); kick(); });\n  if ('ResizeObserver' in window) new ResizeObserver(() => { resize(); kick(); }).observe(stage);\n  window.addEventListener('pointermove', (e) => {\n    if (still() || e.pointerType === 'touch') return;\n    par.tx = Math.max(-1, Math.min(1, (e.clientX / (window.innerWidth || 1)) * 2 - 1));\n    par.ty = Math.max(-1, Math.min(1, (e.clientY / (window.innerHeight || 1)) * 2 - 1));\n    lastMove = performance.now();\n    if (cam.k > .004) startTicker();\n  }, { passive: true });\n  document.addEventListener('visibilitychange', () => { if (!document.hidden) kick(); });\n  const onMQ = (mq, fn) => (mq.addEventListener ? mq.addEventListener('change', fn) : mq.addListener(fn));\n  onMQ(reduceMQ, () => {\n    reduced = reduceMQ.matches;\n    par.tx = par.ty = par.x = par.y = 0;\n    if (api.ready) setFinal();\n  });\n\n  // ---------- Interface de \"cena\" (rodada 7): um único ponto para trocar a cena do Hero ----------\n  // Contrato (README, \"Trocar a cena do Hero\"). Quem usa: stage.js (heroCam, set, progresso) e o resto do site só via PrismCena.\n  //   montar(host, ctx) -> Promise   cria a cena dentro de [data-cena]; rejeitar cai no isologo plano (data-cena=\"off\")\n  //   iniciarIntro()                 toca a entrada (uma vez, no topo da página, sem movimento reduzido)\n  //   progresso(p)                   0 a 1: quanto o Hero já saiu da tela (0 = topo, 1 = fora); chamado a cada quadro de rolagem\n  //   camera(ax, ay, sc, k)          âncora em px de tela, escala e intensidade 0..1 (o palco comanda; k = 0 esconde)\n  //   heroCam(W, H) -> {ax, ay, sc}  onde o símbolo fica no Hero, para o palco casar o isologo plano com a cena\n  //   parar() / retomar()            pausa e volta (aba oculta, seção fora da tela)\n  //   destruir()                     libera tudo; o palco volta ao isologo plano\n  // Outra cena: defina window.PrismCenaCustom (objeto com esses métodos) num script carregado ANTES de js/cena.js.\n  // Sem ele, a implementação padrão abaixo (WebGL, vidro + luz) monta sozinha.\n  api.iniciarIntro = () => {\n    if (failed || !api.ready) return;\n    if (reduced) { setFinal(); return; }\n    if (tl) tl.kill();\n    tl = buildIntro();\n    if (tl) { lastDraw = 0; alive = false; tl.play(0); startTicker(); } else setFinal();\n  };\n  api.progresso = () => {};\n  api.parar = () => { paused = true; stopTicker(); };\n  api.retomar = () => { if (failed) return; paused = false; kick(); };\n  api.destruir = () => {\n    if (tl) { tl.kill(); tl = null; }\n    paused = true; stopTicker();\n    try { const ext = gl && gl.getExtension('WEBGL_lose_context'); if (ext) ext.loseContext(); } catch (_) { /* segue */ }\n    fail('destruída');\n  };\n\n  async function montarCustom(P) {\n    try {\n      canvas.hidden = true; // a cena trocada monta o que precisar dentro de host\n      await P.montar(host, { stage, reduced, narrow: narrowMQ.matches, touch: touchMQ.matches });\n      const bind = (n) => (typeof P[n] === 'function' ? P[n].bind(P) : null);\n      if (bind('heroCam')) api.heroCam = bind('heroCam');\n      api.set = (ax, ay, sc, k) => { if (!failed && P.camera) P.camera(ax, ay, sc, k); };\n      api.progresso = bind('progresso') || (() => {});\n      api.parar = bind('parar') || (() => {});\n      api.retomar = bind('retomar') || (() => {});\n      api.iniciarIntro = bind('iniciarIntro') || (() => {});\n      api.destruir = () => { try { if (P.destruir) P.destruir(); } finally { fail('destruída'); } };\n      api.state = 'on'; api.ready = true;\n      stage.setAttribute('data-cena', 'on');\n      document.dispatchEvent(new CustomEvent('cena:on'));\n      if (!reduced && window.scrollY < window.innerHeight * .5) api.iniciarIntro();\n    } catch (e) {\n      fail(String((e && e.message) || e));\n    }\n  }\n\n  // ---------- Hero 3D (js/hero3d.js): poster -> 3D ----------\n  // hero3d:pronto  o 3D já desenhou o primeiro quadro: o poster dissolve (0,4 s) e a interface passa a falar com o 3D\n  //                (set, heroCam, progresso, parar, retomar). O stage.js não muda: mesma âncora, escala e intensidade.\n  // hero3d:erro    o 3D falhou: este canvas deixa de ser poster e volta a ser a cena de sempre (intro + laço).\n  function adotar3D() {\n    const H3 = window.PrismHero3D;\n    if (adotado || !H3 || !H3.camera) return;\n    adotado = true;\n    if (failed) { failed = false; if (host) host.hidden = false; api.state = 'on'; api.ready = true; stage.setAttribute('data-cena', 'on'); }\n    if (tl) { tl.kill(); tl = null; }\n    api.set = (ax, ay, sc, k) => H3.camera(ax, ay, sc, k);\n    api.heroCam = H3.heroCam;\n    api.progresso = H3.progresso;\n    api.parar = () => { H3.parar(); };\n    api.retomar = () => { H3.retomar(); };\n    api.iniciarIntro = () => H3.iniciarIntro();\n    api.destruir = () => { try { H3.destruir(); } finally { fail('destruída'); } };\n    canvas.style.transition = 'opacity .4s ease';\n    canvas.style.opacity = '0';\n    setTimeout(() => {\n      paused = true; stopTicker();\n      canvas.style.visibility = 'hidden';\n      try { const ext = gl && gl.getExtension('WEBGL_lose_context'); if (ext) ext.loseContext(); } catch (_) { /* segue */ }\n    }, 460);\n    api.state = 'on';\n  }\n  document.addEventListener('hero3d:pronto', adotar3D);\n  document.addEventListener('hero3d:erro', () => {\n    poster = false;\n    if (adotado || !api.ready || failed) return;\n    if (!reduced && window.scrollY < window.innerHeight * .5) api.iniciarIntro(); else setFinal();\n  });\n  if (window.PrismHero3D && window.PrismHero3D.estado === 'pronto') adotar3D();\n\n  const custom = window.PrismCenaCustom;\n  if (custom && typeof custom.montar === 'function') montarCustom(custom); else boot();\n})();\n\n</script>\n<script data-src=\"js/contact-form.js\">\n/*\n  PRISMFORM — formulário do Contact, em etapas\n  Cada etapa é um <fieldset data-step>. Sem JS: todas aparecem juntas, com \"Enviar\" (POST normal para a action).\n  Com JS: uma etapa por vez, \"Continuar\" valida só a etapa atual, \"Voltar\" preserva o\n  que foi digitado, o foco vai para o primeiro campo da etapa e a troca é anunciada.\n  Envio (rodada 7): Netlify Forms. O e-mail de destino NÃO está no código: configura-se no painel do\n  Netlify (Forms > Notifications). Se o envio falhar (fora do Netlify, sem rede), o que foi digitado\n  fica na tela e aparece um link mailto: com assunto e corpo já preenchidos.\n  Único ponto de integração: enviarContato().\n  Ganchos: form[data-form-step=\"1..n\"], form[data-form-state=\"enviando|enviado|erro\"],\n  evento \"form:step\" em document ({ step, total, from }).\n*/\n(() => {\n  'use strict';\n\n  const form = document.querySelector('[data-contact-form]');\n  if (!form) return;\n  const status = form.querySelector('[data-form-status]');\n  const falha = form.querySelector('[data-form-falha]');\n  const counter = form.querySelector('[data-step-counter]');\n  const btnBack = form.querySelector('[data-step-back]');\n  const btnNext = form.querySelector('[data-step-next]');\n  const steps = Array.from(form.querySelectorAll('[data-step]'));\n  let atual = 0;\n  let enviando = false;\n\n  const EMAIL_EQUIPE = 'equipe@prismform.com.br'; // só para o link de reserva (mailto); o destino real é do painel do Netlify\n  const ASSUNTO = 'Contato pelo site PRISMFORM';\n\n  /*\n    PONTO ÚNICO DE INTEGRAÇÃO\n    Recebe o FormData do formulário (já com form-name, subject e o honeypot) e devolve uma Promise\n    que resolve { ok: true } ou { ok: false, mensagem }. Netlify Forms: POST application/x-www-form-urlencoded\n    para \"/\" com o campo form-name. Para trocar de serviço, mude só esta função.\n  */\n  async function enviarContato(formData) {\n    // EMBED FIGMA SITES: sem servidor, sem fetch. Abre o aplicativo de e-mail com assunto e corpo preenchidos.\n    // Para usar um serviço de formulário (Formspree, Netlify, API própria), troque só este corpo por um fetch.\n    const href = linkMailto(formData);\n    try {\n      const a = document.createElement('a');\n      a.href = href; a.target = '_blank'; a.rel = 'noopener'; a.hidden = true;\n      document.body.appendChild(a); a.click(); a.remove();\n    } catch (_) { /* o link fica visível abaixo, para a pessoa clicar */ }\n    return { ok: true, mailto: href };\n  }\n\n  function mostrarMailto(href) {\n    if (!falha) return;\n    falha.textContent = '';\n    const p = document.createElement('p');\n    p.textContent = 'O e-mail não abriu? Use o botão. O que você escreveu continua aqui.';\n    const a = document.createElement('a');\n    a.className = 'btn btn--secundario';\n    a.href = href; a.target = '_blank'; a.rel = 'noopener';\n    a.textContent = 'Abrir o e-mail para ' + EMAIL_EQUIPE;\n    falha.append(p, a);\n    falha.hidden = false;\n  }\n\n  // Alternativa honesta quando o envio falha: e-mail pelo aplicativo da pessoa, com o que ela escreveu.\n  function linkMailto(formData) {\n    const v = (k) => String(formData.get(k) || '').trim();\n    const linhas = [`Nome: ${v('nome')}`];\n    if (v('empresa')) linhas.push(`Empresa: ${v('empresa')}`);\n    linhas.push(`E-mail: ${v('email')}`, '', v('mensagem'));\n    return `mailto:${EMAIL_EQUIPE}?subject=${encodeURIComponent(ASSUNTO)}&body=${encodeURIComponent(linhas.join('\\r\\n'))}`;\n  }\n\n  function mostrarFalha(formData) {\n    if (!falha) return;\n    falha.textContent = '';\n    const p = document.createElement('p');\n    p.textContent = 'Não foi possível enviar agora. O que você escreveu continua aqui. Tente de novo em instantes ou envie pelo seu aplicativo de e-mail:';\n    const a = document.createElement('a');\n    a.className = 'btn btn--secundario';\n    a.href = linkMailto(formData);\n    a.textContent = `Enviar para ${EMAIL_EQUIPE}`;\n    falha.append(p, a);\n    falha.hidden = false;\n  }\n\n  function limparFalha() { if (falha && !falha.hidden) { falha.hidden = true; falha.textContent = ''; } }\n\n  const regras = {\n    nome: (v) => (v.trim() ? '' : 'Informe seu nome.'),\n    email: (v) => {\n      if (!v.trim()) return 'Informe seu e-mail.';\n      return /^[^\\s@]+@[^\\s@]+\\.[^\\s@]{2,}$/.test(v.trim()) ? '' : 'Confira o e-mail. Exemplo: voce@empresa.com.br';\n    },\n    mensagem: (v) => (v.trim() ? '' : 'Conte em poucas linhas o que você precisa.'),\n  };\n\n  function validar(campo) {\n    const regra = regras[campo.name];\n    if (!regra) return true;\n    const erro = regra(campo.value);\n    const saida = document.getElementById(campo.id + '-erro');\n    if (erro) {\n      campo.setAttribute('aria-invalid', 'true');\n      if (saida) { saida.textContent = erro; saida.hidden = false; }\n      return false;\n    }\n    campo.removeAttribute('aria-invalid');\n    if (saida) { saida.textContent = ''; saida.hidden = true; }\n    return true;\n  }\n\n  const camposDe = (el) => Array.from(el.querySelectorAll('input, textarea, select')).filter((c) => c.name in regras);\n  const legenda = (i) => { const l = steps[i] && steps[i].querySelector('legend'); return l ? l.textContent.trim() : ''; };\n\n  function mostrar(i, { foco = true } = {}) {\n    const de = atual;\n    atual = Math.max(0, Math.min(steps.length - 1, i));\n    steps.forEach((s, n) => { s.hidden = n !== atual; });\n    const ultima = atual === steps.length - 1;\n    if (counter) { counter.hidden = false; counter.textContent = `Etapa ${atual + 1} de ${steps.length}`; }\n    if (btnBack) btnBack.hidden = atual === 0;\n    if (btnNext) btnNext.textContent = ultima ? 'Enviar' : 'Continuar';\n    form.setAttribute('data-form-step', String(atual + 1));\n    if (foco) {\n      status.textContent = `Etapa ${atual + 1} de ${steps.length}: ${legenda(atual)}.`;\n      const primeiro = steps[atual].querySelector('input, textarea, select');\n      if (primeiro) primeiro.focus();\n    }\n    document.dispatchEvent(new CustomEvent('form:step', { detail: { step: atual + 1, total: steps.length, from: de + 1 } }));\n  }\n\n  // Valida ao sair do campo; depois de um erro, revalida enquanto digita.\n  form.addEventListener('focusout', (e) => { if (e.target.name in regras && e.target.value) validar(e.target); });\n  form.addEventListener('input', (e) => { if (form.getAttribute('data-form-state') === 'erro') limparFalha(); if (e.target.getAttribute('aria-invalid') === 'true') validar(e.target); });\n\n  if (btnBack) btnBack.addEventListener('click', () => mostrar(atual - 1));\n\n  form.addEventListener('submit', async (e) => {\n    e.preventDefault();\n    const escopo = steps.length ? steps[atual] : form;\n    const invalidos = camposDe(escopo).filter((c) => !validar(c));\n    if (invalidos.length) {\n      status.textContent = invalidos.length === 1 ? 'Falta corrigir 1 campo.' : `Falta corrigir ${invalidos.length} campos.`;\n      invalidos[0].focus();\n      return;\n    }\n    // Enter ou \"Continuar\" numa etapa intermediária: avança.\n    if (steps.length && atual < steps.length - 1) { mostrar(atual + 1); return; }\n\n    // Última etapa: confere tudo (segurança se alguém pulou etapas).\n    const todos = camposDe(form).filter((c) => !validar(c));\n    if (todos.length) {\n      const idx = steps.findIndex((s) => s.contains(todos[0]));\n      mostrar(idx, { foco: false });\n      status.textContent = 'Falta corrigir um campo nesta etapa.';\n      todos[0].focus();\n      return;\n    }\n\n    if (enviando) return;\n    const formData = new FormData(form);\n    limparFalha();\n\n    // Honeypot preenchido: é robô. Finge que deu certo, sem enviar.\n    if (String(formData.get('bot-field') || '').trim()) {\n      form.reset();\n      mostrar(0, { foco: false });\n      status.textContent = 'Recebemos a sua ideia. Respondemos em breve.';\n      return;\n    }\n\n    enviando = true;\n    btnNext.setAttribute('aria-disabled', 'true');\n    form.setAttribute('aria-busy', 'true');\n    form.setAttribute('data-form-state', 'enviando');\n    status.textContent = 'Enviando…';\n    try {\n      const res = await enviarContato(formData);\n      if (res.ok) {\n        form.setAttribute('data-form-state', 'enviado');\n        if (res.mailto) {\n          // mailto não confirma envio: não limpa o formulário nem diz que foi enviado.\n          status.textContent = 'Abrimos o seu aplicativo de e-mail com a mensagem pronta. Falta só enviar por lá.';\n          mostrarMailto(res.mailto);\n        } else {\n          form.reset();\n          mostrar(0, { foco: false });\n          status.textContent = 'Enviado. Recebemos a sua ideia e respondemos em breve.';\n        }\n      } else {\n        throw new Error(res.mensagem || 'falha');\n      }\n    } catch (_) {\n      form.setAttribute('data-form-state', 'erro');\n      status.textContent = ''; // o aviso completo vai no bloco role=\"alert\", para não ser lido duas vezes\n      mostrarFalha(formData);\n    } finally {\n      enviando = false;\n      btnNext.removeAttribute('aria-disabled');\n      form.removeAttribute('aria-busy');\n    }\n  });\n\n  if (steps.length > 1) mostrar(0, { foco: false });\n})();\n\n</script>\n<script data-src=\"js/stage.js\">\n/*\n  PRISMFORM — coreografia do palco (frontend)\n  ------------------------------------------------------------------\n  Lê o motor (window.PrismScroll.subscribe, section:change) e move a luz.\n  Não toca na rolagem do documento nem no scrollLeft do trilho do Work.\n  Escreve só transform e variáveis CSS.\n\n  Gramática do isologo (rodada 4): feixe branco reto -> símbolo oficial -> faixa de\n  espectro reta e paralela. Nada gira nem abre em leque.\n\n  O feixe tem um estado por seção (KEY). Cada seção \"segura\" o seu estado\n  enquanto está na tela; a troca acontece enquanto a borda entre duas seções\n  sobe de 75% a 25% da altura da tela, com suavização (smoothstep) e um\n  amortecimento curto (o palco alcança o scroll, sem atrasar a leitura).\n\n  Também grava --r (0 a 1) em cada [data-revela] conforme o elemento sobe\n  do pé da tela: cartões, blocos, diagrama do Method. Os títulos h2 com\n  data-revela-gsap são do js/motion.js (cadeia do cabeçalho) e ficam de fora.\n\n  Loop: com GSAP, desenha dentro do gsap.ticker, no mesmo quadro do Lenis.\n\n  Movimento reduzido: sem intro, sem amortecimento, sem mistura. O palco\n  troca de estado por corte seco em section:change; --r fica em 1 (CSS).\n*/\n(() => {\n  'use strict';\n\n  const root = document.documentElement;\n  const S = window.PrismScroll;\n  const stage = document.querySelector('[data-stage]');\n  const feixe = stage && stage.querySelector('[data-feixe]');\n  if (!S || !feixe) return;\n  const camada = stage.querySelector('[data-stage-layer=\"feixe\"]');\n  const grade = stage.querySelector('[data-stage-layer=\"grade\"]');\n  const reduceMQ = window.matchMedia('(prefers-reduced-motion: reduce)');\n  const narrowMQ = window.matchMedia('(max-width: 767px)');\n  const landscapeMQ = window.matchMedia('(min-aspect-ratio: 21/20)');\n\n  // Gramática do isologo: feixe reto -> símbolo oficial -> faixa de espectro reta e paralela. Nada gira.\n  // x, y: fração da tela (origem = centro do feixe no eixo do símbolo). s: escala do símbolo.\n  // at/ay/dy: y ancorado num elemento (topo + ay × altura + dy px), para a luz andar COM o conteúdo\n  //   e nunca passar por trás do texto (Work: sob os cases; Contact: ao lado do título).\n  // Work: o símbolo sai pela esquerda e só a faixa fica, sob os cases, com uma cor acesa.\n  // Project e Contact: sem feixe de entrada (en 0), para a luz não atravessar o texto da seção seguinte.\n  // en: comprimento do feixe branco de entrada. ln: comprimento da faixa. fx: px entre as linhas (Project).\n  // sop: a faixa volta a ser branca (Contact). op: opacidade da camada. foco: só a cor do case em foco.\n  const KEY = {\n    hero:    { x: .70, y: .76, s: 1.40, en: 1, ln: 1, fx: 0,  sop: 0, op: 1,   foco: 0, cena: 1 },\n    method:  { x: .50, y: .50, s: 1.10, en: 1, ln: 1, fx: 0,  sop: 0, op: .9,  foco: 0, cena: 0 },\n    work:    { x: -.20, at: '[data-hscroll-sticky]', ay: 1, dy: -44, s: 2.2, en: 0, ln: 1, fx: 0, sop: 0, op: 1, foco: 1, cena: 0 },\n    project: { x: .50, y: .50, s: 1.00, en: 0, ln: 1, fx: 10, sop: 0, op: .9,  foco: 0, cena: 0 },\n    // Rodada 8 (briefing 02/10, item 6): no fechamento o prisma aparece uma vez só, na foto do .fecho. A luz recolhe e o isotipo apaga.\n    contact: { x: .78, at: '#contact-titulo', ay: .5, dy: 0, s: 1.25, en: 0, ln: 0, fx: 0, sop: 1, op: 0, foco: 0, cena: 0 },\n  };\n  // Tela vertical: o Papel cobre a largura toda (Method, Project): a luz só aparece onde não há texto.\n  const KEY_MOBILE = {\n    hero:    { x: .50, y: .86, s: 1.10 },\n    method:  { op: 0 },\n    work:    { x: -.32, s: 2.0, dy: -36 },\n    project: { op: 0, fx: 6 },\n    contact: { x: .80, at: '#contact', ay: 0, dy: 34, s: .70 },\n  };\n  const PROPS = ['x', 'y', 's', 'en', 'ln', 'fx', 'sop', 'op', 'foco', 'cena'];\n\n  const clamp01 = (v) => (v < 0 ? 0 : v > 1 ? 1 : v);\n  const smooth = (t) => t * t * (3 - 2 * t);\n  const easeMarca = (t) => (t < .5 ? 4 * t * t * t : 1 - Math.pow(-2 * t + 2, 3) / 2);\n\n  // Estado de uma seção com o y resolvido (âncora medida no quadro atual; sem layout forçado extra:\n  // o getBoundingClientRect roda depois da rolagem, com o layout já limpo).\n  const anchorEls = {};\n\n  // Cena do Hero (js/cena.js): a cena 3D segue o mesmo estado do isologo plano. No Hero, o estado plano é posto\n  // exatamente sobre o símbolo 3D (mesma âncora, mesma escala) e fica com opacidade 0; ao rolar para o Method o\n  // plano acende no mesmo lugar enquanto a cena perde intensidade. Sem WebGL (data-cena=\"off\") volta o Hero da rodada 4.\n  const cenaMode = () => stage.getAttribute('data-cena');\n  const probe = document.createElement('span');\n  probe.style.cssText = 'position:absolute;visibility:hidden;pointer-events:none;height:0;width:var(--prisma)';\n  stage.appendChild(probe);\n  let prismaPx = 110;\n  const medirPrisma = () => { prismaPx = probe.offsetWidth || prismaPx; };\n  function keyOf(id) {\n    const base = KEY[id] || KEY.hero;\n    const k = narrowMQ.matches ? Object.assign({}, base, KEY_MOBILE[id] || {}) : Object.assign({}, base);\n    if (k.at) {\n      const el = anchorEls[k.at] || (anchorEls[k.at] = document.querySelector(k.at));\n      const vh = window.innerHeight;\n      if (el) { const r = el.getBoundingClientRect(); k.y = (r.top + r.height * k.ay + k.dy) / vh; }\n      else k.y = .5;\n    }\n    const C = window.PrismCena;\n    if (id === 'hero' && cenaMode() !== 'off' && C && C.heroCam) {\n      const cw = window.innerWidth, ch = window.innerHeight, c = C.heroCam(cw, ch);\n      k.x = c.ax / cw; k.y = c.ay / ch; k.s = c.sc * 798 / prismaPx; k.op = 0; k.cena = 1;\n    }\n    // Sem a cena 3D, o isologo plano do Hero sobe: em paisagem o texto fica embaixo e o feixe passa por cima dele.\n    if (id === 'hero' && cenaMode() === 'off' && landscapeMQ.matches && !narrowMQ.matches) k.y = .27;\n    // Rodada 8 (briefing 02/10, item 2): no celular o texto fica embaixo e o símbolo ACIMA dele, inteiro, entre o header e o título.\n    // Se o espaço for curto (320 x 568), o símbolo fica atrás do topo do título; o véu do .hero__conteudo garante o contraste.\n    if (id === 'hero' && cenaMode() === 'off' && narrowMQ.matches && !landscapeMQ.matches) {\n      const cont = document.querySelector('.hero__conteudo');\n      const h1 = cont && cont.querySelector('h1');\n      const hdr = document.querySelector('[data-site-header]');\n      const vw = window.innerWidth, vh = window.innerHeight;\n      const topo = (hdr ? hdr.offsetHeight : 56) + 16;\n      const ini = cont && h1 ? cont.offsetTop + h1.offsetTop : vh * .5; // topo do título, sem depender da rolagem\n      const livre = Math.max(120, ini - topo - 8);\n      let wpx = Math.min(.62 * vw, 380), hpx = wpx * 480 / 517.31;\n      if (hpx > livre) { hpx = Math.max(livre, .42 * vw * 480 / 517.31); wpx = hpx * 517.31 / 480; }\n      k.s = wpx / prismaPx; k.x = .5;\n      k.y = (topo + Math.max(0, (livre - hpx) / 2) + hpx * 64 / 480) / vh;\n      return k;\n    }\n    // Rodada 6: em tela vertical (tablet em pé) o isologo plano fica inteiro e centrado no espaço livre abaixo do texto\n    // (antes ficava colado ao pé da tela e pequeno). Largura: 56% da tela (máx. 380 px); nunca mais de 80% da altura livre.\n    if (id === 'hero' && cenaMode() === 'off' && !landscapeMQ.matches) {\n      const cont = document.querySelector('.hero__conteudo');\n      const vw = window.innerWidth, vh = window.innerHeight;\n      const fim = cont ? cont.offsetTop + cont.offsetHeight : vh * .5; // fim do texto, sem depender da rolagem\n      const livre = Math.max(80, vh - fim - 24);\n      let wpx = Math.min(.56 * vw, 380), hpx = wpx * 480 / 517.31;\n      if (hpx > livre * .8) { hpx = livre * .8; wpx = hpx * 517.31 / 480; }\n      k.s = wpx / prismaPx; k.x = .5;\n      k.y = (fim + (livre - hpx) / 2 + hpx * 64 / 480) / vh;\n    }\n    return k;\n  }\n\n  // ---------- Alvo a partir do scroll ----------\n  let snap = S.state;\n  function target() {\n    const secs = S.sections;\n    const vh = snap.height || window.innerHeight;\n    const y = snap.y;\n    const maxY = Math.max(0, root.scrollHeight - vh);\n    if (!secs.length) return keyOf('hero');\n    if (reduced) return keyOf(snap.current || secs[0].id);\n    // Janela de troca entre a seção i e a i+1: a borda entre elas sobe de 75% a 25% da tela.\n    let a = null, b = null, t = 0;\n    for (let i = 0; i < secs.length; i++) {\n      const s = secs[i];\n      const next = secs[i + 1];\n      if (!next) { a = b = s.id; break; }\n      const edge = next.top;\n      let t0 = edge - vh * .75, t1 = edge - vh * .25;\n      // Última seção curta: a página acaba antes de a borda chegar a 25%. A troca termina no fim da rolagem.\n      if (t1 > maxY) { t1 = maxY; t0 = Math.min(t0, maxY - vh * .35); }\n      if (y < t0) { a = b = s.id; break; }\n      if (y < t1) { a = s.id; b = next.id; t = smooth((y - t0) / (t1 - t0)); break; }\n    }\n    const ka = keyOf(a), kb = b === a ? ka : keyOf(b);\n    const out = {};\n    // Cada propriedade tem a sua curva: a cena 3D perde intensidade cedo (0 a 70% da troca) e o isologo plano acende\n    // tarde (40 a 100%), para as duas luzes não se sobreporem ao texto que sai do Hero.\n    const tCena = smooth(clamp01(t / .7)), tPlano = smooth(clamp01((t - .4) / .6));\n    PROPS.forEach((p) => { out[p] = ka[p] + (kb[p] - ka[p]) * (p === 'cena' ? tCena : p === 'op' ? tPlano : t); });\n    out.lock = !!(ka.at && kb.at); // y preso ao conteúdo: sem amortecimento, senão a luz se atrasa em relação ao texto\n    return out;\n  }\n\n  // ---------- Estado exibido (amortecido) ----------\n  let reduced = reduceMQ.matches;\n  let cur = null;\n  let intro = 1;               // 0..1: feixe entrando na carga\n  let introStart = 0;\n  let raf = 0, last = 0, lastRun = 0;\n  // ms: quanto o palco demora para alcançar o scroll. Com Lenis a rolagem já chega suavizada:\n  // amortecer de novo faria o feixe \"boiar\" atrás do conteúdo. Sem Lenis (toque, sem biblioteca), 110 ms.\n  const tau = () => (S.lenis ? 40 : 110);\n  const gsap = S.gsap || null;\n\n  const hs = document.querySelector('[data-hscroll]');\n  let isoOn = false;\n  function apply(st) {\n    const w = window.innerWidth, h = window.innerHeight;\n    // Com o trilho preso, a cor acesa acompanha o case em foco (01 amarelo, 02 verde, 03 azul).\n    // Sem trilho (celular, movimento reduzido): fica a cor do Work, amarelo.\n    const preso = hs && hs.hasAttribute('data-hscroll-active');\n    const hp = preso && snap.hscroll && snap.hscroll[0] != null ? snap.hscroll[0] : 0;\n    // Intro: o feixe se desenha até o prisma (0–55%), o prisma acende (30–60%), a faixa sai dele (45–100%).\n    const iIn = easeMarca(clamp01(intro / .55));\n    const iPr = clamp01((intro - .3) / .3);\n    const iAb = easeMarca(clamp01((intro - .45) / .55));\n    // Escala por variável (--s), não por scale(): a camada composta arredondava a espessura do feixe HTML\n    // antes de escalar, e o feixe branco saía ~1 px mais fino que o toco do símbolo. --s só muda nas trocas de seção.\n    feixe.style.transform = `translate3d(${(st.x * w).toFixed(1)}px, ${(st.y * h).toFixed(1)}px, 0)`;\n    const v = feixe.style;\n    v.setProperty('--s', st.s.toFixed(3));\n    v.setProperty('--in', iIn.toFixed(3));   // intro: o feixe viaja da esquerda até o prisma\n    v.setProperty('--en', st.en.toFixed(3)); // seções: o feixe recolhe para dentro do prisma\n    v.setProperty('--prisma-op', iPr.toFixed(3));\n    v.setProperty('--len', (iAb * st.ln).toFixed(3));\n    // Faixa quase toda de volta ao prisma (e já branca): o símbolo aparece inteiro, com o toco direito (o isotipo).\n    const iso = st.ln < .03;\n    if (iso !== isoOn) { isoOn = iso; feixe.toggleAttribute('data-isotipo', iso); }\n    v.setProperty('--fx', st.fx.toFixed(2));\n    v.setProperty('--sop', st.sop.toFixed(3));\n    v.setProperty('--foco', st.foco.toFixed(3));\n    v.setProperty('--k', preso ? (-1 + 2 * hp).toFixed(3) : '-1');\n    if (camada) camada.style.setProperty('--feixe-op', st.op.toFixed(3));\n    if (window.PrismCena && window.PrismCena.set) window.PrismCena.set(st.x * w, st.y * h, prismaPx * st.s / 798, cenaMode() === 'off' ? 0 : clamp01(st.cena));\n    if (window.PrismCena && window.PrismCena.progresso) window.PrismCena.progresso(clamp01(snap.y / Math.max(1, snap.height || h))); // 0 a 1: o Hero saindo (interface de cena, README)\n  }\n\n  function frame(now) {\n    raf = 0;\n    lastRun = now;\n    const dt = last ? Math.min(64, now - last) : 16;\n    last = now;\n    const tgt = target();\n    let moving = false;\n    if (!cur || reduced) {\n      cur = tgt;\n    } else {\n      const k = 1 - Math.exp(-dt / tau());\n      PROPS.forEach((p) => {\n        const d = tgt[p] - cur[p];\n        if (Math.abs(d) > 0.0005) { cur[p] += d * k; moving = true; } else cur[p] = tgt[p];\n      });\n      if (tgt.lock) cur.y = tgt.y;\n    }\n    if (intro < 1) {\n      intro = clamp01((now - introStart) / 1700);\n      moving = true;\n    }\n    apply(cur);\n    moveGrade();\n    moveFoto();\n    revela();\n    if (moving) keepAlive(); else { sleep(); last = 0; }\n  }\n\n  // ---------- Loop ----------\n  // Com GSAP: o palco roda no gsap.ticker, o mesmo loop do Lenis e do ScrollTrigger.\n  // O quadro de rolagem chega por subscribe() DENTRO do tique (lenis.raf -> motor -> subscribe),\n  // e o palco desenha ali mesmo: feixe, grade e conteúdo andam no mesmo quadro (antes, um depois).\n  // O ticker só fica ligado enquanto algo se move (intro, amortecimento).\n  let onTicker = false;\n  function tick() {\n    const now = performance.now();\n    if (now - lastRun < 6) return;            // já desenhado neste quadro pelo subscribe\n    frame(now);\n  }\n  function keepAlive() {\n    if (gsap) { if (!onTicker) { onTicker = true; gsap.ticker.add(tick); } }\n    else if (!raf) raf = requestAnimationFrame(frame);\n  }\n  function sleep() {\n    if (gsap && onTicker) { onTicker = false; gsap.ticker.remove(tick); }\n  }\n  function kick() { keepAlive(); }\n\n  // ---------- Grade: parallax lento (módulo da altura do tile, a camada nunca acaba) ----------\n  const TILE = 207.846;\n  let gradeY = null;\n  function moveGrade() {\n    if (!grade) return;\n    const gy = reduced ? 0 : -((snap.y * .06) % TILE);\n    if (gy === gradeY) return;\n    gradeY = gy;\n    grade.style.transform = `translate3d(0, ${gy.toFixed(1)}px, 0)`;\n  }\n\n  // ---------- Foto do estúdio: respira com a rolagem (transform direto, sem variável na raiz) ----------\n  const foto = stage.querySelector('.stage__foto');\n  let fotoP = -1;\n  function moveFoto() {\n    if (!foto) return;\n    const p = reduced ? 0 : Math.round(clamp01(snap.global) * 1000) / 1000;\n    if (p === fotoP) return;\n    fotoP = p;\n    foto.style.transform = `translate3d(0, ${(-3 * p).toFixed(3)}%, 0) scale(${(1.02 + .08 * p).toFixed(4)})`;\n  }\n\n  // ---------- Revelação por elemento ----------\n  let revelas = [];\n  function docTop(el) { let t = 0; while (el) { t += el.offsetTop; el = el.offsetParent; } return t; }\n  function medir() {\n    revelas = Array.from(document.querySelectorAll('[data-revela], [data-section]')).map((el) => ({\n      el,\n      top: el instanceof SVGElement ? el.getBoundingClientRect().top + window.scrollY : docTop(el),\n      r: el.hasAttribute('data-revelado') ? 1 : -1,\n    }));\n  }\n  // Rodada 8 (briefing 02/10, item 7): a entrada não acompanha mais a rolagem quadro a quadro (um scrub deixava blocos\n  // presos em cinza/semitransparentes quando a rolagem parava no meio ou passava rápido). Agora é por tempo: quando o topo\n  // do elemento cruza 94% da tela (ou já passou dela, num salto de âncora), ganha data-revelado e o CSS leva --r de 0 a 1\n  // em 600 ms (motion.css). Uma vez revelado, fica revelado. As seções também ganham data-revelado (Papel acende).\n  function revela() {\n    const vh = snap.height || window.innerHeight;\n    revelas.forEach((o) => {\n      if (o.r === 1) return;\n      if (!reduced && snap.y + vh * .94 < o.top) return;\n      o.r = 1;\n      o.el.setAttribute('data-revelado', '');\n    });\n  }\n\n  // ---------- Ligações ----------\n  S.subscribe((s) => { snap = s; if (gsap) frame(performance.now()); else kick(); });\n  document.addEventListener('section:change', () => {\n    // Movimento reduzido: o palco troca por corte seco quando a seção muda.\n    if (reduced) { snap = S.state; cur = null; kick(); }\n  });\n  const remedir = () => { medir(); medirPrisma(); snap = S.state; kick(); };\n  window.addEventListener('resize', remedir);\n  window.addEventListener('load', remedir);\n  if (document.fonts && document.fonts.ready) document.fonts.ready.then(remedir);\n  if ('ResizeObserver' in window) new ResizeObserver(remedir).observe(document.body);\n  const onMQ = (mq, fn) => (mq.addEventListener ? mq.addEventListener('change', fn) : mq.addListener(fn));\n  onMQ(reduceMQ, () => { reduced = reduceMQ.matches; intro = 1; cur = null; remedir(); });\n  onMQ(narrowMQ, () => { cur = null; remedir(); });\n\n  // Intro do isologo plano: só se a cena 3D falhar (data-cena=\"off\"), na primeira tela e sem movimento reduzido.\n  // Com a cena ativa, quem faz a intro é o js/cena.js e o plano só acende na saída do Hero.\n  intro = 1;\n  document.addEventListener('cena:off', () => {\n    cur = null;\n    if (!reduced && window.scrollY < window.innerHeight * .5) { intro = 0; introStart = performance.now() + 150; }\n    kick();\n  });\n  medirPrisma();\n  medir();\n  root.classList.add('revela-on'); // o CSS só esconde o que ainda não entrou quando este script está rodando\n  revela();\n  kick();\n})();\n\n</script>\n<script data-src=\"js/motion.js\">\n/*\n  PRISMFORM — motion encadeado com GSAP (frontend)\n  ------------------------------------------------------------------\n  Só duas coisas, porque o resto já está bem no CSS e no stage.js:\n\n  1. Âncoras com peso. A rolagem até uma seção usa a curva de marca\n     (a mesma do feixe, --ease-marca): arranca devagar, cruza, pousa.\n     A curva exponencial anterior saltava no primeiro quadro, sem massa.\n\n  2. A cadeia do cabeçalho. Em cada seção (menos o Hero, que tem a intro),\n     rótulo -> título -> texto entram em sequência, uma vez, em 600 ms (rodada 8; antes era scrub):\n       - o rótulo técnico chega pela diagonal de 60°;\n       - o título abre pelo corte a 60° (mesma máscara do CSS, via --r);\n       - o texto chega pela mesma diagonal quando o título está quase inteiro.\n     O .section__inner continua do motion.css (escala e opacidade do bloco);\n     aqui só os filhos. O --r dos títulos passa do stage.js para cá\n     (data-revela-gsap), um dono só.\n\n  Regras do motor: PrismScroll.gsap/ScrollTrigger, nada de outro Lenis,\n  nada de pin, tudo dentro de matchMedia (movimento reduzido desfaz sozinho).\n*/\n(() => {\n  'use strict';\n  const S = window.PrismScroll;\n  const gsap = S && S.gsap, ST = S && S.ScrollTrigger;\n\n  // Curva de marca: cubic-bezier(.65, 0, .35, 1) ~ easeInOutCubic (igual ao easeMarca do stage.js).\n  const easeMarca = (t) => (t >= 1 ? 1 : t < .5 ? 4 * t * t * t : 1 - Math.pow(-2 * t + 2, 3) / 2);\n  if (S && S.anchor) { S.anchor.duration = 1.25; S.anchor.easing = easeMarca; }\n\n  if (!gsap || !ST) return; // sem biblioteca: CSS e stage.js seguem sozinhos\n\n  // Diagonal de 60°: para cada 24 px de subida, 13,9 px para a direita (24 × tan 30°).\n  const DY = 24, DX = -DY * Math.tan(Math.PI / 6);\n\n  const mm = gsap.matchMedia();\n  mm.add('(prefers-reduced-motion: no-preference)', () => {\n    const titulos = [];\n    document.querySelectorAll('.section:not(.section--hero) .cabecalho').forEach((cab) => {\n      const rotulo = cab.querySelector('.eyebrow');\n      const titulo = cab.querySelector('h2[data-revela]');\n      const texto = cab.querySelector('.cabecalho__texto');\n      if (!titulo) return;\n      titulo.setAttribute('data-revela-gsap', '');\n      titulos.push(titulo);\n\n      // Rodada 8 (briefing 02/10, item 7): a cadeia toca uma vez, por tempo, em 600 ms no total (antes era scrub e,\n      // no Contact, a página acabava antes do fim: o texto ficava deslocado da margem e semitransparente).\n      // Disparo: a seção a 88% da tela; se ela já passou (salto de âncora), o ScrollTrigger toca na hora.\n      const tl = gsap.timeline({\n        defaults: { ease: 'none' },\n        paused: true,\n        scrollTrigger: {\n          trigger: cab.closest('[data-section]'),\n          start: 'top 88%',\n          once: true,\n          onEnter: (self) => self.animation && self.animation.play(),\n        },\n      });\n      if (rotulo) tl.fromTo(rotulo, { opacity: 0, x: DX, y: DY }, { opacity: 1, x: 0, y: 0, ease: 'power3.out', duration: .3 }, 0);\n      tl.fromTo(titulo, { '--r': 0 }, { '--r': 1, ease: 'power2.inOut', duration: .45 }, .05);\n      if (texto) tl.fromTo(texto, { opacity: 0, x: DX, y: DY }, { opacity: 1, x: 0, y: 0, ease: 'power3.out', duration: .3 }, .3);\n    });\n    return () => titulos.forEach((t) => t.removeAttribute('data-revela-gsap'));\n  });\n})();\n\n</script>\n<script data-src=\"js/menu.js\">\n/*\n  PRISMFORM — menu do celular (frontend, rodada 5)\n  ------------------------------------------------------------------\n  Abaixo de 768 px o header fica só com o símbolo e o botão \"Menu\"; os quatro links abrem em tela cheia.\n  Acessível: aria-expanded no botão; o resto da página fica inerte enquanto o menu está aberto; o foco fica preso\n  no header (logo, botão, links); Esc fecha e devolve o foco ao botão; clicar num link fecha e deixa o motor\n  de rolagem levar ao destino. Em 768 px ou mais o botão não existe e o menu é o de sempre.\n  Sem JS: sem botão, os links ficam visíveis (o CSS só esconde o menu com html.js).\n*/\n(() => {\n  'use strict';\n  const root = document.documentElement;\n  const btn = document.querySelector('[data-menu-toggle]');\n  const nav = document.querySelector('[data-menu]');\n  const header = document.querySelector('[data-site-header]');\n  if (!btn || !nav || !header) return;\n  const mq = window.matchMedia('(max-width: 767px)');\n  const alheios = () => [document.querySelector('.skip-link'), document.getElementById('conteudo'), document.querySelector('.site-footer')].filter(Boolean);\n  let aberto = false;\n\n  function foco() {\n    return Array.from(header.querySelectorAll('a[href], button')).filter((el) => el.offsetParent !== null || el === btn);\n  }\n  function abrir() {\n    if (aberto || !mq.matches) return;\n    aberto = true;\n    root.classList.add('menu-aberto');\n    btn.setAttribute('aria-expanded', 'true');\n    alheios().forEach((el) => { el.inert = true; });\n    const S = window.PrismScroll;\n    if (S && S.lenis) S.lenis.stop();\n    root.style.overflow = 'hidden';\n    const primeiro = nav.querySelector('a');\n    if (primeiro) primeiro.focus({ preventScroll: true });\n  }\n  function fechar(devolverFoco) {\n    if (!aberto) return;\n    aberto = false;\n    root.classList.remove('menu-aberto');\n    btn.setAttribute('aria-expanded', 'false');\n    alheios().forEach((el) => { el.inert = false; });\n    root.style.overflow = '';\n    const S = window.PrismScroll;\n    if (S && S.lenis) S.lenis.start();\n    if (devolverFoco) btn.focus({ preventScroll: true });\n  }\n\n  btn.addEventListener('click', () => (aberto ? fechar(true) : abrir()));\n  // Clique num link: fecha antes de o motor rolar (a rolagem precisa estar liberada).\n  nav.addEventListener('click', (e) => { if (e.target.closest('a')) fechar(false); });\n  document.addEventListener('keydown', (e) => {\n    if (!aberto) return;\n    if (e.key === 'Escape') { e.preventDefault(); fechar(true); return; }\n    if (e.key !== 'Tab') return;\n    const f = foco();\n    if (!f.length) return;\n    const primeiro = f[0], ultimo = f[f.length - 1];\n    if (e.shiftKey && document.activeElement === primeiro) { e.preventDefault(); ultimo.focus(); }\n    else if (!e.shiftKey && document.activeElement === ultimo) { e.preventDefault(); primeiro.focus(); }\n  });\n  const sair = () => { if (!mq.matches) fechar(false); };\n  if (mq.addEventListener) mq.addEventListener('change', sair); else mq.addListener(sair);\n})();\n\n</script>\n<script data-src=\"embed-ancoras\">\n(function () {\n  'use strict';\n  window.addEventListener('click', function (e) {\n    if (e.defaultPrevented || e.button !== 0 || e.metaKey || e.ctrlKey || e.shiftKey || e.altKey) return;\n    var a = e.target && e.target.closest ? e.target.closest('a[href^=\"#\"]') : null;\n    if (!a || a.target) return;\n    var h = a.getAttribute('href');\n    if (!h || h.length < 2) return;\n    var el = null;\n    try { el = document.getElementById(decodeURIComponent(h.slice(1))); } catch (_) { return; }\n    if (!el) return;\n    e.preventDefault();\n    var reduzido = window.matchMedia && window.matchMedia('(prefers-reduced-motion: reduce)').matches;\n    try { el.scrollIntoView({ behavior: reduzido ? 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\") 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\") 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\") format(\"woff2\"); font-weight: 500; font-style: normal; font-display: swap; }\n@property --section-progress { syntax: \"<number>\"; inherits: false; initial-value: 0; }\n@property --section-visible  { syntax: \"<number>\"; inherits: false; initial-value: 0; }\n:root {\n--neutro-grafite: #161616;\n--neutro-escuro:  #303030;\n--neutro-medio:   #545454;\n--neutro-claro:   #ededed;\n--neutro-papel:   #f4f3f2;\n--espectro-vermelho: #9a1519;\n--espectro-laranja:  #d4702f;\n--espectro-amarelo:  #fad305;\n--espectro-verde:    #308f2f;\n--espectro-azul:     #5285b7;\n--espectro-anil:     #0b0960;\n--espectro-violeta:  #340343;\n--font-display: \"Archivo\", \"Arial Black\", system-ui, sans-serif;\n--font-texto:   \"Mulish\", system-ui, sans-serif;\n--font-tecnica: \"JetBrains Mono\", ui-monospace, \"Consolas\", monospace;\n--display-xl-size: clamp(1.75rem, min(11.3vw - 5px, max(5vw, 2.5rem)), 7.5rem);\n--display-xl-lh: 1;\n--display-xl-weight: 900;\n--display-grande-size: clamp(2.125rem, 3.8vw, 5.5rem);  \n--display-grande-lh: 1.08;\n--display-grande-weight: 900;\n--display-medio-size: clamp(1.625rem, 2.223vw, 2.75rem); \n--display-medio-lh: 1.1;\n--display-medio-weight: 700;\n--display-pequeno-size: clamp(1.25rem, 1.528vw, 1.75rem); \n--display-pequeno-lh: 1.15;\n--display-pequeno-weight: 600;\n--texto-grande-size: clamp(1.0625rem, 1.389vw, 1.5rem); \n--texto-grande-lh: 1.6;\n--texto-base-size: 1rem;         \n--texto-base-lh: 1.65;\n--texto-pequeno-size: 0.875rem;  \n--texto-pequeno-lh: 1.45;\n--texto-destaque-weight: 600;    \n--texto-botao-size: 0.9375rem;   \n--tecnica-label-size: 0.75rem;   \n--tecnica-label-lh: 1.3;\n--tecnica-dado-size: 0.875rem;   \n--tecnica-dado-lh: 1.3;\n--sin60: 0.866;          \n--tan30: 0.57735;        \n--grade-lado: 120px;     \n--grade-linha: 103.923px;\n--e1: .866rem; --e2: 1.732rem; --e3: 2.598rem; --e4: 3.464rem; --e5: 5.196rem; --e6: 6.928rem; --e7: 10.392rem; --e8: 13.856rem;\n--gutter: 24px;\n--secao-pad-y: 96px;\n--gap-bloco: clamp(var(--e4), 7vw, var(--e6));     \n--gap-cabecalho: var(--e2);\n--gap-card: var(--e3);\n--conteudo-max: 1664px;  \n}\n@media (min-width: 768px) {\n:root { --gutter: 64px; --secao-pad-y: 160px; }\n}\n*, *::before, *::after { box-sizing: border-box; }\nhtml {\n-webkit-text-size-adjust: 100%; text-size-adjust: 100%;\nscroll-padding-top: var(--header-h, 96px); \n}\n@media (prefers-reduced-motion: no-preference) { html:not(.lenis) { scroll-behavior: smooth; } }\nhtml.lenis { scroll-behavior: auto; }\nbody, h1, h2, h3, p, figure, ol, ul { margin: 0; }\nol[role=\"list\"], ul[role=\"list\"], .site-nav ul { list-style: none; padding: 0; }\nimg, svg { display: block; max-width: 100%; }\npicture { display: contents; } \ninput, textarea, button { font: inherit; color: inherit; }\na { color: inherit; }\n[hidden] { display: none !important; } \nbody {\nfont-family: var(--font-texto);\nfont-size: var(--texto-base-size);\nline-height: var(--texto-base-lh);\nbackground: var(--neutro-grafite);\ncolor: var(--neutro-papel);\n-webkit-font-smoothing: antialiased;\n}\n.visually-hidden {\nposition: absolute !important; width: 1px; height: 1px; padding: 0; margin: -1px;\noverflow: hidden; clip: rect(0 0 0 0); white-space: nowrap; border: 0;\n}\n.skip-link {\nposition: fixed; top: 8px; left: 8px; z-index: 100;\npadding: 12px 16px; background: var(--neutro-papel); color: var(--neutro-grafite);\nfont-weight: 700; transform: translateY(-200%);\n}\n.skip-link:focus { transform: none; }\n:focus-visible { outline: 2px solid var(--acento, var(--espectro-laranja)); outline-offset: 4px; } \n[tabindex=\"-1\"]:focus { outline: none; }\n.display-xl {\nfont-family: var(--font-display); font-weight: var(--display-xl-weight);\nfont-size: var(--display-xl-size); line-height: var(--display-xl-lh);\n}\n.display-grande {\nfont-family: var(--font-display); font-weight: var(--display-grande-weight);\nfont-size: var(--display-grande-size); line-height: var(--display-grande-lh);\n}\n.display-medio {\nfont-family: var(--font-display); font-weight: var(--display-medio-weight);\nfont-size: var(--display-medio-size); line-height: var(--display-medio-lh);\n}\n.display-pequeno {\nfont-family: var(--font-display); font-weight: var(--display-pequeno-weight);\nfont-size: var(--display-pequeno-size); line-height: var(--display-pequeno-lh);\n}\n.texto-grande { font-size: var(--texto-grande-size); line-height: var(--texto-grande-lh); }\n.eyebrow {\nfont-family: var(--font-tecnica); font-weight: 500;\nfont-size: var(--tecnica-label-size); line-height: var(--tecnica-label-lh);\ntext-transform: uppercase;\n}\n.tecnica-dado {\nfont-family: var(--font-tecnica); font-weight: 500;\nfont-size: var(--tecnica-dado-size); line-height: var(--tecnica-dado-lh);\n}\n.nota { font-size: var(--texto-pequeno-size); line-height: var(--texto-pequeno-lh); color: var(--cor-apoio, var(--neutro-claro)); }\n[data-theme=\"dark\"]  { background: var(--neutro-grafite); color: var(--neutro-papel); --cor-apoio: var(--neutro-claro); --cor-eyebrow: var(--neutro-claro); --cor-linha: var(--neutro-medio); }\n[data-theme=\"light\"] { background: var(--neutro-papel);   color: var(--neutro-grafite); --cor-apoio: var(--neutro-escuro); --cor-eyebrow: var(--neutro-escuro); --cor-linha: var(--neutro-medio); }\n.eyebrow { color: var(--cor-eyebrow, inherit); }\n.eyebrow--acento { color: var(--cor-eyebrow, inherit); } \n.texto-grande { color: var(--cor-apoio, inherit); }\n.site-header {\nposition: fixed; top: 0; left: 0; right: 0; z-index: 10;\ndisplay: flex; flex-wrap: wrap; align-items: center; justify-content: space-between;\ngap: 12px 24px;\n--margem: max(var(--gutter), (100vw - var(--conteudo-max)) / 2);\npadding: clamp(14px, 2.223vw, 32px) var(--margem);\nbackground: var(--neutro-grafite); color: var(--neutro-papel);\n}\nhtml[data-section-theme=\"light\"] .site-header { background: var(--neutro-papel); color: var(--neutro-grafite); }\nhtml[data-section-theme=\"light\"] .site-header .logo--branco { display: none; }\nhtml[data-section-theme=\"light\"] .site-header .logo--preto { display: block; }\n.site-header__logo { display: block; }\n.logo { width: clamp(170px, 13.889vw, 240px); height: auto; } \n.logo--preto { display: none; }\n.site-nav ul { display: flex; flex-wrap: wrap; gap: 0 clamp(16px, 2.778vw, 40px); }\n.site-nav a {\ndisplay: inline-block; padding-block: 8px; \nfont-family: var(--font-tecnica); font-weight: 500; font-size: var(--tecnica-label-size);\nline-height: var(--tecnica-label-lh); text-transform: uppercase; text-decoration: none;\n}\n.site-nav a[aria-current] { text-decoration: underline; text-underline-offset: 6px; }\n.stage { position: fixed; inset: 0; z-index: 0; pointer-events: none; overflow: hidden; background: var(--neutro-grafite); }\n.stage > * { position: absolute; }\n.stage__nevoa { inset: 0; background: radial-gradient(120% 80% at 70% 60%, var(--neutro-escuro) 0%, var(--neutro-grafite) 60%); opacity: .55; }\n.stage__grade {\ninset: 0;\nbackground: url(\"data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSIxMjAiIGhlaWdodD0iMjA3Ljg0NiIgdmlld0JveD0iMCAwIDEyMCAyMDcuODQ2IiBmaWxsPSJub25lIiBzdHJva2U9IiNmNGYzZjIiIHN0cm9rZS1vcGFjaXR5PSIwLjA3IiBzdHJva2Utd2lkdGg9IjEiPgogIDwhLS0gTWFsaGEgdHJpYW5ndWxhciBkYSBncmFkZSA2MMKwIChGaWdtYSA0MzozKTogbGFkbyAxMjAsIGFsdHVyYSBkZSBsaW5oYSAxMDMsOTIzICgxMjAgeCAwLDg2NikuIFRpbGUgcmVwZXTDrXZlbC4gLS0+CiAgPHBhdGggZD0iTTAgMC41SDEyME0wIDEwNC40MjNIMTIwIi8+CiAgPHBhdGggZD0iTTAgMEwxMjAgMjA3Ljg0Nk0xMjAgMEwwIDIwNy44NDYiLz4KPC9zdmc+Cg==\") 0 0 / var(--grade-lado) calc(var(--grade-linha) * 2) repeat;\n}\n.stage__feixe {\nright: 0; bottom: 5.556%;\nwidth: min(47.223vw, 1000px); height: auto;\nopacity: calc(1 - var(--hero-exit, 0));\n}\n@media (max-width: 767px) {\n.stage__feixe { width: calc(100% - var(--gutter)); bottom: 12%; }\n}\nmain, .site-footer { position: relative; z-index: 1; }\nmain:focus { outline: none; }\n.section { position: relative; }\n.section[data-theme=\"dark\"]  { background: var(--section-bg-dark, transparent); }\n.section[data-theme=\"light\"] { background: var(--section-bg-light, var(--neutro-papel)); }\n.section__inner {\nposition: relative; z-index: 1;\nwidth: min(100% - 2 * var(--gutter), var(--conteudo-max));\nmargin-inline: auto;\npadding-block: var(--secao-pad-y);\ndisplay: flex; flex-direction: column; gap: var(--gap-bloco);\n}\n.section--hero .section__inner { padding-top: calc(var(--header-h, 96px) + 32px); }\n.cabecalho { display: flex; flex-direction: column; gap: var(--gap-cabecalho); }\n.cabecalho h2 { max-width: 20.8em; }          \n.cabecalho__texto { max-width: 38em; }        \n.ctas { display: flex; flex-wrap: wrap; align-items: center; gap: 16px 32px; }\n.btn {\ndisplay: inline-flex; align-items: center; min-height: 44px;\nfont-family: var(--font-texto); font-weight: 700; font-size: var(--texto-botao-size); line-height: 1;\ntext-decoration: none; cursor: pointer; border: 0; background: none;\n}\n.btn--primario {\n--chanfro-h: 24px;\npadding: 18px 40px 18px 32px;\nbackground: var(--espectro-laranja); color: var(--neutro-grafite);\nclip-path: polygon(0 0, calc(100% - var(--chanfro-h) * var(--tan30)) 0, 100% var(--chanfro-h), 100% 100%, 0 100%);\n}\n.btn--primario:focus-visible { outline: 2px solid var(--neutro-grafite); outline-offset: -5px; } \n.btn--secundario {\npadding-block: 12px;\ntext-decoration: underline; text-decoration-thickness: 2px; text-underline-offset: 8px;\n}\n.section--hero { display: flex; flex-direction: column; justify-content: center; min-height: 100vh; min-height: 100svh; }\n.hero__conteudo { gap: 32px; }\n.hero__conteudo h1 { max-width: 12.5em; } \n.hero__sub { max-width: 31em; }           \n.fases { display: grid; grid-template-columns: repeat(auto-fit, minmax(min(100%, 280px), 1fr)); gap: var(--gap-card); }\n.card-fase {\n--chanfro-h: 38px;\ndisplay: flex; flex-direction: column; gap: 16px;\npadding: 40px 32px 32px;\nbackground: var(--neutro-claro);\nclip-path: polygon(0 0, calc(100% - var(--chanfro-h) * var(--tan30)) 0, 100% var(--chanfro-h), 100% 100%, 0 100%);\n}\n.card-fase__texto { color: var(--neutro-escuro); }\n.card-fase__entregavel { margin-top: auto; padding-top: 16px; border-top: 1px solid var(--neutro-medio); color: var(--neutro-grafite); }\n.corte-60 {\n--cut: calc(var(--h) * var(--tan30));\nheight: var(--h);\nbackground: var(--neutro-escuro);\nclip-path: polygon(var(--cut) 0, 100% 0, calc(100% - var(--cut)) 100%, 0 100%);\n}\n.showreel { position: relative; }\n.showreel__midia { --h: clamp(200px, 36.112vw, 800px); display: grid; place-items: center; } \n.showreel__play { width: clamp(36px, 3.889vw, 72px); height: auto; }\n.showreel__legenda { position: static; margin-top: 12px; display: flex; gap: 16px; align-items: baseline; }\n.showreel__legenda .eyebrow { color: var(--neutro-claro); }\n.cases { display: grid; grid-template-columns: repeat(auto-fit, minmax(min(100%, 260px), 1fr)); gap: var(--gap-card); }\n.case { display: flex; flex-direction: column; gap: 16px; }\n.case__tile { --h: clamp(180px, 18.056vw, 360px); } \n.case__titulo { font-size: var(--texto-base-size); font-weight: var(--texto-destaque-weight); line-height: 1.5; }\n.hscroll { position: relative; }\n.hscroll__sticky { width: min(100% - 2 * var(--gutter), var(--conteudo-max)); margin-inline: auto; padding-bottom: var(--secao-pad-y); }\n.hscroll[data-hscroll-active] .hscroll__sticky {\nposition: sticky; top: 0;\nwidth: 100%; height: 100vh; height: 100svh;\npadding: calc(var(--header-h, 96px) + 32px) 0 32px;\noverflow: hidden; \ndisplay: flex; align-items: center;\n}\n.hscroll[data-hscroll-active] .hscroll__track {\ndisplay: flex; flex-wrap: nowrap; gap: var(--gap-card);\npadding-inline: max(var(--gutter), (100% - var(--conteudo-max)) / 2); \nwidth: max-content; flex: 0 0 auto;\n}\n.hscroll[data-hscroll-active] .case { flex: 0 0 auto; width: clamp(360px, 58vw, 1100px); }\n.hscroll[data-hscroll-active] .case__tile { --h: clamp(220px, 30vw, 580px); }\n.blocos { display: grid; grid-template-columns: repeat(auto-fit, minmax(min(100%, 320px), 1fr)); gap: 40px 64px; }\n.bloco { display: flex; flex-direction: column; gap: 12px; padding-top: 20px; border-top: 1px solid var(--cor-linha); }\n.bloco p:not(.eyebrow) { color: var(--neutro-escuro); }\n.form { display: flex; flex-direction: column; gap: 40px; }\n.form__passo { display: flex; flex-direction: column; gap: 32px; margin: 0; padding: 0; border: 0; min-width: 0; }\n.form__passo:focus { outline: none; }\n.form__legenda { padding: 0; margin-bottom: 8px; color: var(--neutro-papel); }\n.form__etapa { color: var(--neutro-claro); }\n.form__linha { display: grid; grid-template-columns: repeat(auto-fit, minmax(min(100%, 280px), 1fr)); gap: 40px 64px; }\n.campo { display: flex; flex-direction: column; gap: 10px; }\n.campo__label { color: var(--neutro-claro); }\n.campo__opcional { text-transform: none; }\n.campo__input {\nwidth: 100%; padding: 4px 0 10px; border: 0; border-bottom: 1px solid var(--neutro-medio); border-radius: 0;\nbackground: transparent; font-size: var(--texto-base-size); line-height: 1.5; cursor: text;\n}\n.campo__input--area { resize: vertical; min-height: 3em; }\n.campo__input::placeholder { color: var(--neutro-claro); opacity: 1; font-weight: 400; }\n.campo__input:not(:placeholder-shown) { font-weight: 700; } \n.campo__input:focus-visible { outline: none; border-bottom-color: var(--acento, var(--espectro-laranja)); box-shadow: 0 1px 0 0 var(--acento, var(--espectro-laranja)); }\n.campo__input[aria-invalid=\"true\"] { border-bottom-color: var(--espectro-laranja); }\n.campo__erro { font-size: var(--texto-pequeno-size); color: var(--neutro-papel); padding-left: 12px; border-left: 3px solid var(--espectro-laranja); }\n.form__acoes { display: flex; flex-wrap: wrap; align-items: center; gap: 16px 32px; }\n.form__status { font-size: var(--texto-pequeno-size); color: var(--neutro-claro); }\n.site-footer {\ndisplay: flex; flex-wrap: wrap; align-items: center; justify-content: space-between; gap: 16px 32px;\npadding: 48px max(var(--gutter), (100vw - var(--conteudo-max)) / 2);\nborder-top: 1px solid var(--neutro-escuro);\nbackground: var(--neutro-grafite);\n}\n.site-footer .logo { width: 170px; } \n.site-footer__assinatura { color: var(--neutro-claro); }\n.site-footer__copy { color: var(--neutro-claro); }\n@media (prefers-reduced-motion: reduce) {\n*, *::before, *::after { transition-duration: 0.01ms !important; animation-duration: 0.01ms !important; scroll-behavior: auto !important; }\n}\n:root {\n--ease-ui:    cubic-bezier(.2, 0, 0, 1);       \n--ease-luz:   cubic-bezier(.22, .61, .36, 1);  \n--ease-marca: cubic-bezier(.65, 0, .35, 1);    \n--t-ui: 220ms;\n--t-passo: 480ms;\n--t-marca: 1400ms;\n--section-bg-light: transparent;\n--prisma: clamp(110px, 10vw, 200px);\n}\nhtml { --acento: var(--espectro-laranja); }\nhtml[data-section-current=\"method\"]  { --acento: var(--espectro-azul); }\nhtml[data-section-current=\"work\"]    { --acento: var(--espectro-amarelo); }\nhtml[data-section-current=\"project\"] { --acento: var(--espectro-verde); }\nhtml[data-section-current=\"contact\"] { --acento: var(--espectro-laranja); }\n.section--hero    { --cor-secao: var(--espectro-laranja); }\n.section--method  { --cor-secao: var(--espectro-azul); }\n.section--work    { --cor-secao: var(--espectro-amarelo); }\n.section--project { --cor-secao: var(--espectro-verde); }\n.section--contact { --cor-secao: var(--espectro-laranja); }\n@property --chanfro-h { syntax: \"<length>\"; inherits: false; initial-value: 24px; }\n.section, .site-footer { overflow-x: hidden; overflow-x: clip; }\n.stage, .stage__nevoa { overflow: hidden; contain: paint; }\n.btn--primario { overflow: hidden; } \n.stage__nevoa { inset: 0; background: none; opacity: 1; }\n.stage__foto {\nposition: absolute; inset: -4% 0 auto; width: 100%; height: 108%;\nobject-fit: cover; object-position: 50% 40%;\nopacity: .34;\ntransform-origin: 50% 30%;\ntransform: translate3d(0, 0, 0) scale(1.02);\nwill-change: transform;\n}\n.stage__nevoa::after {\ncontent: \"\"; position: absolute; inset: 0;\nbackground: linear-gradient(90deg, rgba(22,22,22,.6) 0%, rgba(22,22,22,.15) 55%, rgba(22,22,22,.35) 100%);\n}\n.stage__grade {\ninset: -208px 0 auto; height: calc(100% + 416px);\nopacity: .5; \nwill-change: transform;\n}\n.stage__cena { inset: 0; }\n.cena__tela { position: absolute; inset: 0; width: 100%; height: 100%; display: block; visibility: hidden; }\nhtml.js .stage__feixe { --feixe-op: 0; }\n.stage__feixe {\ninset: 0; right: auto; bottom: auto; width: 0; height: 0; \nopacity: var(--feixe-op, 1);\n}\n.feixe {\n--u: calc(var(--prisma) * var(--s, 1) / 517.31);\n--esp: calc(32 * var(--u));\n--h7: calc(var(--esp) / 7);\nposition: absolute; left: 0; top: 0;\ntransform: translate3d(70vw, 76vh, 0);\nwill-change: transform;\ncolor: var(--neutro-papel);\n}\n.feixe > * { position: absolute; display: block; }\n.feixe__entrada {\nright: calc(18.65 * var(--u)); top: calc(var(--esp) / -2);\nwidth: 160vmax; height: var(--esp);\nbackground: var(--neutro-papel);\ntransform-origin: 100% 50%;\ntransform: translateX(calc((1 - var(--in, 1)) * -100%)) scaleX(var(--en, 1));\n}\n.feixe__simbolo {\nleft: calc(-258.65 * var(--u)); top: calc(-64 * var(--u));\nwidth: calc(var(--prisma) * var(--s, 1)); height: auto; max-width: none;\nopacity: var(--prisma-op, 1);\nclip-path: polygon(0 0, 100% 0, 100% 10%, 55.356% 10%, 58.928% 16.667%, 100% 16.667%, 100% 100%, 0 100%);\n}\n.feixe[data-isotipo] .feixe__simbolo { clip-path: none; }\n.feixe__faixa { left: calc(27.71 * var(--u)); top: calc(var(--esp) / -2); width: 0; height: 0; }\n.feixe__faixa > span {\nposition: absolute; display: block;\ntop: calc((var(--i) + 3) * var(--h7));\nleft: calc((var(--i) + 3) * var(--h7) * var(--tan30));\nwidth: 160vmax; height: calc(var(--h7) + .4px); \nbackground: var(--c);\nclip-path: polygon(0 0, 100% 0, 100% 100%, calc(var(--h7) * var(--tan30)) 100%);\ntransform-origin: 0 50%;\ntransform: translateY(calc(var(--i) * var(--fx, 0) * 1px)) scaleX(var(--len, 1));\nopacity: calc(1 - var(--foco, 0) * .85 * min(1, max(var(--i) - var(--k, 0), var(--k, 0) - var(--i))));\n}\n.feixe__faixa > span:first-child { margin-top: -.6px; height: calc(var(--h7) + 1px); }\n.feixe__faixa > span:last-child { height: calc(var(--h7) + .6px); }\n.feixe__faixa > span::after {\ncontent: \"\"; position: absolute; inset: 0;\nbackground: var(--neutro-papel); opacity: var(--sop, 0);\n}\n.section {\n--e: clamp(0, (var(--section-enter, 1) - .06) / .44, 1);\n--x: clamp(0, (var(--section-exit, 0) - .6) / .4, 1);\n}\nhtml.scroll-on .section--hero > .section__inner {\ntransform: translate3d(0, calc(var(--section-exit, 0) * -12vh), 0);\n}\n[data-revela].display-grande {\n-webkit-mask-image: linear-gradient(120deg, #000 50%, transparent 50%);\nmask-image: linear-gradient(120deg, #000 50%, transparent 50%);\n-webkit-mask-size: 300% 100%; mask-size: 300% 100%;\n-webkit-mask-repeat: no-repeat; mask-repeat: no-repeat;\n-webkit-mask-position: calc((1 - var(--r, 1)) * 100%) 0;\nmask-position: calc((1 - var(--r, 1)) * 100%) 0;\n}\n.hscroll__sticky { position: relative; z-index: 1; }\n.hscroll[data-hscroll-active] .hscroll__sticky { position: sticky; }\n.section[data-theme=\"light\"] {\n--papel-recuo: 0px;\n--ch: clamp(40px, 7.2vw, 104px);            \n--cc: calc(var(--ch) * var(--tan30));       \ncolor: var(--neutro-grafite);\n}\n.section[data-theme=\"light\"]::before,\n.section[data-theme=\"light\"]::after {\ncontent: \"\"; position: absolute; z-index: 0;\ntop: 0; bottom: 0; left: var(--papel-recuo); right: var(--papel-recuo);\nclip-path: polygon(0 0, calc(100% - var(--cc)) 0, 100% var(--ch), 100% 100%, var(--cc) 100%, 0 calc(100% - var(--ch)));\npointer-events: none;\n}\n.section[data-theme=\"light\"]::before { background: var(--neutro-papel); }\n.section[data-theme=\"light\"]::after { background: var(--neutro-escuro); opacity: 0; }\nhtml.revela-on .section[data-theme=\"light\"]::after { opacity: 1; transition: opacity 600ms var(--ease-luz); }\nhtml.revela-on .section[data-theme=\"light\"][data-revelado]::after { opacity: 0; }\n.section[data-theme=\"light\"] > .section__inner::before {\ncontent: \"\"; position: absolute; top: 0; left: 0;\nwidth: min(38vw, 520px); height: 3px;\nbackground: var(--cor-secao);\ntransform-origin: 0 50%;\n}\n@media (min-width: 768px) {\n.section[data-theme=\"light\"] { --papel-recuo: calc(var(--gutter) * .5); }\nhtml.scroll-on[data-section-theme=\"light\"] .site-header {\n--recuo: calc(var(--gutter) * .5);\nbackground: linear-gradient(90deg, transparent var(--recuo), var(--neutro-papel) var(--recuo), var(--neutro-papel) calc(100% - var(--recuo)), transparent calc(100% - var(--recuo)));\n}\n}\n.site-header { transition: background-color var(--t-ui) var(--ease-ui), color var(--t-ui) var(--ease-ui); }\n.site-nav a { position: relative; text-decoration: none; }\n.site-nav a[aria-current] { text-decoration: none; }\n.site-nav a::after {\ncontent: \"\"; position: absolute; left: 0; right: 0; bottom: 2px; height: 2px;\nbackground: currentColor;\ntransform: scaleX(0); transform-origin: 100% 50%;\ntransition: transform var(--t-ui) var(--ease-ui);\n}\n.site-nav a:hover::after, .site-nav a:focus-visible::after { transform: scaleX(1); transform-origin: 0 50%; }\n.site-nav a[aria-current]::after { transform: scaleX(1); background: var(--acento); height: 3px; }\n.site-header__logo { display: flex; align-items: center; min-height: 44px; }\n.site-nav a { display: inline-flex; align-items: center; min-height: 44px; padding: 0 12px; margin-inline: -12px; }\n.site-nav ul { column-gap: clamp(8px, 2.2vw, 32px); }\n:focus-visible { outline: 2px solid var(--acento); outline-offset: 4px; }\n[data-theme=\"light\"] :focus-visible { outline-color: var(--cor-secao, var(--acento)); }\nhtml[data-section-theme=\"light\"] .site-header :focus-visible { outline-color: var(--acento); }\n[data-theme=\"dark\"] a:focus-visible, [data-theme=\"dark\"] button:focus-visible:not(.btn--primario) { box-shadow: 0 0 0 7px rgba(22, 22, 22, .7); }\n.menu-toggle { display: none; }\n@media (max-width: 767px) {\nhtml.js .site-header { flex-wrap: nowrap; gap: 12px; padding-block: 6px; }\nhtml.menu-aberto .site-header { background: var(--neutro-grafite); color: var(--neutro-papel); }\nhtml.menu-aberto .site-header .logo--branco { display: block; }\nhtml.menu-aberto .site-header .logo--preto { display: none; }\nhtml.js .site-header__logo, html.js .menu-toggle { position: relative; z-index: 10; } \n.site-header .logo { width: auto; height: 32px; }\n.site-header__logo { display: flex; align-items: center; min-width: 44px; min-height: 44px; -webkit-tap-highlight-color: transparent; }\nhtml.js .menu-toggle {\ndisplay: inline-flex; align-items: center; gap: 12px;\nmin-width: 44px; min-height: 44px; margin-right: -8px; padding: 0 8px 0 12px;\nbackground: none; border: 0; color: inherit; cursor: pointer;\n-webkit-tap-highlight-color: transparent;\n}\n.menu-toggle__rotulo { color: inherit; }\n.menu-toggle__icone { position: relative; display: block; width: 22px; height: 12px; }\n.menu-toggle__icone i {\nposition: absolute; left: 0; right: 0; height: 2px; background: currentColor;\ntransition: transform var(--t-ui) var(--ease-ui);\n}\n.menu-toggle__icone i:first-child { top: 0; }\n.menu-toggle__icone i:last-child { bottom: 0; }\nhtml.menu-aberto .menu-toggle__icone i:first-child { transform: translateY(5px) rotate(30deg); }\nhtml.menu-aberto .menu-toggle__icone i:last-child { transform: translateY(-5px) rotate(-30deg); }\nhtml.js .site-nav {\nposition: fixed; z-index: 9; inset: 0;\npadding: calc(var(--header-h, 56px) + 24px) var(--margem) 40px; overflow-y: auto; overscroll-behavior: contain;\nbackground: var(--neutro-grafite); color: var(--neutro-papel);\nvisibility: hidden; opacity: 0; transform: translate3d(0, -12px, 0);\ntransition: opacity var(--t-passo) var(--ease-luz), transform var(--t-passo) var(--ease-luz), visibility 0s linear var(--t-passo);\n}\nhtml.menu-aberto .site-nav { visibility: visible; opacity: 1; transform: none; transition-delay: 0s; }\nhtml.js .site-nav ul { flex-direction: column; flex-wrap: nowrap; gap: 0; }\nhtml.js .site-nav a {\ndisplay: flex; align-items: center; gap: 14px; min-height: 56px; margin-inline: 0; padding: 12px 0;\nfont-family: var(--font-tecnica); font-weight: 500; font-size: 1.5rem; line-height: 1.2; letter-spacing: .02em; text-transform: uppercase;\ncolor: var(--neutro-papel);\n}\nhtml.js .site-nav a::before {\ncontent: \"\"; flex: none; width: 3px; height: 1.1em; background: var(--neutro-medio); transform: skewX(-30deg);\n}\nhtml.js .site-nav a[aria-current]::before { background: var(--acento); }\nhtml.js .site-nav a::after { left: 17px; right: 0; bottom: 6px; }\n}\n.btn { transition: transform 120ms var(--ease-ui); -webkit-tap-highlight-color: transparent; }\n.btn:active { transform: scale(.97); }\n.btn--primario {\nposition: relative; isolation: isolate;\ntransition: --chanfro-h var(--t-ui) var(--ease-ui), transform 120ms var(--ease-ui);\n}\n.btn--primario::before {\ncontent: \"\"; position: absolute; z-index: -1; top: 0; bottom: 0; left: -30%; width: 160%;\nbackground: var(--neutro-papel);\ntransform: translateX(-101%) skewX(-30deg);\ntransition: transform 420ms var(--ease-luz);\n}\n.btn--primario:hover, .btn--primario:focus-visible { --chanfro-h: 34px; }\n.btn--primario:hover::before, .btn--primario:focus-visible::before { transform: translateX(0) skewX(-30deg); }\n.btn--primario[disabled] { opacity: .4; cursor: default; }\n.btn--primario[disabled]::before { display: none; }\n.btn--secundario { position: relative; text-decoration: none; padding-bottom: 14px; }\n.btn--secundario::after {\ncontent: \"\"; position: absolute; left: 0; right: 0; bottom: 4px; height: 2px;\nbackground: currentColor; transform-origin: 0 50%;\n}\n.btn--secundario:hover::after, .btn--secundario:focus-visible::after { animation: sublinha 520ms var(--ease-luz); }\n@keyframes sublinha {\n0%   { transform: scaleX(1); transform-origin: 100% 50%; }\n45%  { transform: scaleX(0); transform-origin: 100% 50%; }\n46%  { transform: scaleX(0); transform-origin: 0 50%; }\n100% { transform: scaleX(1); transform-origin: 0 50%; }\n}\n@media (min-aspect-ratio: 21/20) {\n.section--hero { --hero-col: max(46vw, min(88vw, 13.2rem)); justify-content: flex-end; }\n.section--hero .hero__conteudo h1 {\nmax-width: min(12.5em, var(--hero-col));\nfont-size: clamp(1.5rem, min(var(--display-xl-size), calc(var(--hero-col) / 8.8)), 7.5rem);\n}\n.section--hero .hero__sub { max-width: min(31em, var(--hero-col)); }\n.section--hero .section__inner { padding-top: 0; padding-bottom: clamp(56px, 11vh, 132px); }\n}\n@media (min-aspect-ratio: 21/20) and (max-height: 640px) {\n.section--hero .section__inner { padding-bottom: clamp(20px, 6vh, 40px); }\n.section--hero .hero__conteudo { gap: 16px; }\n.section--hero .hero__conteudo h1 { font-size: clamp(1.5rem, min(var(--display-xl-size), calc(var(--hero-col) / 8.8), 11vh), 7.5rem); }\n.section--hero .hero__sub { font-size: .9375rem; line-height: 1.45; }\n}\n@media (min-aspect-ratio: 21/20) and (max-height: 460px) { .section--hero .hero__sub { display: none; } }\n@media (max-aspect-ratio: 21/20) {\n.section--hero { justify-content: flex-start; }\n.section--hero .section__inner { padding-bottom: 32px; }\n}\n@keyframes corte60 {\nfrom { -webkit-mask-position: 100% 0; mask-position: 100% 0; }\nto   { -webkit-mask-position: 0 0;    mask-position: 0 0; }\n}\n@keyframes sobe {\nfrom { opacity: 0; transform: translate3d(0, 24px, 0); }\nto   { opacity: 1; transform: none; }\n}\nhtml.js .hero__conteudo h1 {\n-webkit-mask-image: linear-gradient(120deg, #000 50%, transparent 50%);\nmask-image: linear-gradient(120deg, #000 50%, transparent 50%);\n-webkit-mask-size: 300% 100%; mask-size: 300% 100%;\n-webkit-mask-repeat: no-repeat; mask-repeat: no-repeat;\nanimation: corte60 600ms var(--ease-marca) 200ms both; \n}\nhtml.js .hero__sub { animation: sobe 500ms var(--ease-luz) 400ms both; }\nhtml.js .hero__conteudo .ctas { animation: sobe 500ms var(--ease-luz) 500ms both; }\n.metodo-feixe { display: none; width: 100%; height: auto; overflow: visible; margin-bottom: calc(var(--gap-bloco) * -.5); }\n.metodo-feixe .mf__linha, .metodo-feixe .mf__prisma { fill: var(--neutro-grafite); }\n.metodo-feixe .mf__linha, .metodo-feixe .mf__faixa > polygon { transform-box: fill-box; }\n.mf__linha { transform-origin: 0 50%; transform: scaleX(clamp(0, var(--r, 1) * 3, 1)); }\n.mf__prisma { opacity: clamp(0, var(--r, 1) * 3 - 1, 1); }\n.mf__faixa > polygon { transform-origin: 0 50%; transform: scaleX(clamp(0, var(--r, 1) * 3 - 2, 1)); }\n.card-fase__icone {\ndisplay: block; width: 32px; height: 28px;\nbackground: var(--cor-secao);\n-webkit-mask: url(\"data:image/svg+xml;base64,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\") center / contain no-repeat;\nmask: url(\"data:image/svg+xml;base64,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\") center / contain no-repeat;\n}\n@media (min-width: 0px) { \n.fases { gap: var(--e5) var(--e4); }\n.card-fase {\ndisplay: grid; grid-template-columns: auto 1fr; align-items: center; column-gap: 14px; row-gap: 12px;\npadding: 24px 0 0; background: none; clip-path: none; position: relative;\n}\n.card-fase::before {\ncontent: \"\"; position: absolute; top: 0; left: 0; right: 0; height: 1px; background: var(--neutro-medio);\ntransform-origin: 0 50%; transform: scaleX(var(--rr, 1));\n}\n.card-fase > * { grid-column: 1 / -1; }\n.card-fase > .card-fase__icone { grid-column: 1; width: 24px; height: 21px; }\n.card-fase > .card-fase__icone + .eyebrow { grid-column: 2; }\n.card-fase__entregavel { border-top: 0; padding-top: 0; margin-top: 4px; }\n}\n@media (min-width: 1100px) {\n.metodo-feixe { display: block; }\n.fases { grid-template-columns: repeat(3, 1fr); }\n}\n.fases > li:nth-child(1) { --n: 0; } .fases > li:nth-child(2) { --n: 1; } .fases > li:nth-child(3) { --n: 2; }\n.blocos > li:nth-child(1) { --n: 0; } .blocos > li:nth-child(2) { --n: 1; } .blocos > li:nth-child(3) { --n: 2; } .blocos > li:nth-child(4) { --n: 3; }\n.fases > li, .blocos > li {\n--rr: clamp(0, var(--r, 1) * 1.6 - var(--n) * .2, 1);\nopacity: var(--rr);\ntransform: translate3d(0, calc((1 - var(--rr)) * 56px), 0);\n}\n.showreel { --rr: clamp(0, var(--r, 1) * 1.3, 1); }\n.showreel__play {\ndisplay: block; width: clamp(36px, 3.889vw, 72px); aspect-ratio: 56 / 64;\nbackground: var(--cor-secao);\n-webkit-mask: url(\"data:image/svg+xml;base64,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\") center / contain no-repeat;\nmask: url(\"data:image/svg+xml;base64,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\") center / contain no-repeat;\n}\n.showreel__midia { transform: scale(calc(.92 + .08 * var(--rr))); opacity: calc(.3 + .7 * var(--rr)); transform-origin: 50% 100%; }\n.case--breve { flex-direction: row; align-items: center; gap: 18px; padding-block: clamp(8px, 2vw, 24px) 0; }\n.case--breve::before {\ncontent: \"\"; flex: none; width: 3px; height: 1.6em; background: var(--cor-secao);\ntransform: skewX(-30deg);\n}\n.case__breve { color: var(--neutro-claro); }\n.case { --a: 1; }\n.hscroll[data-hscroll-active] .case {\n--a: clamp(0, 1 - 1.5 * max(var(--hscroll-progress, 0) * 2 - var(--n), var(--n) - var(--hscroll-progress, 0) * 2), 1);\n}\n.case__tile { position: relative; overflow: hidden; }\n.case__tile::before {\ncontent: \"\"; position: absolute; inset: 0;\nbackground: var(--neutro-papel); opacity: calc(.06 * var(--a));\n}\n.case__luz {\nposition: absolute; top: 0; bottom: 0; width: 6px;\nleft: calc(var(--cut) / 2 - 3px);\nbackground: var(--neutro-medio); \ntransform: skewX(-30deg) scaleY(var(--a));\ntransform-origin: 50% 100%;\n}\n.hscroll[data-hscroll-active] .case__tile { opacity: calc(.4 + .6 * var(--a)); }\n.hscroll[data-hscroll-active] .case {\ntransform: translate3d(0, calc((1 - var(--a)) * 28px), 0) scale(calc(.94 + .06 * var(--a)));\ntransform-origin: 50% 100%;\n}\n.hscroll[data-hscroll-active] .case__luz { background: var(--cor); opacity: clamp(0, var(--a) * 2 - 1, 1); }\n.hscroll[data-hscroll-active] .case__tile::after {\ncontent: \"\"; position: absolute; top: 0; bottom: 0; width: 6px;\nleft: calc(var(--cut) / 2 - 3px);\nbackground: var(--neutro-medio); transform: skewX(-30deg);\nopacity: clamp(0, 2 - var(--a) * 2, 1);\n}\n.bloco { border-top: 0; position: relative; }\n.bloco::before {\ncontent: \"\"; position: absolute; top: 0; left: 0; right: 0; height: 1px;\nbackground: var(--neutro-medio);\ntransform-origin: 0 50%; transform: scaleX(var(--rr, 1));\n}\n.bloco:first-child::before { height: 3px; top: -1px; background: var(--cor-secao); }\n@media (min-width: 768px) { .blocos { grid-template-columns: repeat(2, minmax(0, 1fr)); } }\n.form__progresso { display: flex; align-items: center; gap: 20px; }\n.form__trilho { display: none; gap: 6px; }\n.form[data-form-step] .form__trilho { display: inline-flex; }\n.form__trilho span {\n--h: 8px;\nwidth: 44px; height: var(--h);\nbackground: var(--neutro-escuro);\nclip-path: polygon(calc(var(--h) * var(--tan30)) 0, 100% 0, calc(100% - var(--h) * var(--tan30)) 100%, 0 100%);\nposition: relative; overflow: hidden;\n}\n.form__trilho span::after {\ncontent: \"\"; position: absolute; inset: 0; background: var(--espectro-laranja);\ntransform: scaleX(0); transform-origin: 0 50%;\ntransition: transform var(--t-passo) var(--ease-luz);\n}\n.form[data-form-step=\"1\"] .form__trilho span:nth-child(-n+1)::after,\n.form[data-form-step=\"2\"] .form__trilho span:nth-child(-n+2)::after,\n.form[data-form-step=\"3\"] .form__trilho span:nth-child(-n+3)::after { transform: scaleX(1); }\n.form__legenda {\nposition: absolute !important; width: 1px; height: 1px; padding: 0; margin: -1px;\noverflow: hidden; clip: rect(0 0 0 0); white-space: nowrap; border: 0;\n}\n@keyframes passo {\nfrom { opacity: 0; transform: translate3d(40px, 0, 0); }\nto   { opacity: 1; transform: none; }\n}\n.form[data-form-step] .form__passo:not([hidden]) { animation: passo var(--t-passo) var(--ease-luz) both; }\n.campo__input {\nbackground: linear-gradient(var(--acento), var(--acento)) no-repeat 0 100% / 0% 2px;\ntransition: border-color var(--t-ui) var(--ease-ui), background-size var(--t-passo) var(--ease-luz);\n}\n.campo__input::placeholder { font-style: italic; font-weight: 400; color: rgba(237, 237, 237, .8); opacity: 1; }\n.campo__input:not(:placeholder-shown) { color: var(--neutro-papel); font-style: normal; font-weight: 700; } \n.campo__input { border-bottom-color: var(--neutro-claro); }\n.campo__input:hover { border-bottom-color: var(--neutro-papel); }\n.campo__input:focus-visible { box-shadow: none; background-size: 100% 2px; background-color: rgba(22, 22, 22, .7); }\n.campo__erro { animation: sobe 240ms var(--ease-ui) both; }\n.form[data-form-state=\"pendente\"] .form__status,\n.form[data-form-state=\"enviado\"] .form__status { color: var(--neutro-papel); }\n@media (max-width: 767px) {\n:root { --prisma: 96px; }\n.stage__nevoa::after { background: linear-gradient(180deg, rgba(22,22,22,.55) 0%, rgba(22,22,22,.25) 60%, rgba(22,22,22,.55) 100%); }\n.form__trilho span { width: 36px; }\n}\n.site-nav a::after { left: 12px; right: 12px; }\n.cabecalho h2 { max-width: 15em; }\n.cabecalho__texto { max-width: 32em; }\n.cabecalho { gap: var(--e3); }\n.fases .card-fase { gap: var(--e2); }\n.card-fase__texto { max-width: 26em; }\n.blocos { gap: var(--e5) var(--e6); }\n.bloco { gap: var(--e1); padding-top: var(--e3); }\n.bloco p:not(.eyebrow) { max-width: 30em; }\n.section--method .section__inner, .section--project .section__inner { gap: var(--e6); }\n.showreel__midia { position: relative; overflow: hidden; }\n.showreel__foto { position: absolute; inset: 0; width: 100%; height: 100%; max-width: none; object-fit: cover; object-position: 50% 45%; }\n.showreel__midia::after { content: \"\"; position: absolute; inset: 55% 0 0; background: linear-gradient(180deg, rgba(22,22,22,0), rgba(22,22,22,.72)); pointer-events: none; }\n.showreel__play { position: relative; z-index: 1; }\n.section--work .section__inner { gap: var(--e6); }\n.fecho { --h: clamp(150px, 20vw, 380px); position: relative; } \n.fecho__foto { width: 100%; height: 100%; max-width: none; object-fit: cover; object-position: 50% 55%; opacity: .62; }\n@media (max-width: 767px) { .section--method .section__inner, .section--project .section__inner, .section--work .section__inner { gap: var(--e5); } }\n@media (prefers-reduced-motion: reduce) {\nhtml.js .hero__conteudo h1, html.js .hero__sub, html.js .hero__conteudo .ctas { animation: none !important; -webkit-mask-image: none; mask-image: none; }\n.stage__foto { transform: none !important; }\n.section { --e: 1 !important; --x: 0 !important; }\nhtml.scroll-on .section > .section__inner { opacity: 1 !important; transform: none !important; }\n[data-revela] { --r: 1 !important; }\n.fases > li, .blocos > li, .showreel__midia, .case,\n.hscroll[data-hscroll-active] .case { opacity: 1 !important; transform: none !important; }\n.case { --a: 1 !important; }\n.section[data-theme=\"light\"]::after { opacity: 0 !important; }\n.btn--primario::before { transition: none; }\n}\nhtml[data-reduced-motion] .section { --e: 1; --x: 0; }\n@property --r { syntax: \"<number>\"; inherits: true; initial-value: 1; }\nhtml.revela-on [data-revela] { --r: 0; transition: --r 600ms var(--ease-luz); }\nhtml.revela-on [data-revela][data-revelado] { --r: 1; }\nhtml.revela-on [data-revela-gsap] { transition: none; } \nhtml.revela-on .section[data-theme=\"light\"] > .section__inner::before { transform: scaleX(0); transition: transform 600ms var(--ease-luz); }\nhtml.revela-on .section[data-theme=\"light\"][data-revelado] > .section__inner::before { transform: none; }\n@media (max-width: 767px) and (max-aspect-ratio: 21/20) {\n.section--hero { justify-content: flex-end; min-height: 100vh; min-height: 100svh; }\n.section--hero .section__inner { padding-top: calc(var(--header-h, 56px) + 24px); padding-bottom: 40px; }\n.section--hero > .section__inner::before {\ncontent: \"\"; position: absolute; z-index: -1; pointer-events: none;\ntop: 0; bottom: 0; left: calc(-1 * var(--gutter)); right: calc(-1 * var(--gutter));\nbackground: linear-gradient(180deg, rgba(22, 22, 22, 0) 0, rgba(22, 22, 22, .85) calc(var(--header-h, 56px) + 24px), rgba(22, 22, 22, .92) 100%);\n}\n}\n.section--contact .cabecalho__texto { color: var(--neutro-papel); }\n.case--breve { margin-left: -21px; }\n.section--contact > .section__inner { padding-bottom: 0; }\n.form__privacidade { font-size: var(--texto-pequeno-size); color: var(--neutro-claro); max-width: 60ch; }\n.form__privacidade { display: grid; gap: 4px; }\n.form__privacidade p { margin: 0; }\n.form__privacidade a { display: inline-flex; align-items: center; min-height: 44px; color: var(--neutro-papel); text-underline-offset: 3px; overflow-wrap: anywhere; }\n.form__falha { display: grid; gap: 12px; justify-items: start; padding-left: 12px; border-left: 3px solid var(--espectro-laranja); color: var(--neutro-papel); font-size: var(--texto-pequeno-size); }\n.form__falha[hidden] { display: none; }\n.form__falha p { margin: 0; max-width: 60ch; }\n.form [aria-disabled=\"true\"] { opacity: .6; cursor: progress; }\n.form .campo__input { min-height: 44px; box-sizing: border-box; }\n.form .btn--secundario { min-height: 44px; }\nhtml.no-js .stage__cena, html.no-js .stage__feixe { display: none; }\n/* ---- adaptações do embed (Figma Sites, sem iframe) ---- */\nhtml { margin: 0; width: 100%; min-height: 100%; background: var(--neutro-grafite); color-scheme: dark; }\nbody { margin: 0; width: 100%; min-height: 100%; }\n</style>\n</head>\n<body>\n<a class=\"skip-link\" href=\"#conteudo\">Pular para o conteúdo</a>\n\n  \n  <div class=\"stage\" aria-hidden=\"true\" data-stage data-cena=\"pendente\">\n    <div class=\"stage__nevoa\" data-stage-layer=\"nevoa\">\n      \n      <picture><img class=\"stage__foto\" 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alt=\"\" width=\"200\" height=\"35\"></picture>\n    </a>\n    <button class=\"menu-toggle\" type=\"button\" aria-expanded=\"false\" aria-controls=\"menu-principal\" data-menu-toggle>\n      <span class=\"menu-toggle__rotulo eyebrow\">Menu</span>\n      <span class=\"menu-toggle__icone\" aria-hidden=\"true\"><i></i><i></i></span>\n    </button>\n    <nav class=\"site-nav\" id=\"menu-principal\" aria-label=\"Principal\" data-menu>\n      <ul>\n        <li><a href=\"#method\">Method</a></li>\n        <li><a href=\"#work\">Work</a></li>\n        <li><a href=\"#project\">Project</a></li>\n        <li><a href=\"#contact\">Contact</a></li>\n      </ul>\n    </nav>\n  </header>\n\n  <main id=\"conteudo\" tabindex=\"-1\">\n\n    <section id=\"hero\" class=\"section section--hero\" data-section data-theme=\"dark\" data-section-label=\"Início\" aria-labelledby=\"hero-titulo\">\n      <div class=\"section__inner hero__conteudo\">\n        <h1 id=\"hero-titulo\" class=\"display-xl\">Não inventamos. Transformamos.</h1>\n        <p class=\"texto-grande hero__sub\">Transformamos a sua ideia em experiência. Da ideia do cliente ao lançamento, com método visível em cada etapa.</p>\n        <div class=\"ctas\">\n          <a class=\"btn btn--primario\" href=\"#contact\">Começar um projeto</a>\n          \n        </div>\n      </div>\n    </section>\n\n    <section id=\"method\" class=\"section section--method\" data-section data-theme=\"light\" data-section-label=\"Method\" aria-labelledby=\"method-titulo\">\n      <div class=\"section__inner\">\n        <header class=\"cabecalho\">\n          <h2 id=\"method-titulo\" class=\"display-grande\" data-revela>Consciência, organização, criatividade.</h2>\n          <p class=\"texto-grande cabecalho__texto\">Nesta ordem, sempre. Criatividade sem consciência vira decoração; organização sem consciência vira burocracia.</p>\n        </header>\n        \n        <svg class=\"metodo-feixe\" data-revela data-revela-span=\"0.55\" aria-hidden=\"true\" viewBox=\"0 0 1200 120\" fill=\"none\" preserveAspectRatio=\"xMidYMid meet\">\n          <rect class=\"mf__linha\" x=\"0\" y=\"12.0\" width=\"595.34\" height=\"8.0\"/>\n          <g class=\"mf__prisma\" transform=\"translate(535.34 0) scale(0.25)\"><path d=\"M332.56,160l-73.9,128-73.91-128L0,480h517.31l-184.75-320ZM55.42,448l129.33-224,55.43,96-73.9,128H55.42ZM203.22,448l55.43-96,55.43,96h-110.86ZM351.03,448l-73.9-128,55.43-96,129.32,224h-110.85Z\"/><path d=\"M286.36,48L258.65,0l-27.71,48H55.42v32h157.04l-27.71,48h147.8l-27.71-48L286.36,48ZM240.17,96l18.48-32,18.47,32h-36.95Z\"/></g>\n          <g class=\"mf__faixa\"><polygon points=\"606.93,12.000 1200,12.000 1200,13.193 607.62,13.193\" style=\"fill: var(--espectro-vermelho)\"/><polygon points=\"607.59,13.143 1200,13.143 1200,14.336 608.28,14.336\" style=\"fill: var(--espectro-laranja)\"/><polygon points=\"608.25,14.286 1200,14.286 1200,15.479 608.94,15.479\" style=\"fill: var(--espectro-amarelo)\"/><polygon points=\"608.91,15.429 1200,15.429 1200,16.622 609.60,16.622\" style=\"fill: var(--espectro-verde)\"/><polygon points=\"609.57,16.572 1200,16.572 1200,17.765 610.26,17.765\" style=\"fill: var(--espectro-azul)\"/><polygon points=\"610.23,17.715 1200,17.715 1200,18.908 610.92,18.908\" style=\"fill: var(--espectro-anil)\"/><polygon points=\"610.89,18.858 1200,18.858 1200,20.000 611.55,20.000\" style=\"fill: var(--espectro-violeta)\"/></g>\n        </svg>\n        <ol class=\"fases\" role=\"list\" data-revela>\n          <li class=\"card-fase\">\n            <span class=\"card-fase__icone\" aria-hidden=\"true\"></span>\n            <p class=\"eyebrow\">Fase 01</p>\n            <h3 class=\"display-pequeno\">Consciência</h3>\n            <p class=\"card-fase__texto\">Diagnóstico, escuta, contexto e público. Entender antes de propor.</p>\n            <p class=\"eyebrow card-fase__entregavel\">Entregável: a leitura da ideia</p>\n          </li>\n          <li class=\"card-fase\">\n            <span class=\"card-fase__icone\" aria-hidden=\"true\"></span>\n            <p class=\"eyebrow\">Fase 02</p>\n            <h3 class=\"display-pequeno\">Organização</h3>\n            <p class=\"card-fase__texto\">Estratégia, escopo, cronograma e arquitetura. Estruturar antes de executar.</p>\n            <p class=\"eyebrow card-fase__entregavel\">Entregável: o plano</p>\n          </li>\n          <li class=\"card-fase\">\n            <span class=\"card-fase__icone\" aria-hidden=\"true\"></span>\n            <p class=\"eyebrow\">Fase 03</p>\n            <h3 class=\"display-pequeno\">Criatividade</h3>\n            <p class=\"card-fase__texto\">Produção, direção, execução e lançamento. A ideia ganha forma, corpo e alcance.</p>\n            <p class=\"eyebrow card-fase__entregavel\">Entregável: a experiência</p>\n          </li>\n        </ol>\n      </div>\n    </section>\n\n    <section id=\"work\" class=\"section section--work\" data-section data-theme=\"dark\" data-section-label=\"Work\" aria-labelledby=\"work-titulo\">\n      <div class=\"section__inner\">\n        <header class=\"cabecalho\">\n          <h2 id=\"work-titulo\" class=\"display-grande\" data-revela>O trabalho fala.</h2>\n          <p class=\"texto-grande cabecalho__texto\">Cada peça é evidência, não adjetivo.</p>\n        </header>\n        \n        <figure class=\"showreel\" data-revela aria-hidden=\"true\">\n          <div class=\"showreel__midia corte-60\" aria-hidden=\"true\">\n            <picture><img class=\"showreel__foto\" 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\" width=\"1600\" height=\"666\" alt=\"\" loading=\"lazy\" decoding=\"async\"></picture>\n            <span class=\"showreel__play\"></span>\n          </div>\n          <figcaption class=\"showreel__legenda\"><span class=\"eyebrow\">Showreel</span></figcaption>\n        </figure>\n      </div>\n      \n      <div class=\"hscroll\" data-hscroll>\n        <div class=\"hscroll__sticky\" data-hscroll-sticky>\n          <ul class=\"cases hscroll__track\" role=\"list\" data-hscroll-track aria-label=\"Cases\">\n            <li class=\"case case--breve\"><p class=\"case__breve texto-grande\">Cases em breve</p></li>\n          </ul>\n        </div>\n      </div>\n    </section>\n\n    <section id=\"project\" class=\"section section--project\" data-section data-theme=\"light\" data-section-label=\"Project\" aria-labelledby=\"project-titulo\">\n      <div class=\"section__inner\">\n        <header class=\"cabecalho\">\n          <h2 id=\"project-titulo\" class=\"display-grande\" data-revela>Cada fase tem preço. Cada projeto tem fim.</h2>\n          <p class=\"texto-grande cabecalho__texto\">A PRISMFORM trabalha por projeto, não por assinatura mensal. Cada trabalho tem começo, entrega e fim; a recorrência vem da confiança, não do calendário.</p>\n        </header>\n        <ol class=\"blocos\" role=\"list\" data-revela>\n          <li class=\"bloco\">\n            <h3 class=\"display-pequeno\">A fase 01 é paga</h3>\n            <p>O diagnóstico tem valor próprio e entrega um documento que o cliente leva.</p>\n          </li>\n          <li class=\"bloco\">\n            <h3 class=\"display-pequeno\">O plano tem preço</h3>\n            <p>A fase 02 é consultoria. Cobra-se por ela mesmo que a produção não aconteça.</p>\n          </li>\n          <li class=\"bloco\">\n            <h3 class=\"display-pequeno\">Produção depende de plano</h3>\n            <p>A fase 03 só entra depois das duas anteriores. Nunca se produz no escuro.</p>\n          </li>\n          <li class=\"bloco\">\n            <h3 class=\"display-pequeno\">O escopo é visível</h3>\n            <p>O cliente sabe em que fase está. Isso reduz retrabalho e discussão de prazo.</p>\n          </li>\n        </ol>\n      </div>\n    </section>\n\n    <section id=\"contact\" class=\"section section--contact\" data-section data-theme=\"dark\" data-section-label=\"Contact\" aria-labelledby=\"contact-titulo\">\n      <div class=\"section__inner\">\n        <header class=\"cabecalho\">\n          <h2 id=\"contact-titulo\" class=\"display-grande\" data-revela>Vamos começar.</h2>\n          <p class=\"texto-grande cabecalho__texto\">Conte a sua ideia. Nós damos forma a ela.</p>\n        </header>\n        \n        <form id=\"contact-form\" class=\"form\" name=\"contato\" aria-label=\"Formulário de contato\" novalidate data-contact-form data-revela>\n          <p class=\"campo--isca\" hidden><label>Não preencha este campo: <input name=\"bot-field\" type=\"text\" tabindex=\"-1\" autocomplete=\"off\"></label></p>\n          <div class=\"form__progresso\">\n            <span class=\"form__trilho\" aria-hidden=\"true\"><span></span><span></span><span></span></span>\n            <p class=\"eyebrow form__etapa\" data-step-counter hidden></p>\n          </div>\n\n          <fieldset class=\"form__passo\" data-step=\"1\">\n            <legend class=\"eyebrow form__legenda\">Sobre você</legend>\n            <div class=\"form__linha\">\n              <div class=\"campo\">\n                <label class=\"eyebrow campo__label\" for=\"f-nome\">Nome</label>\n                <input class=\"campo__input\" id=\"f-nome\" name=\"nome\" type=\"text\" autocomplete=\"name\" placeholder=\"Como devemos chamar você\" required aria-describedby=\"f-nome-erro\">\n                <p class=\"campo__erro\" id=\"f-nome-erro\" hidden></p>\n              </div>\n              <div class=\"campo\">\n                <label class=\"eyebrow campo__label\" for=\"f-empresa\">Empresa <span class=\"campo__opcional\">(opcional)</span></label>\n                <input class=\"campo__input\" id=\"f-empresa\" name=\"empresa\" type=\"text\" autocomplete=\"organization\" placeholder=\"Nome da empresa\">\n              </div>\n            </div>\n          </fieldset>\n\n          <fieldset class=\"form__passo\" data-step=\"2\">\n            <legend class=\"eyebrow form__legenda\">Como falamos com você</legend>\n            <div class=\"campo\">\n              <label class=\"eyebrow campo__label\" for=\"f-email\">E-mail</label>\n              <input class=\"campo__input\" id=\"f-email\" name=\"email\" type=\"email\" autocomplete=\"email\" inputmode=\"email\" placeholder=\"voce@empresa.com.br\" required aria-describedby=\"f-email-erro\">\n              <p class=\"campo__erro\" id=\"f-email-erro\" hidden></p>\n            </div>\n          </fieldset>\n\n          <fieldset class=\"form__passo\" data-step=\"3\">\n            <legend class=\"eyebrow form__legenda\">A sua ideia</legend>\n            <div class=\"campo\">\n              <label class=\"eyebrow campo__label\" for=\"f-mensagem\">O que você precisa</label>\n              <textarea class=\"campo__input campo__input--area\" id=\"f-mensagem\" name=\"mensagem\" rows=\"3\" placeholder=\"Conte em poucas linhas\" required aria-describedby=\"f-mensagem-erro\"></textarea>\n              <p class=\"campo__erro\" id=\"f-mensagem-erro\" hidden></p>\n            </div>\n          </fieldset>\n\n          <div class=\"form__privacidade\" id=\"form-privacidade\">\n            <p>Os dados que você escrever chegam por e-mail à equipe da PRISMFORM e servem só para responder a você. Ao enviar, abrimos o seu aplicativo de e-mail com a mensagem pronta para a equipe; é só confirmar o envio por lá.</p>\n            <p>Prefere escrever direto? <a href=\"mailto:equipe@prismform.com.br\" target=\"_blank\" rel=\"noopener\">equipe@prismform.com.br</a></p>\n          </div>\n\n          <div class=\"form__acoes\">\n            <button class=\"btn btn--secundario\" type=\"button\" data-step-back hidden>Voltar</button>\n            <button class=\"btn btn--primario\" type=\"submit\" data-step-next aria-describedby=\"form-privacidade\">Enviar</button>\n            <p class=\"form__status\" role=\"status\" aria-live=\"polite\" data-form-status></p>\n          </div>\n          <div class=\"form__falha\" role=\"alert\" data-form-falha hidden></div>\n        </form>\n        \n        <figure class=\"fecho corte-60\" aria-hidden=\"true\"><picture><img class=\"fecho__foto\" 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l==`function`&&l?.(e)||e.hasAttribute?.(`data-lenis-prevent`)||u===`vertical`&&e.hasAttribute?.(`data-lenis-prevent-vertical`)||u===`horizontal`&&e.hasAttribute?.(`data-lenis-prevent-horizontal`)||i&&e.hasAttribute?.(`data-lenis-prevent-touch`)||a&&e.hasAttribute?.(`data-lenis-prevent-wheel`)||this.options.allowNestedScroll&&this.hasNestedScroll(e,{deltaX:t,deltaY:n}))))return;if(this.isStopped||this.isLocked){r.cancelable&&r.preventDefault();return}if(!(this.options.syncTouch&&i||this.options.smoothWheel&&a)){this.isScrolling=`native`,this.animate.stop(),r.lenisStopPropagation=!0;return}let 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f=i&&this.options.syncTouch,p=i&&r.type===`touchend`;p&&(d=Math.sign(d)*Math.abs(this.velocity)**this.options.touchInertiaExponent),this.scrollTo(this.targetScroll+d,{programmatic:!1,...f?{lerp:p?this.options.syncTouchLerp:1}:{lerp:this.options.lerp,duration:this.options.duration,easing:this.options.easing}})};resize(){this.dimensions.resize(),this.animatedScroll=this.targetScroll=this.actualScroll,this.emit()}emit(){this.emitter.emit(`scroll`,this)}onNativeScroll=()=>{if(this._resetVelocityTimeout!==null&&(clearTimeout(this._resetVelocityTimeout),this._resetVelocityTimeout=null),this._preventNextNativeScrollEvent){this._preventNextNativeScrollEvent=!1;return}if(this.isScrolling===!1||this.isScrolling===`native`){let e=this.animatedScroll;this.animatedScroll=this.targetScroll=this.actualScroll,this.lastVelocity=this.velocity,this.velocity=this.animatedScroll-e,this.direction=Math.sign(this.animatedScroll-e),this.isStopped||(this.isScrolling=`native`),this.emit(),this.velocity!==0&&(this._resetVelocityTimeout=setTimeout(()=>{this.lastVelocity=this.velocity,this.velocity=0,this.isScrolling=!1,this.emit()},400))}};reset(){this.isLocked=!1,this.isScrolling=!1,this.animatedScroll=this.targetScroll=this.actualScroll,this.lastVelocity=this.velocity=0,this.animate.stop()}start(){if(this.isStopped){if(this.options.autoToggle){this.rootElement.style.removeProperty(`overflow`);return}this.internalStart()}}internalStart(){this.isStopped&&(this.reset(),this.isStopped=!1,this.emit())}stop(){if(!this.isStopped){if(this.options.autoToggle){this.rootElement.style.setProperty(`overflow`,`clip`);return}this.internalStop()}}internalStop(){this.isStopped||(this.reset(),this.isStopped=!0,this.emit())}raf=e=>{let t=e-(this.time||e);this.time=e,this.animate.advance(t*.001),this.options.autoRaf&&(this._rafId=requestAnimationFrame(this.raf))};scrollTo(e,{offset:n=0,immediate:r=!1,lock:i=!1,programmatic:a=!0,lerp:o=a?this.options.lerp:void 0,duration:s=a?this.options.duration:void 0,easing:c=a?this.options.easing:void 0,onStart:l,onComplete:u,force:d=!1,userData:p}={}){if(this.prefersReducedMotion&&(a?r=!0:(o=1,s=void 0,c=void 0)),(this.isStopped||this.isLocked)&&!d)return;let m=e,h=n;if(typeof m==`string`&&[`top`,`left`,`start`,`#`].includes(m))m=0;else if(typeof m==`string`&&[`bottom`,`right`,`end`].includes(m))m=this.limit;else{let e=null;if(typeof m==`string`?(e=m.startsWith(`#`)?document.getElementById(m.slice(1)):document.querySelector(m),e||(m===`#top`?m=0:console.warn(`Lenis: Target not found`,m))):m instanceof HTMLElement&&m?.nodeType&&(e=m),e){if(this.options.wrapper!==window){let e=this.rootElement.getBoundingClientRect();h-=this.isHorizontal?e.left:e.top}let t=e.getBoundingClientRect(),n=getComputedStyle(e),r=this.isHorizontal?Number.parseFloat(n.scrollMarginLeft):Number.parseFloat(n.scrollMarginTop),i=getComputedStyle(this.rootElement),a=this.isHorizontal?Number.parseFloat(i.scrollPaddingLeft):Number.parseFloat(i.scrollPaddingTop);m=(this.isHorizontal?t.left:t.top)+this.animatedScroll-(Number.isNaN(r)?0:r)-(Number.isNaN(a)?0:a)}}if(typeof m==`number`){if(m+=h,this.options.infinite){if(a){this.targetScroll=this.animatedScroll=this.scroll;let e=m-this.animatedScroll;e>this.limit/2?m-=this.limit:e<-this.limit/2&&(m+=this.limit)}}else m=t(0,m,this.limit);if(m===this.targetScroll){l?.(this),u?.(this);return}if(this.userData=p??{},r){this.animatedScroll=this.targetScroll=m,this.setScroll(this.scroll),this.reset(),this.preventNextNativeScrollEvent(),this.emit(),u?.(this),this.userData={},requestAnimationFrame(()=>{this.dispatchScrollendEvent()});return}a||(this.targetScroll=m),typeof s==`number`&&typeof c!=`function`?c=f:typeof c==`function`&&typeof s!=`number`&&(s=1),this.animate.fromTo(this.animatedScroll,m,{duration:s,easing:c,lerp:o,onStart:()=>{i&&(this.isLocked=!0),this.isScrolling=`smooth`,l?.(this)},onUpdate:(e,t)=>{this.isScrolling=`smooth`,this.lastVelocity=this.velocity,this.velocity=e-this.animatedScroll,this.direction=Math.sign(this.velocity),this.animatedScroll=e,this.setScroll(this.scroll),a&&(this.targetScroll=e),t||this.emit(),t&&(this.reset(),this.emit(),u?.(this),this.userData={},requestAnimationFrame(()=>{this.dispatchScrollendEvent()}),this.preventNextNativeScrollEvent())}})}}preventNextNativeScrollEvent(){this._preventNextNativeScrollEvent=!0,requestAnimationFrame(()=>{this._preventNextNativeScrollEvent=!1})}hasNestedScroll(e,{deltaX:t,deltaY:n}){let r=Date.now();e._lenis||={};let i=e._lenis,a,o,s,c,l,u,d,f,p,m;if(r-(i.time??0)>2e3){i.time=Date.now();let t=window.getComputedStyle(e);if(i.computedStyle=t,a=[`auto`,`overlay`,`scroll`].includes(t.overflowX),o=[`auto`,`overlay`,`scroll`].includes(t.overflowY),l=[`auto`].includes(t.overscrollBehaviorX),u=[`auto`].includes(t.overscrollBehaviorY),i.hasOverflowX=a,i.hasOverflowY=o,!(a||o))return!1;d=e.scrollWidth,f=e.scrollHeight,p=e.clientWidth,m=e.clientHeight,s=d>p,c=f>m,i.isScrollableX=s,i.isScrollableY=c,i.scrollWidth=d,i.scrollHeight=f,i.clientWidth=p,i.clientHeight=m,i.hasOverscrollBehaviorX=l,i.hasOverscrollBehaviorY=u}else s=i.isScrollableX,c=i.isScrollableY,a=i.hasOverflowX,o=i.hasOverflowY,d=i.scrollWidth,f=i.scrollHeight,p=i.clientWidth,m=i.clientHeight,l=i.hasOverscrollBehaviorX,u=i.hasOverscrollBehaviorY;if(!(a&&s||o&&c))return!1;let h=Math.abs(t)>=Math.abs(n)?`horizontal`:`vertical`,g,_,v,y,b,x;if(h===`horizontal`)g=Math.round(e.scrollLeft),_=d-p,v=t,y=a,b=s,x=l;else if(h===`vertical`)g=Math.round(e.scrollTop),_=f-m,v=n,y=o,b=c,x=u;else return!1;return!x&&(g>=_||g<=0)?!0:(v>0?g<_:g>0)&&y&&b}get rootElement(){return this.options.wrapper===window?document.documentElement:this.options.wrapper}get limit(){return this.options.naiveDimensions?this.isHorizontal?this.rootElement.scrollWidth-this.rootElement.clientWidth:this.rootElement.scrollHeight-this.rootElement.clientHeight:this.dimensions.limit[this.isHorizontal?`x`:`y`]}get isHorizontal(){return this.options.orientation===`horizontal`}get actualScroll(){let e=this.options.wrapper;return this.isHorizontal?e.scrollX??e.scrollLeft:e.scrollY??e.scrollTop}get scroll(){return this.options.infinite?i(this.animatedScroll,this.limit):this.animatedScroll}get progress(){return this.limit===0?1:this.scroll/this.limit}get isScrolling(){return this._isScrolling}set isScrolling(e){this._isScrolling!==e&&(this._isScrolling=e,this.updateClassName())}get isStopped(){return this._isStopped}set isStopped(e){this._isStopped!==e&&(this._isStopped=e,this.updateClassName())}get isLocked(){return this._isLocked}set isLocked(e){this._isLocked!==e&&(this._isLocked=e,this.updateClassName())}get isSmooth(){return this.isScrolling===`smooth`}get prefersReducedMotion(){return this.options.respectReducedMotion&&this.reducedMotionMediaQuery.matches}get className(){let e=`lenis`;return this.options.autoToggle&&(e+=` lenis-autoToggle`),this.isStopped&&(e+=` lenis-stopped`),this.isLocked&&(e+=` lenis-locked`),this.isScrolling&&(e+=` lenis-scrolling`),this.isScrolling===`smooth`&&(e+=` lenis-smooth`),e}updateClassName(){this.cleanUpClassName(),this.className.split(` `).forEach(e=>{this.rootElement.classList.add(e)})}cleanUpClassName(){for(let e of Array.from(this.rootElement.classList))(e===`lenis`||e.startsWith(`lenis-`))&&this.rootElement.classList.remove(e)}};globalThis.Lenis=p,globalThis.Lenis.prototype=p.prototype})();\n//# sourceMappingURL=lenis.min.js.map\n</script>\n<script data-src=\"js/scroll.js\">\n/*\n  PRISMFORM — motor de scroll (ambiente único)\n  ------------------------------------------------------------------\n  O site é um scroll vertical NATIVO do documento. Este motor não sequestra\n  a rolagem: só lê a posição e publica ganchos para o motion.\n    - Palco fixo ([data-stage]) atrás de todas as seções: o frontend\n      coreografa as camadas com as variáveis globais.\n    - Seções [data-section]: progresso de entrada, leitura e saída.\n    - Trecho horizontal preso ([data-hscroll]): pin por position: sticky;\n      o progresso vertical vira o scrollLeft do contêiner preso (overflow: hidden).\n      Por ser rolagem de verdade (e não transform), Tab e \"Localizar\" alcançam\n      qualquer case; o motor converte essa rolagem em rolagem vertical.\n    - Hash por seção com replaceState ao parar de rolar (não polui o histórico).\n    - Lenis (vendor/) suaviza a roda do mouse SOBRE o scroll do documento\n      (window continua sendo quem rola). Só liga sem movimento reduzido e se a\n      biblioteca carregou; no toque o comportamento é o nativo (syncTouch: false).\n      Loop único: gsap.ticker -> lenis.raf -> (ScrollTrigger.update + motor).\n      Sem GSAP, o Lenis usa o próprio rAF. Sem Lenis, tudo como antes.\n  Sem JS: página vertical comum, âncoras nativas, cases em grade.\n  Ganchos: ver README.md.\n  ------------------------------------------------------------------\n*/\n(() => {\n  'use strict';\n\n  const root = document.documentElement;\n  const header = document.querySelector('[data-site-header]');\n  const reduceMQ = window.matchMedia('(prefers-reduced-motion: reduce)');\n  const narrowMQ = window.matchMedia('(max-width: 767px)'); // sem pin abaixo disto\n\n  const ROOT_VARS = root.hasAttribute('data-root-vars'); // rodada 7: ver update()\n  const PROBE = 0.4;        // linha de leitura (fração da altura) que define a seção atual\n  const HASH_IDLE = 200;    // ms parado para gravar o hash\n\n  const clamp01 = (v) => (v < 0 ? 0 : v > 1 ? 1 : v);\n  const cache = new WeakMap();\n  function setVar(el, name, value) {\n    let c = cache.get(el);\n    if (!c) { c = {}; cache.set(el, c); }\n    if (c[name] === value) return;\n    c[name] = value;\n    el.style.setProperty(name, value);\n  }\n\n  // ---------- Estado ----------\n  let sections = [];\n  let hscrolls = [];\n  let vh = 0, docH = 0, headerH = 0;\n  let current = null, themeSection = null;\n  let reduced = reduceMQ.matches;\n  let ticking = false, hashTimer = 0, userScrolled = false;\n  let lastY = NaN, dirty = true; // quadro sem mudança de posição nem de layout não republica nada\n  const subscribers = new Set();\n\n  // ---------- Bibliotecas (opcionais: o motor funciona sem elas) ----------\n  const gsap = window.gsap || null;\n  const ScrollTrigger = (gsap && window.ScrollTrigger) || null;\n  const LenisLib = typeof window.Lenis === 'function' ? window.Lenis : null;\n  if (gsap && ScrollTrigger) { try { gsap.registerPlugin(ScrollTrigger); } catch (_) { /* segue sem */ } }\n  let lenis = null;\n  // Rolagem até âncora: duração fixa e desaceleração exponencial (o frontend pode trocar em PrismScroll.anchor).\n  const anchor = { duration: 1.1, easing: (t) => (t >= 1 ? 1 : 1 - Math.pow(2, -10 * t)) };\n  const posY = () => (lenis ? lenis.animatedScroll : window.scrollY);\n\n  function collect() {\n    sections = Array.from(document.querySelectorAll('[data-section]')).map((el) => ({\n      id: el.id, el,\n      theme: el.dataset.theme || 'dark',\n      label: el.dataset.sectionLabel || el.id,\n      top: 0, h: 0, enter: 0, progress: 0, exit: 0, visible: 0,\n    }));\n    hscrolls = Array.from(document.querySelectorAll('[data-hscroll]')).map((el) => ({\n      el,\n      sticky: el.querySelector('[data-hscroll-sticky]'),\n      track: el.querySelector('[data-hscroll-track]'),\n      active: false, top: 0, dist: 0, progress: 0, expected: 0,\n    })).filter((h) => h.sticky && h.track);\n  }\n\n  // ---------- Trecho horizontal preso ----------\n  function setupHscroll(h) {\n    const want = !reduced && !narrowMQ.matches;\n    h.el.toggleAttribute('data-hscroll-active', want); // o CSS troca a grade por trilho\n    const dist = want ? h.sticky.scrollWidth - h.sticky.clientWidth : 0; // alcance real do scrollLeft\n    if (dist <= 1) {\n      // Sem pin (mobile estreito, movimento reduzido ou o trilho cabe na tela).\n      if (want) h.el.removeAttribute('data-hscroll-active');\n      h.el.style.height = '';\n      h.sticky.scrollLeft = 0;\n      h.el.style.removeProperty('--hscroll-progress');\n      cache.delete(h.el);\n      h.active = false; h.dist = 0;\n      return;\n    }\n    h.dist = dist;\n    h.active = true;\n    // Altura = distância horizontal (1:1) + uma tela de palco preso.\n    // Não zera a altura antes de medir: encolher o documento no meio da página faria o navegador cortar o scrollY.\n    h.el.style.height = (dist + h.sticky.offsetHeight) + 'px';\n  }\n\n  // ---------- Medidas ----------\n  function measure() {\n    vh = window.innerHeight || root.clientHeight;\n    headerH = header ? header.offsetHeight : 0;\n    root.style.setProperty('--header-h', headerH + 'px');\n    root.style.setProperty('--vh', vh + 'px');\n    hscrolls.forEach(setupHscroll);\n    const sy = window.scrollY;\n    sections.forEach((s) => {\n      const r = s.el.getBoundingClientRect();\n      s.top = r.top + sy;\n      s.h = r.height;\n    });\n    hscrolls.forEach((h) => { h.top = h.el.getBoundingClientRect().top + sy; });\n    const prevH = docH;\n    docH = root.scrollHeight;\n    dirty = true;\n    if (lenis) lenis.resize(); // o pin muda a altura do documento: o limite do Lenis acompanha\n    // ScrollTrigger só se recalcula sozinho no resize da janela; o pin do Work muda a altura sem resize.\n    if (ScrollTrigger && prevH && prevH !== docH && ScrollTrigger.getAll().length) refreshST();\n  }\n  let stPending = 0;\n  function refreshST() {\n    if (stPending) return;\n    stPending = requestAnimationFrame(() => { stPending = 0; ScrollTrigger.refresh(); });\n  }\n\n  // ---------- Quadro ----------\n  function update() {\n    ticking = false;\n    const y = posY();\n    if (!dirty && y === lastY) return; // já publicado neste quadro (Lenis e evento nativo chegam juntos)\n    lastY = y; dirty = false;\n    const global = clamp01(y / Math.max(1, docH - vh));\n    // Rodada 7 (desempenho): variável CSS herdada na raiz invalida o estilo do documento inteiro a cada quadro\n    // (medido: ~190 elementos reavaliados por quadro de rolagem). Só grava na raiz quem pede: <html data-root-vars>.\n    if (ROOT_VARS) {\n      setVar(root, '--scroll-progress', global.toFixed(4));\n      setVar(root, '--scroll-y', Math.round(y) + 'px');\n    }\n\n    const probe = y + vh * PROBE;\n    const headLine = y + headerH + 8; // seção logo abaixo do header define o tema (8 px: uma fresta não troca o tema)\n    let cur = sections[0] || null, head = sections[0] || null;\n\n    sections.forEach((s) => {\n      const bottom = s.top + s.h;\n      s.enter = clamp01((y + vh - s.top) / vh);                 // 0: topo na base da tela; 1: topo no topo\n      s.progress = s.h > vh ? clamp01((y - s.top) / (s.h - vh)) // 0: topo no topo; 1: base na base\n        : (y >= s.top ? 1 : 0);\n      s.exit = clamp01((y + vh - bottom) / vh);                 // 0: base na base da tela; 1: base no topo\n      s.visible = clamp01((y + vh - s.top) / (s.h + vh));       // 0 a 1 do primeiro ao último pixel visível\n      const vals = { enter: s.enter.toFixed(4), progress: s.progress.toFixed(4), exit: s.exit.toFixed(4), visible: s.visible.toFixed(4) };\n      setVar(s.el, '--section-enter', vals.enter);\n      setVar(s.el, '--section-exit', vals.exit);\n      // --section-progress e --section-visible não herdam (@property no tokens.css): só o próprio <section> os vê, e mudar\n      // a cada quadro não reavalia a subárvore. Quem precisar deles nos filhos usa PrismScroll.subscribe.\n      setVar(s.el, '--section-progress', vals.progress);\n      setVar(s.el, '--section-visible', vals.visible);\n      // Cópia global (para o palco, que fica fora das seções): --hero-enter, --work-progress… (só com data-root-vars)\n      if (ROOT_VARS) {\n        setVar(root, `--${s.id}-enter`, vals.enter);\n        setVar(root, `--${s.id}-progress`, vals.progress);\n        setVar(root, `--${s.id}-exit`, vals.exit);\n      }\n      const onScreen = s.top < y + vh && bottom > y;\n      if (onScreen !== s.on) { s.on = onScreen; s.el.toggleAttribute('data-section-visible', onScreen); }\n      if (s.top <= probe) cur = s;\n      if (s.top <= headLine) head = s;\n    });\n\n    hscrolls.forEach((h) => {\n      if (!h.active) return;\n      h.progress = clamp01((y - h.top) / h.dist);\n      h.expected = Math.round(h.progress * h.dist);\n      if (Math.abs(h.sticky.scrollLeft - h.expected) > 1) h.sticky.scrollLeft = h.expected;\n      setVar(h.el, '--hscroll-progress', h.progress.toFixed(4));\n    });\n\n    if (head && head !== themeSection) {\n      themeSection = head;\n      root.setAttribute('data-section-theme', head.theme);\n    }\n    if (cur && cur !== current) setCurrent(cur);\n\n    const snap = snapshot(global);\n    document.dispatchEvent(new CustomEvent('section:progress', { detail: snap }));\n    subscribers.forEach((fn) => fn(snap));\n  }\n\n  function setCurrent(s) {\n    const from = current;\n    current = s;\n    sections.forEach((o) => o.el.toggleAttribute('data-section-active', o === s));\n    root.setAttribute('data-section-current', s.id);\n    document.querySelectorAll('.site-nav a[href^=\"#\"]').forEach((a) => {\n      if (a.getAttribute('href') === '#' + s.id) a.setAttribute('aria-current', 'location');\n      else a.removeAttribute('aria-current');\n    });\n    document.dispatchEvent(new CustomEvent('section:change', {\n      detail: { from: from ? from.id : null, to: s.id, fromEl: from ? from.el : null, toEl: s.el },\n    }));\n  }\n\n  function snapshot(global) {\n    const out = {};\n    sections.forEach((s) => { out[s.id] = { enter: s.enter, progress: s.progress, exit: s.exit, visible: s.visible }; });\n    return {\n      y: posY(), height: vh, global,\n      current: current ? current.id : null,\n      sections: out,\n      hscroll: hscrolls.map((h) => (h.active ? h.progress : null)),\n    };\n  }\n\n  function requestUpdate() {\n    if (!ticking) { ticking = true; requestAnimationFrame(update); }\n  }\n\n  // ---------- Hash (sem poluir o histórico) ----------\n  function writeHash() {\n    if (!current || !userScrolled) return;\n    const first = sections[0];\n    const want = current === first ? '' : '#' + current.id;\n    if (location.hash === want || (!want && !location.hash)) return;\n    try { history.replaceState(history.state, '', want || location.pathname + location.search); } catch (_) { /* file:// */ }\n  }\n\n  // ---------- Foco e \"Localizar\" dentro do trilho preso ----------\n  // Tab e o \"Localizar\" do navegador rolam o contêiner preso na horizontal para\n  // revelar um case. Toda rolagem que o motor não pediu vira rolagem vertical\n  // equivalente (1 px na horizontal = 1 px na vertical), e o pin acompanha.\n  const bound = new WeakSet();\n  const hOf = (sticky) => hscrolls.find((o) => o.sticky === sticky);\n  function bindTrack(h) {\n    if (bound.has(h.sticky)) return; // refresh() não duplica ouvintes\n    bound.add(h.sticky);\n    const sticky = h.sticky;\n    sticky.addEventListener('scroll', () => {\n      const o = hOf(sticky);\n      if (!o) return;\n      if (!o.active) { if (sticky.scrollLeft) sticky.scrollLeft = 0; return; }\n      const sx = sticky.scrollLeft;\n      if (Math.abs(sx - o.expected) <= 1) return; // fui eu\n      o.expected = Math.round(sx);\n      // Com Lenis: pulo imediato pelo próprio Lenis (interrompe a inércia da roda, senão ela desfaria o pulo).\n      if (lenis) lenis.scrollTo(o.top + sx, { immediate: true, force: true });\n      else window.scrollTo({ top: o.top + sx, behavior: 'instant' });\n    }, { passive: true });\n  }\n\n  // ---------- Lenis ----------\n  function lenisRaf(time) { if (lenis) lenis.raf(time * 1000); } // gsap.ticker entrega segundos\n  function onLenisScroll() {\n    if (ScrollTrigger) ScrollTrigger.update();\n    update(); // no mesmo quadro em que o Lenis moveu a página\n  }\n  function startLenis() {\n    if (lenis || !LenisLib || reduced) return;\n    try {\n      lenis = new LenisLib({\n        smoothWheel: true,\n        syncTouch: false,          // toque = rolagem nativa do aparelho\n        lerp: 0.12,                // frontend (rodada 3): cauda mais curta que o padrão 0,1; peso, sem boiar\n        anchors: false,            // âncoras passam pelo motor (foco e histórico corretos), ver onAnchorClick\n        autoRaf: !gsap,            // com GSAP, o ticker dele é o loop único\n        respectReducedMotion: true,\n      });\n    } catch (err) { lenis = null; return; }\n    lenis.on('scroll', onLenisScroll);\n    if (gsap) { gsap.ticker.add(lenisRaf); gsap.ticker.lagSmoothing(0); }\n    announceLenis();\n  }\n  function stopLenis() {\n    if (!lenis) return;\n    if (gsap) { gsap.ticker.remove(lenisRaf); gsap.ticker.lagSmoothing(500, 33); } // padrão do GSAP\n    lenis.destroy(); // remove html.lenis: o scroll-behavior do CSS volta a valer\n    lenis = null;\n    dirty = true;\n    announceLenis();\n  }\n  function announceLenis() {\n    document.dispatchEvent(new CustomEvent('scroll:smooth', { detail: { active: !!lenis, lenis } }));\n  }\n\n  // ---------- Âncoras e \"Pular para o conteúdo\" com Lenis ----------\n  // Sem Lenis a âncora é 100% nativa. Com Lenis: rola pelo Lenis (respeita scroll-padding-top),\n  // cria a entrada no histórico como o nativo e move o foco para o destino (sem rolar de novo).\n  const FOCAVEL = 'a[href],button,input,select,textarea,summary,[tabindex],[contenteditable]';\n  function focusTarget(el) {\n    if (!el.matches(FOCAVEL)) {\n      el.setAttribute('tabindex', '-1'); // o CSS já tira o contorno de [tabindex=\"-1\"]:focus\n      el.addEventListener('blur', () => el.removeAttribute('tabindex'), { once: true });\n    }\n    el.focus({ preventScroll: true });\n  }\n  function onAnchorClick(e) {\n    if (!lenis || e.defaultPrevented || e.button !== 0 || e.metaKey || e.ctrlKey || e.shiftKey || e.altKey) return;\n    const a = e.target.closest && e.target.closest('a[href^=\"#\"]');\n    if (!a || a.target) return;\n    const hash = a.getAttribute('href');\n    if (hash.length < 2) return;\n    let el = null;\n    try { el = document.getElementById(decodeURIComponent(hash.slice(1))); } catch (_) { return; }\n    if (!el) return;\n    e.preventDefault();\n    userScrolled = true;\n    if (location.hash !== hash) { try { history.pushState(null, '', hash); } catch (_) { /* file:// */ } }\n    focusTarget(el);\n    lenis.scrollTo(el, anchor);\n  }\n\n  // ---------- Inicialização ----------\n  function relayout() { measure(); requestUpdate(); }\n\n  function onReduce() {\n    reduced = reduceMQ.matches;\n    root.toggleAttribute('data-reduced-motion', reduced);\n    if (reduced) stopLenis(); else startLenis();\n    relayout();\n  }\n\n  function init() {\n    collect();\n    if (!sections.length) return;\n    root.classList.add('scroll-on');\n    root.toggleAttribute('data-reduced-motion', reduced);\n    hscrolls.forEach(bindTrack);\n    measure();\n    update();\n\n    // Deep link: o pin muda alturas depois que o navegador já pulou para a âncora.\n    const nav = performance.getEntriesByType && performance.getEntriesByType('navigation')[0];\n    const restored = nav && (nav.type === 'reload' || nav.type === 'back_forward'); // o navegador restaura a posição\n    if (location.hash && !restored) {\n      const t = document.getElementById(decodeURIComponent(location.hash.slice(1)));\n      if (t) { t.scrollIntoView({ behavior: 'instant', block: 'start' }); }\n    }\n\n    // Lenis depois do pulo do deep link (ele parte da posição real do documento).\n    startLenis();\n    document.addEventListener('click', onAnchorClick);\n\n    window.addEventListener('scroll', () => {\n      requestUpdate();\n      clearTimeout(hashTimer);\n      hashTimer = setTimeout(writeHash, HASH_IDLE);\n    }, { passive: true });\n    // Só grava hash depois de gesto do visitante (não na carga nem no pulo do deep link).\n    ['wheel', 'touchstart', 'keydown', 'pointerdown'].forEach((t) => window.addEventListener(t, () => { userScrolled = true; }, { passive: true, once: true }));\n\n    let pending = 0;\n    const schedule = () => { if (!pending) pending = requestAnimationFrame(() => { pending = 0; relayout(); }); };\n    window.addEventListener('resize', schedule);\n    if ('ResizeObserver' in window) {\n      const ro = new ResizeObserver(schedule);\n      sections.forEach((s) => ro.observe(s.el));\n      hscrolls.forEach((h) => { ro.observe(h.track); ro.observe(h.sticky); });\n      if (header) ro.observe(header);\n    }\n    if (document.fonts && document.fonts.ready) document.fonts.ready.then(schedule);\n    window.addEventListener('load', schedule);\n    const onMQ = (mq, fn) => (mq.addEventListener ? mq.addEventListener('change', fn) : mq.addListener(fn));\n    onMQ(reduceMQ, onReduce);\n    onMQ(narrowMQ, relayout);\n\n    document.dispatchEvent(new CustomEvent('section:ready', { detail: { sections: sections.map((s) => s.id) } }));\n  }\n\n  // ---------- API pública ----------\n  window.PrismScroll = {\n    get current() { return current ? current.id : null; },\n    get sections() { return sections.map((s) => ({ id: s.id, top: s.top, height: s.h, theme: s.theme, label: s.label })); },\n    get state() { return snapshot(clamp01(posY() / Math.max(1, docH - vh))); },\n    /** Instância do Lenis quando a rolagem suavizada está ativa; null com movimento reduzido ou se a biblioteca falhou. */\n    get lenis() { return lenis; },\n    /** gsap e ScrollTrigger (já registrado), ou null se não carregaram. */\n    gsap, ScrollTrigger,\n    /** Opções da rolagem até âncora com Lenis ({ duration, easing }); pode ser ajustada. */\n    anchor,\n    /** Chamada a cada quadro de rolagem com o mesmo detail de section:progress. Devolve o cancelamento. */\n    subscribe(fn) { subscribers.add(fn); fn(this.state); return () => subscribers.delete(fn); },\n    /** Rola até uma seção (respeita movimento reduzido). opts.focus = true move o foco para ela. */\n    scrollTo(id, opts = {}) {\n      const el = document.getElementById(id);\n      if (!el) return;\n      if (opts.focus) focusTarget(el);\n      if (lenis) lenis.scrollTo(el, opts.instant ? { immediate: true, force: true } : anchor);\n      else el.scrollIntoView({ behavior: opts.instant || reduced ? 'instant' : 'smooth', block: 'start' });\n    },\n    /** Remede tudo (ex.: depois de inserir conteúdo). */\n    refresh() { collect(); hscrolls.forEach(bindTrack); relayout(); },\n  };\n\n  init();\n})();\n\n</script>\n<script data-src=\"js/cena.js\">\n/*\n  PRISMFORM — a cena do Hero (frontend, rodada 5)\n  ------------------------------------------------------------------\n  Símbolo em vidro 3D + feixe branco + espectro contínuo, a partir de assets/fonte/logo-prisma-realista-3d.jpg.\n  A imagem trazia tudo assado; foi separada em camadas (ver DECISOES, rodada 5):\n    assets/cena/cena-vidro.webp  o vidro (só o símbolo, sem luz), recortado à caixa do símbolo\n    assets/cena/cena-luz.webp    a luz por cima do vidro: feixe, halo, espectro e brilhos (soma de luz sobre preto)\n  Um canvas WebGL do tamanho da tela soma as duas camadas (luz = adição, como na física: alpha 0 e cor > 0\n  no canvas premultiplicado) e anima por uniforms: nenhum layout, nenhum repaint de DOM.\n\n  Linha do tempo (GSAP, ~3 s): o feixe nasce fino na borda e avança até o vidro; o brilho acende no ponto de\n  impacto; a luz percorre o vidro a partir dele (o contorno ganha realce em sequência); o espectro se abre a\n  partir do triângulo pequeno, vermelho primeiro, violeta por último; depois a cena respira (brilho, cintilação,\n  paralaxe de mouse com inclinação de 2 a 4 graus e camadas em profundidades diferentes).\n\n  Câmera: o stage.js comanda (âncora em px, escala e intensidade) e a cena segue o mesmo estado do isologo plano\n  do palco. É assim que ela \"se acomoda ao palco\" ao rolar para o Method: escala, desloca e perde intensidade\n  enquanto o isologo plano acende no mesmo lugar.\n\n  Movimento reduzido: estado final estático, sem paralaxe, sem loop. Sem WebGL ou sem as imagens: data-cena=\"off\"\n  e o palco volta ao isologo montado da rodada 4.\n*/\n(() => {\n  'use strict';\n\n  const stage = document.querySelector('[data-stage]');\n  const host = stage && stage.querySelector('[data-cena]');\n  const canvas = host && host.querySelector('canvas');\n  const root = document.documentElement;\n  const api = { state: 'pendente', ready: false };\n  window.PrismCena = api;\n  if (!canvas) return;\n\n  const gsap = window.gsap || null;\n  const reduceMQ = window.matchMedia('(prefers-reduced-motion: reduce)');\n  const narrowMQ = window.matchMedia('(max-width: 767px)');\n  const touchMQ = window.matchMedia('(hover: none)');\n\n  // ---------- Geometria da imagem (px da imagem original, 2000 x 1125) ----------\n  const ANCHOR = [879, 313]; // origem do feixe do palco: eixo do símbolo, altura do feixe (o isotipo plano é alinhado a este ponto)\n  const GLASS_W = 798;       // largura da base do símbolo na imagem (isotipo plano = 517,31 u -> 1,5426 px por u)\n\n  // ---------- Composição do Hero ----------\n  // Retorna a âncora (px de tela), a escala (px de tela por px da imagem) e se é vertical.\n  const portraitMQ = window.matchMedia('(max-aspect-ratio: 21/20)');\n  function heroCam(W, H) {\n    if (!portraitMQ.matches) {\n      // Paisagem: símbolo à direita, feixe entrando por cima do texto, texto embaixo à esquerda.\n      // O símbolo nunca invade a coluna do texto (--hero-col, no motion.css): cresce até 62% da altura e 40% da largura.\n      const gut = Math.max(Math.min(Math.max(20, .06667 * W), 96), (W - 1664) / 2);\n      const col = .46 * W; // largura da coluna do texto (--hero-col, no motion.css)\n      const sw = Math.min(.62 * H / 773 * GLASS_W, .40 * W);\n      const cx = Math.max(.67 * W, gut + col + 24 + sw / 2);\n      const sc = Math.min(sw, 2 * (W - 8 - cx)) / GLASS_W;\n      return { ax: cx, ay: .49 * H + (313 - 569) * sc, sc };\n    }\n    // Rodada 8 (briefing 02/10, item 2): celular (< 768 px). O hero tem 100svh, o texto fica embaixo e o símbolo inteiro\n    // ACIMA dele, logo abaixo do header, com intensidade cheia. Em telas baixas (320 x 568) o pé do símbolo passa por trás\n    // do topo do título; o véu do .hero__conteudo (motion.css) segura o contraste AA.\n    if (narrowMQ.matches) {\n      const hdr = document.querySelector('[data-site-header]');\n      const topo = (hdr ? hdr.offsetHeight : 56) + .04 * H;\n      const scN = Math.min(.66 * W / GLASS_W, .36 * H / 773);\n      const cyN = topo + 386 * scN;\n      return { ax: .5 * W, ay: cyN + (313 - 569) * scN, sc: scN };\n    }\n    // Vertical: texto em cima, cena embaixo. O símbolo ocupa ~62% da largura, com espaço dos dois lados para\n    // o feixe e o espectro.\n    // Rodada Hero 3D: o texto fica embaixo, então o símbolo ocupa a área livre ACIMA dele (nunca atrás do texto).\n    const livre = Math.max(140, txtTop - hdrH - 16);\n    const sc = Math.min(.62 * W / GLASS_W, .92 * livre / 773, .45 * H / 773);\n    const cy = hdrH + 8 + livre / 2;\n    return { ax: .5 * W, ay: cy + (313 - 569) * sc, sc };\n  }\n  // Medidas do Hero em tela vertical (cache; ResizeObserver, nunca lidas por quadro)\n  let txtTop = 0, hdrH = 56;\n  function medirTexto() {\n    const c = document.querySelector('.hero__conteudo');\n    const h1 = c && c.querySelector('h1');\n    txtTop = c ? c.offsetTop + (h1 ? h1.offsetTop : 0) : window.innerHeight * .5;   // topo do título (o bloco de texto fica embaixo)\n    hdrH = parseFloat(getComputedStyle(root).getPropertyValue('--header-h')) || 56;\n  }\n  medirTexto();\n  (() => {\n    const c = document.querySelector('.hero__conteudo');\n    if ('ResizeObserver' in window && c) new ResizeObserver(medirTexto).observe(c);\n    window.addEventListener('resize', medirTexto);\n    if (document.fonts && document.fonts.ready) document.fonts.ready.then(medirTexto);\n  })();\n  api.heroCam = heroCam;\n\n  // ---------- WebGL ----------\n  const VS = 'attribute vec2 a;varying vec2 vP;uniform vec2 uRes;' +\n    'void main(){vP=vec2(a.x*.5+.5,.5-a.y*.5)*uRes;gl_Position=vec4(a,0.,1.);}';\n  const FS = `\n#ifdef GL_FRAGMENT_PRECISION_HIGH\nprecision highp float;\n#else\nprecision mediump float;\n#endif\nvarying vec2 vP;\nuniform sampler2D uGlass, uLight;\nuniform vec2 uAnchorCss;\nuniform float uSc;\nuniform vec2 uPar;\nuniform vec4 uA;   // x: frente do feixe (px da imagem), y: halo, z: brilho do impacto, w: raio do anel no vidro\nuniform vec4 uB;   // x: espectro, y: brilhos do vidro, z: vidro apagado (base), w: tempo (s)\nuniform vec4 uC;   // x: intensidade, y: ganho do halo, z: inclinação, w: cintilação\nuniform vec4 uD;   // x: cauda do feixe (px da imagem; recolhe para o prisma ao rolar), y: halo que sobra\n\nconst vec2 ANCH = vec2(879., 313.);\nconst vec2 V    = vec2(842., 317.);      // vértice do espectro (impacto)\nconst vec2 GLINT = vec2(940., 662.);     // brilho no cruzamento dos triângulos\nconst vec2 GLARE = vec2(1237., 943.);    // reflexo no canto da base\nconst vec2 GO = vec2(420., 140.);\nconst vec2 GS = vec2(920., 870.);\nconst vec2 IMG = vec2(2000., 1125.);\n\nfloat ss(float a, float b, float x) { float t = clamp((x - a) / (b - a), 0., 1.); return t * t * (3. - 2. * t); }\nvec3 Ls(vec2 p) { return texture2D(uLight, clamp(p / IMG, vec2(.0004), vec2(.9996))).rgb; }\nfloat hash(vec2 p) { return fract(sin(dot(p, vec2(12.9898, 78.233))) * 43758.5453); }\n\n// máscara dos discos de brilho (1 no centro, 0 fora)\nfloat discs(vec2 p) {\n  float a = 1. - ss(34., 92., length(p - V));\n  float b = 1. - ss(26., 74., length(p - GLINT));\n  float c = 1. - ss(24., 70., length(p - GLARE));\n  return max(a, max(b, c));\n}\n// \"corpo\" do feixe (fio de 2 * 26 px em torno da reta do feixe) e cunha do espectro\nfloat coreW(vec2 p) { return 1. - ss(26., 62., abs(p.y - (262. + .077 * p.x))); }\nfloat wedgeA(vec2 p) {\n  vec2 d = p - V;\n  float a01 = (degrees(atan(d.y, max(d.x, .001))) + 25.) / 41.;\n  return ss(-.12, .03, a01) * (1. - ss(.97, 1.12, a01)) * ss(-40., 20., d.x);\n}\n\nvoid main() {\n  float u = 1. / uSc;\n  vec2 base = ANCH + (vP - uAnchorCss) * u;\n  float t = uB.w;\n\n  // camadas em profundidades diferentes (px de tela -> px da imagem)\n  vec2 sG = uPar * vec2(-4., -3.) * u;\n  vec2 sB = uPar * vec2(4., 3.) * u;\n  vec2 sS = uPar * vec2(8., 5.) * u;\n\n  // ---------- vidro: inclinação 3D (perspectiva) e realce em anel a partir do impacto ----------\n  vec2 c0 = vec2(879., 569.);\n  vec2 q = base - sG - c0;\n  float thx = uPar.x * .061 * uC.z;\n  float thy = -uPar.y * .043 * uC.z;\n  float f = 1700.;\n  float qx = q.x * f / (f * .998 - q.x * thx);\n  float qy = q.y * (f + qx * thx) / f;\n  qy = qy * f / (f * .999 - qy * thy);\n  qx = qx * (f + qy * thy) / f;\n  vec2 pg = c0 + vec2(qx, qy);\n  vec3 g = texture2D(uGlass, (pg - GO) / GS).rgb;\n  float dg = length(pg - V);\n  float ringR = uA.w;\n  float lit = ss(ringR + 70., ringR - 40., dg);\n  float pass = exp(-pow((dg - ringR) / 62., 2.)) * (1. - ss(950., 1150., ringR)) * step(1., ringR);\n  float gl = mix(uB.z, 1., lit) + pass * 1.7;\n  gl *= 1. + .035 * sin(t * .9) * lit;\n  vec3 col = g * gl;\n\n  // ---------- feixe (fio) e halo ----------\n  vec2 pb = base - sB;\n  float xe = pb.x - 1.5;\n  float ext = step(1.5, pb.x);\n  vec2 pbs = vec2(max(pb.x, 1.5), pb.y - .077 * min(xe, 0.));       // fora da imagem: o feixe continua na mesma direção\n  vec3 Lb = Ls(pbs);\n  float cw0 = coreW(pb);\n  float aw0 = cw0 * (1. - ss(V.x - 70., V.x + 10., pb.x));         // fio termina no impacto (largura cheia: define o que é halo)\n  // Ao rolar, a cauda do feixe se recolhe para o prisma: o fio afina até uma ponta a poucos px e some (nada de toco cego).\n  float tpr = ss(0., 340., pb.x - uD.x);\n  float wm = mix(.09, 1., tpr);\n  float aw = (1. - ss(26. * wm, 62. * wm, abs(pb.y - (262. + .077 * pb.x)))) * (1. - ss(V.x - 70., V.x + 10., pb.x));\n  float sw = wedgeA(pb);\n  float ff = discs(pb);\n  float bv = 1. - ss(uA.x - 45., uA.x + 45., pb.x);\n  float head = 1. + .8 * exp(-pow((pb.x - uA.x) / 60., 2.));\n  float tailW = ss(uD.x - 45., uD.x + 45., pb.x);\n  float beamW = aw * (1. - sw) * (1. - ff) * bv * head * tailW;\n  // halo: tudo que não é fio nem cunha (mesma camada e mesma leitura do feixe); some nas bordas da imagem (sem corte seco)\n  float edge = ss(0., 300., pb.x) * ss(0., 150., pb.y) * ss(0., 150., IMG.y - pb.y);\n  float hw = (1. - aw0) * (1. - sw) * (1. - ff) * edge * ext;\n  col += Lb * beamW * (1. + .03 * sin(t * 1.1));\n  col += Lb * hw * uA.y * uC.y * uD.y;\n\n  // ---------- espectro: cunha aberta a partir do vértice, vermelho primeiro, violeta por último ----------\n  vec2 ps = base - sS;\n  vec2 d = ps - V;\n  float r = length(d);\n  float a01 = (degrees(atan(d.y, max(d.x, .001))) + 25.) / 41.;\n  float sp = wedgeA(ps) * (1. - discs(ps));\n  vec2 pr = ps;\n  float k = 1.;\n  if (ps.y < 6.) k = min(k, (6. - V.y) / d.y);\n  if (ps.y > 1119.) k = min(k, (1119. - V.y) / d.y);\n  if (ps.x > 1994.) k = min(k, (1994. - V.x) / d.x);\n  pr = V + d * k;                                                    // fora da imagem: mesma cor, mesma direção\n  vec3 Lp = Ls(pr);\n  float lt = clamp((uB.x - a01 * .34) / .66, 0., 1.);\n  float R = (1. - pow(1. - lt, 2.2)) * 1900.;\n  float sv = (1. - ss(R - 200., R, r)) * step(.001, uB.x);\n  float front = 1. + .55 * exp(-pow((r - R + 70.) / 110., 2.)) * (1. - lt);\n  float shim = 1. + uC.w * (.05 * sin(r * .011 - t * 1.6 + a01 * 7.) + .035 * sin(r * .023 + t * 2.3 - a01 * 13.));\n  col += Lp * sp * sv * front * shim;\n\n  // ---------- brilhos pontuais (impacto, cruzamento, canto da base) ----------\n  vec2 pf = base - sG * .8;\n  float d1 = 1. - ss(34., 92., length(pf - V));\n  float d2 = 1. - ss(26., 74., length(pf - GLINT));\n  float d3 = 1. - ss(24., 70., length(pf - GLARE));\n  vec3 Lf = Ls(pf);\n  col += Lf * (d1 * uA.z + max(d2, d3) * uB.y);\n\n  col *= uC.x;\n  col += (hash(gl_FragCoord.xy) - .5) / 255. * step(.004, col.r + col.g + col.b);\n  gl_FragColor = vec4(col, 0.);\n}`;\n\n  let gl = null, prog = null, U = {}, texG = null, texL = null;\n  let failed = false;\n\n  function fail(why) {\n    if (failed || adotado) return;\n    failed = true;\n    api.state = 'off';\n    api.ready = false;\n    stage.setAttribute('data-cena', 'off');\n    if (host) host.hidden = true;\n    document.dispatchEvent(new CustomEvent('cena:off', { detail: { why } }));\n  }\n\n  function compile(type, src) {\n    const s = gl.createShader(type);\n    gl.shaderSource(s, src);\n    gl.compileShader(s);\n    if (!gl.getShaderParameter(s, gl.COMPILE_STATUS)) { const log = gl.getShaderInfoLog(s); gl.deleteShader(s); throw new Error(log || 'shader'); }\n    return s;\n  }\n\n  function initGL() {\n    gl = canvas.getContext('webgl', { alpha: true, premultipliedAlpha: true, antialias: false, depth: false, stencil: false, preserveDrawingBuffer: false, powerPreference: 'default' });\n    if (!gl) throw new Error('sem WebGL');\n    prog = gl.createProgram();\n    gl.attachShader(prog, compile(gl.VERTEX_SHADER, VS));\n    gl.attachShader(prog, compile(gl.FRAGMENT_SHADER, FS));\n    gl.linkProgram(prog);\n    if (!gl.getProgramParameter(prog, gl.LINK_STATUS)) throw new Error(gl.getProgramInfoLog(prog));\n    gl.useProgram(prog);\n    ['uRes', 'uGlass', 'uLight', 'uAnchorCss', 'uSc', 'uPar', 'uA', 'uB', 'uC', 'uD'].forEach((n) => { U[n] = gl.getUniformLocation(prog, n); });\n    const buf = gl.createBuffer();\n    gl.bindBuffer(gl.ARRAY_BUFFER, buf);\n    gl.bufferData(gl.ARRAY_BUFFER, new Float32Array([-1, -1, 1, -1, -1, 1, 1, 1]), gl.STATIC_DRAW);\n    const loc = gl.getAttribLocation(prog, 'a');\n    gl.enableVertexAttribArray(loc);\n    gl.vertexAttribPointer(loc, 2, gl.FLOAT, false, 0, 0);\n    gl.disable(gl.BLEND);\n    gl.clearColor(0, 0, 0, 0);\n  }\n\n  function makeTex(img, unit) {\n    const t = gl.createTexture();\n    gl.activeTexture(gl.TEXTURE0 + unit);\n    gl.bindTexture(gl.TEXTURE_2D, t);\n    gl.pixelStorei(gl.UNPACK_PREMULTIPLY_ALPHA_WEBGL, false);\n    gl.texImage2D(gl.TEXTURE_2D, 0, gl.RGB, gl.RGB, gl.UNSIGNED_BYTE, img);\n    gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MIN_FILTER, gl.LINEAR);\n    gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_MAG_FILTER, gl.LINEAR);\n    gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_WRAP_S, gl.CLAMP_TO_EDGE);\n    gl.texParameteri(gl.TEXTURE_2D, gl.TEXTURE_WRAP_T, gl.CLAMP_TO_EDGE);\n    return t;\n  }\n\n  function load(src) {\n    return new Promise((res, rej) => {\n      const im = new Image();\n      im.decoding = 'async';\n      im.onload = () => res(im);\n      im.onerror = () => rej(new Error('imagem ' + src));\n      im.src = src;\n    });\n  }\n\n  // ---------- Estado ----------\n  // T: o que a linha do tempo anima. O estado final é o da imagem completa.\n  const T = { front: -4000, haze: 0, flare: 0, ring: 0, glint: 0, spec: 0, base: 0, amb: 0 };\n  const FINAL = { front: 4000, haze: 1, flare: 1, ring: 4000, glint: 1, spec: 1, base: 1, amb: 1 };\n  const cam = { ax: 0, ay: 0, sc: .5, k: 1 };\n  const par = { x: 0, y: 0, tx: 0, ty: 0 };\n  let reduced = reduceMQ.matches;\n  // Hero 3D (js/hero3d.js): enquanto ele carrega, esta cena é só o POSTER (quadro final estático, sem intro nem laço).\n  // Se ele falhar, volta a tocar a intro e o laço de sempre (fallback). Pronto, ele assume o palco (ver o fim do arquivo).\n  let poster = false, adotado = false;\n  const still = () => reduced || poster;\n  let tl = null;\n  let dirty = true, alive = false, onTicker = false, raf = 0, paused = false;\n  let W = 0, H = 0, dpr = 1, dprScale = 1;\n  let t0 = performance.now(), lastDraw = 0, lastMove = 0, lastSY = -1;\n\n  const smooth = (t) => t * t * (3 - 2 * t);\n\n  function resize() {\n    const w = Math.max(1, stage.clientWidth), h = Math.max(1, stage.clientHeight);\n    // Teto de pixels: ~2,4 Mpx em telas grandes e 2x no máximo; o adaptativo abaixa se o quadro pesar.\n    let d = Math.min(window.devicePixelRatio || 1, narrowMQ.matches ? 2 : 1.5) * dprScale;\n    d = Math.min(d, Math.sqrt(2.2e6 / (w * h)));\n    d = Math.max(.5, d);\n    const cw = Math.round(w * d), ch = Math.round(h * d);\n    if (cw !== canvas.width || ch !== canvas.height) { canvas.width = cw; canvas.height = ch; if (gl) gl.viewport(0, 0, cw, ch); }\n    W = w; H = h; dpr = d; dirty = true;\n  }\n\n  function draw(now) {\n    if (!gl || !texG || failed) return;\n    const s = (now - t0) / 1000;\n    const amb = T.amb;\n    gl.uniform2f(U.uRes, W, H);\n    gl.uniform2f(U.uAnchorCss, cam.ax, cam.ay);\n    gl.uniform1f(U.uSc, cam.sc);\n    gl.uniform2f(U.uPar, par.x, par.y);\n    gl.uniform4f(U.uA, T.front, T.haze, T.flare, T.ring);\n    gl.uniform4f(U.uB, T.spec, T.glint, T.base, s);\n    gl.uniform4f(U.uC, cam.k, portraitMQ.matches ? .6 : .78, still() ? 0 : amb, still() ? 0 : amb);\n    // Saída do Hero: o feixe se recolhe para dentro do prisma (a cauda anda até o impacto) antes de o texto subir até ele.\n    // A cauda anda da borda da tela até passar do impacto (x 900 da imagem; o fio some em 852), então não sobra pedaço solto.\n    // O halo do feixe some junto (0 quando a rolagem chega a 83% do recolhimento).\n    const leave = reduced ? 0 : smooth(Math.min(1, Math.max(0, window.scrollY / (.3 * H))));  // a implementação padrão lê a rolagem sozinha; progresso() é para cenas trocadas\n    const xl = 879 - cam.ax / cam.sc - 120;\n    gl.uniform4f(U.uD, leave > 0 ? xl + leave * (905 - xl) : -9000, 1 - smooth(Math.min(1, leave * 1.2)), 0, 0);\n    gl.uniform1i(U.uGlass, 0);\n    gl.uniform1i(U.uLight, 1);\n    gl.clear(gl.COLOR_BUFFER_BIT);\n    gl.drawArrays(gl.TRIANGLE_STRIP, 0, 4);\n    dirty = false;\n  }\n\n  // Loop: só roda enquanto a cena está visível (intensidade > 0) e algo muda (intro, respiração, paralaxe, câmera).\n  function tick() {\n    const now = performance.now();\n    if (document.hidden || paused) return;\n    const vis = cam.k > .004;\n    if (!vis) dirty = false;\n    else {\n      const dt = Math.min(64, now - (lastDraw || now - 16));\n      // paralaxe: o alvo segue o mouse; em toque, uma deriva lenta\n      if (!still()) {\n        if (touchMQ.matches) { par.tx = .55 * Math.sin(now * .00035); par.ty = .4 * Math.cos(now * .00027); }\n        const kk = 1 - Math.exp(-dt / 220);\n        const ox = par.x, oy = par.y;\n        par.x += (par.tx - par.x) * kk; par.y += (par.ty - par.y) * kk;\n        if (Math.abs(par.x - ox) + Math.abs(par.y - oy) > 1e-4) dirty = true;\n      }\n      // viva depois da intro: respira e cintila; a 30 quadros/s se nada mais se move (poupa bateria)\n      const idle = !dirty && alive && !still();\n      if (idle && now - lastDraw < 30) return;\n      if (dirty || idle) { draw(now); adapt(now - lastDraw); lastDraw = now; }\n    }\n    if (!(alive && !still() && vis) && !dirty && !(tl && tl.isActive())) stopTicker();\n  }\n  function startTicker() {\n    if (gsap) { if (!onTicker) { onTicker = true; gsap.ticker.add(tick); } }\n    else if (!raf) { const loop = () => { raf = 0; tick(); if (onTicker) raf = requestAnimationFrame(loop); }; onTicker = true; raf = requestAnimationFrame(loop); }\n  }\n  function stopTicker() {\n    if (gsap && onTicker) { onTicker = false; gsap.ticker.remove(tick); }\n    else if (!gsap) { onTicker = false; }\n  }\n  function kick() { dirty = true; if (cam.k > .004 || dirty) startTicker(); }\n\n  // Adaptativo: se o quadro passar de ~22 ms por um bom tempo, abaixa a resolução (até 0,6x).\n  let slow = 0, fast = 0;\n  function adapt(ms) {\n    if (!lastDraw || ms > 200) return;\n    if (ms > 22) { slow++; fast = 0; } else { fast++; slow = Math.max(0, slow - 1); }\n    if (slow > 40 && dprScale > .6) { dprScale = Math.max(.6, dprScale * .8); slow = 0; resize(); }\n  }\n\n  // ---------- Linha do tempo da intro ----------\n  function buildIntro() {\n    if (!gsap) { Object.assign(T, FINAL); return; }\n    const tlx = gsap.timeline({ paused: true, defaults: { overwrite: false } });\n    // Rodada 6: o vidro aparece nos primeiros 0,25 s (antes: quase escuro por ~0,6 s) e o feixe entra logo depois; intro total ~3 s.\n    // o vidro nasce como um contorno apagado, para o olho achar o símbolo antes da luz\n    tlx.to(T, { base: .14, duration: .25, ease: 'power2.out' }, 0);\n    // 1) o feixe nasce fino na borda e avança até o vidro (~1,05 s, a curva de marca)\n    // (parte logo fora do limite esquerdo da tela: a luz entra pela borda, sem viajar fora de campo)\n    const f0 = ANCHOR[0] - cam.ax / cam.sc - 120;\n    tlx.fromTo(T, { front: f0 }, { front: 792, duration: 1.05, ease: 'power2.inOut' }, .28);\n    // 2) o brilho acende no impacto: estouro curto e assenta\n    tlx.to(T, { flare: 1.45, duration: .2, ease: 'power2.out' }, 1.2);\n    tlx.to(T, { flare: 1, duration: .5, ease: 'power2.inOut' }, 1.4);\n    // 3) o vidro capta a luz: o realce corre pelas bordas a partir do impacto, e o halo se espalha\n    tlx.to(T, { ring: 1000, duration: 1.2, ease: 'power1.inOut' }, 1.3);\n    tlx.to(T, { haze: 1, duration: 1, ease: 'power2.out' }, 1.35);\n    // 4) o brilho do cruzamento acende quando o anel chega nele (~360 px do impacto)\n    tlx.to(T, { glint: 1.4, duration: .2, ease: 'power2.out' }, 1.7);\n    tlx.to(T, { glint: 1, duration: .55, ease: 'power2.inOut' }, 1.9);\n    // 5) o espectro se abre a partir do triângulo pequeno; a cor de cada faixa chega em seu tempo (no shader)\n    tlx.to(T, { spec: 1, duration: 1.5, ease: 'power2.inOut' }, 1.45);\n    // 6) depois da intro, a cena fica viva (respiração, cintilação, paralaxe)\n    tlx.to(T, { amb: 1, duration: .8, ease: 'sine.inOut' }, 2.7);\n    tlx.eventCallback('onUpdate', () => { dirty = true; });\n    tlx.eventCallback('onComplete', () => { Object.assign(T, FINAL, { amb: 1 }); alive = true; kick(); });\n    return tlx;\n  }\n\n  function setFinal() {\n    if (tl) { tl.kill(); tl = null; }\n    Object.assign(T, FINAL, { amb: still() ? 0 : 1 });\n    alive = !still();\n    kick();\n  }\n\n  // ---------- Entrada ----------\n  async function boot() {\n    try {\n      initGL();\n      const m = narrowMQ.matches ? '-m' : '';\n      const [ig, il] = await Promise.all([load(window.__PF_ASSETS['cena-vidro' + m]), load(window.__PF_ASSETS['cena-luz' + m])]);\n      texG = makeTex(ig, 0);\n      texL = makeTex(il, 1);\n      canvas.addEventListener('webglcontextlost', (e) => { e.preventDefault(); fail('contexto perdido'); });\n      resize();\n      // teste de compilação já feito; se o primeiro desenho der erro do GL, cai para o isologo plano\n      api.state = 'on';\n      api.ready = true;\n      stage.setAttribute('data-cena', 'on');\n      document.dispatchEvent(new CustomEvent('cena:on'));\n      if (adotado) return; // o 3D já assumiu o palco antes de o poster ficar pronto: este canvas nem aparece\n      const nearTop = window.scrollY < window.innerHeight * .5;\n      poster = !!(window.PrismHero3D && window.PrismHero3D.estado === 'carregando') && !reduced;\n      if (reduced || !nearTop || poster) setFinal();\n      else {\n        tl = buildIntro();\n        if (tl) { lastDraw = 0; tl.play(0); startTicker(); }\n        else setFinal();\n      }\n      kick();\n    } catch (e) {\n      fail(String(e && e.message || e));\n    }\n  }\n\n  // ---------- Ligações ----------\n  // Gancho de medição de contraste: desenha um quadro e devolve os pixels (RGB da luz somada; alpha é 0 por desenho).\n  api.readback = () => {\n    if (!gl || !texG) return null;\n    draw(performance.now());\n    const w = canvas.width, h = canvas.height, buf = new Uint8Array(w * h * 4);\n    gl.readPixels(0, 0, w, h, gl.RGBA, gl.UNSIGNED_BYTE, buf);\n    return { w, h, data: buf, css: [W, H] };\n  };\n  // Gancho de teste/direção: congela a intro em um instante (segundos). PrismCena.seek(1.5)\n  api.seek = (sec) => { if (!tl) tl = buildIntro(); if (tl) { tl.pause(); tl.time(sec); dirty = true; alive = false; startTicker(); } };\n  api.set = (ax, ay, sc, k) => {\n    if (failed) return;\n    const sy = window.scrollY;\n    if (ax === cam.ax && ay === cam.ay && sc === cam.sc && k === cam.k && sy === lastSY) return;\n    lastSY = sy;\n    const wasHidden = cam.k <= .004;\n    cam.ax = ax; cam.ay = ay; cam.sc = sc; cam.k = k;\n    canvas.style.visibility = k > .004 ? 'visible' : 'hidden';\n    if (k > .004 && (wasHidden || !onTicker)) startTicker();\n    dirty = true;\n  };\n  // A cena mede a sua própria tela; o stage.js pede o quadro pelo set().\n  window.addEventListener('resize', () => { resize(); kick(); });\n  if ('ResizeObserver' in window) new ResizeObserver(() => { resize(); kick(); }).observe(stage);\n  window.addEventListener('pointermove', (e) => {\n    if (still() || e.pointerType === 'touch') return;\n    par.tx = Math.max(-1, Math.min(1, (e.clientX / (window.innerWidth || 1)) * 2 - 1));\n    par.ty = Math.max(-1, Math.min(1, (e.clientY / (window.innerHeight || 1)) * 2 - 1));\n    lastMove = performance.now();\n    if (cam.k > .004) startTicker();\n  }, { passive: true });\n  document.addEventListener('visibilitychange', () => { if (!document.hidden) kick(); });\n  const onMQ = (mq, fn) => (mq.addEventListener ? mq.addEventListener('change', fn) : mq.addListener(fn));\n  onMQ(reduceMQ, () => {\n    reduced = reduceMQ.matches;\n    par.tx = par.ty = par.x = par.y = 0;\n    if (api.ready) setFinal();\n  });\n\n  // ---------- Interface de \"cena\" (rodada 7): um único ponto para trocar a cena do Hero ----------\n  // Contrato (README, \"Trocar a cena do Hero\"). Quem usa: stage.js (heroCam, set, progresso) e o resto do site só via PrismCena.\n  //   montar(host, ctx) -> Promise   cria a cena dentro de [data-cena]; rejeitar cai no isologo plano (data-cena=\"off\")\n  //   iniciarIntro()                 toca a entrada (uma vez, no topo da página, sem movimento reduzido)\n  //   progresso(p)                   0 a 1: quanto o Hero já saiu da tela (0 = topo, 1 = fora); chamado a cada quadro de rolagem\n  //   camera(ax, ay, sc, k)          âncora em px de tela, escala e intensidade 0..1 (o palco comanda; k = 0 esconde)\n  //   heroCam(W, H) -> {ax, ay, sc}  onde o símbolo fica no Hero, para o palco casar o isologo plano com a cena\n  //   parar() / retomar()            pausa e volta (aba oculta, seção fora da tela)\n  //   destruir()                     libera tudo; o palco volta ao isologo plano\n  // Outra cena: defina window.PrismCenaCustom (objeto com esses métodos) num script carregado ANTES de js/cena.js.\n  // Sem ele, a implementação padrão abaixo (WebGL, vidro + luz) monta sozinha.\n  api.iniciarIntro = () => {\n    if (failed || !api.ready) return;\n    if (reduced) { setFinal(); return; }\n    if (tl) tl.kill();\n    tl = buildIntro();\n    if (tl) { lastDraw = 0; alive = false; tl.play(0); startTicker(); } else setFinal();\n  };\n  api.progresso = () => {};\n  api.parar = () => { paused = true; stopTicker(); };\n  api.retomar = () => { if (failed) return; paused = false; kick(); };\n  api.destruir = () => {\n    if (tl) { tl.kill(); tl = null; }\n    paused = true; stopTicker();\n    try { const ext = gl && gl.getExtension('WEBGL_lose_context'); if (ext) ext.loseContext(); } catch (_) { /* segue */ }\n    fail('destruída');\n  };\n\n  async function montarCustom(P) {\n    try {\n      canvas.hidden = true; // a cena trocada monta o que precisar dentro de host\n      await P.montar(host, { stage, reduced, narrow: narrowMQ.matches, touch: touchMQ.matches });\n      const bind = (n) => (typeof P[n] === 'function' ? P[n].bind(P) : null);\n      if (bind('heroCam')) api.heroCam = bind('heroCam');\n      api.set = (ax, ay, sc, k) => { if (!failed && P.camera) P.camera(ax, ay, sc, k); };\n      api.progresso = bind('progresso') || (() => {});\n      api.parar = bind('parar') || (() => {});\n      api.retomar = bind('retomar') || (() => {});\n      api.iniciarIntro = bind('iniciarIntro') || (() => {});\n      api.destruir = () => { try { if (P.destruir) P.destruir(); } finally { fail('destruída'); } };\n      api.state = 'on'; api.ready = true;\n      stage.setAttribute('data-cena', 'on');\n      document.dispatchEvent(new CustomEvent('cena:on'));\n      if (!reduced && window.scrollY < window.innerHeight * .5) api.iniciarIntro();\n    } catch (e) {\n      fail(String((e && e.message) || e));\n    }\n  }\n\n  // ---------- Hero 3D (js/hero3d.js): poster -> 3D ----------\n  // hero3d:pronto  o 3D já desenhou o primeiro quadro: o poster dissolve (0,4 s) e a interface passa a falar com o 3D\n  //                (set, heroCam, progresso, parar, retomar). O stage.js não muda: mesma âncora, escala e intensidade.\n  // hero3d:erro    o 3D falhou: este canvas deixa de ser poster e volta a ser a cena de sempre (intro + laço).\n  function adotar3D() {\n    const H3 = window.PrismHero3D;\n    if (adotado || !H3 || !H3.camera) return;\n    adotado = true;\n    if (failed) { failed = false; if (host) host.hidden = false; api.state = 'on'; api.ready = true; stage.setAttribute('data-cena', 'on'); }\n    if (tl) { tl.kill(); tl = null; }\n    api.set = (ax, ay, sc, k) => H3.camera(ax, ay, sc, k);\n    api.heroCam = H3.heroCam;\n    api.progresso = H3.progresso;\n    api.parar = () => { H3.parar(); };\n    api.retomar = () => { H3.retomar(); };\n    api.iniciarIntro = () => H3.iniciarIntro();\n    api.destruir = () => { try { H3.destruir(); } finally { fail('destruída'); } };\n    canvas.style.transition = 'opacity .4s ease';\n    canvas.style.opacity = '0';\n    setTimeout(() => {\n      paused = true; stopTicker();\n      canvas.style.visibility = 'hidden';\n      try { const ext = gl && gl.getExtension('WEBGL_lose_context'); if (ext) ext.loseContext(); } catch (_) { /* segue */ }\n    }, 460);\n    api.state = 'on';\n  }\n  document.addEventListener('hero3d:pronto', adotar3D);\n  document.addEventListener('hero3d:erro', () => {\n    poster = false;\n    if (adotado || !api.ready || failed) return;\n    if (!reduced && window.scrollY < window.innerHeight * .5) api.iniciarIntro(); else setFinal();\n  });\n  if (window.PrismHero3D && window.PrismHero3D.estado === 'pronto') adotar3D();\n\n  const custom = window.PrismCenaCustom;\n  if (custom && typeof custom.montar === 'function') montarCustom(custom); else boot();\n})();\n\n</script>\n<script data-src=\"js/contact-form.js\">\n/*\n  PRISMFORM — formulário do Contact, em etapas\n  Cada etapa é um <fieldset data-step>. Sem JS: todas aparecem juntas, com \"Enviar\" (POST normal para a action).\n  Com JS: uma etapa por vez, \"Continuar\" valida só a etapa atual, \"Voltar\" preserva o\n  que foi digitado, o foco vai para o primeiro campo da etapa e a troca é anunciada.\n  Envio (rodada 7): Netlify Forms. O e-mail de destino NÃO está no código: configura-se no painel do\n  Netlify (Forms > Notifications). Se o envio falhar (fora do Netlify, sem rede), o que foi digitado\n  fica na tela e aparece um link mailto: com assunto e corpo já preenchidos.\n  Único ponto de integração: enviarContato().\n  Ganchos: form[data-form-step=\"1..n\"], form[data-form-state=\"enviando|enviado|erro\"],\n  evento \"form:step\" em document ({ step, total, from }).\n*/\n(() => {\n  'use strict';\n\n  const form = document.querySelector('[data-contact-form]');\n  if (!form) return;\n  const status = form.querySelector('[data-form-status]');\n  const falha = form.querySelector('[data-form-falha]');\n  const counter = form.querySelector('[data-step-counter]');\n  const btnBack = form.querySelector('[data-step-back]');\n  const btnNext = form.querySelector('[data-step-next]');\n  const steps = Array.from(form.querySelectorAll('[data-step]'));\n  let atual = 0;\n  let enviando = false;\n\n  const EMAIL_EQUIPE = 'equipe@prismform.com.br'; // só para o link de reserva (mailto); o destino real é do painel do Netlify\n  const ASSUNTO = 'Contato pelo site PRISMFORM';\n\n  /*\n    PONTO ÚNICO DE INTEGRAÇÃO\n    Recebe o FormData do formulário (já com form-name, subject e o honeypot) e devolve uma Promise\n    que resolve { ok: true } ou { ok: false, mensagem }. Netlify Forms: POST application/x-www-form-urlencoded\n    para \"/\" com o campo form-name. Para trocar de serviço, mude só esta função.\n  */\n  async function enviarContato(formData) {\n    // EMBED FIGMA SITES: sem servidor, sem fetch. Abre o aplicativo de e-mail com assunto e corpo preenchidos.\n    // Para usar um serviço de formulário (Formspree, Netlify, API própria), troque só este corpo por um fetch.\n    const href = linkMailto(formData);\n    try {\n      const a = document.createElement('a');\n      a.href = href; a.target = '_blank'; a.rel = 'noopener'; a.hidden = true;\n      document.body.appendChild(a); a.click(); a.remove();\n    } catch (_) { /* o link fica visível abaixo, para a pessoa clicar */ }\n    return { ok: true, mailto: href };\n  }\n\n  function mostrarMailto(href) {\n    if (!falha) return;\n    falha.textContent = '';\n    const p = document.createElement('p');\n    p.textContent = 'O e-mail não abriu? Use o botão. O que você escreveu continua aqui.';\n    const a = document.createElement('a');\n    a.className = 'btn btn--secundario';\n    a.href = href; a.target = '_blank'; a.rel = 'noopener';\n    a.textContent = 'Abrir o e-mail para ' + EMAIL_EQUIPE;\n    falha.append(p, a);\n    falha.hidden = false;\n  }\n\n  // Alternativa honesta quando o envio falha: e-mail pelo aplicativo da pessoa, com o que ela escreveu.\n  function linkMailto(formData) {\n    const v = (k) => String(formData.get(k) || '').trim();\n    const linhas = [`Nome: ${v('nome')}`];\n    if (v('empresa')) linhas.push(`Empresa: ${v('empresa')}`);\n    linhas.push(`E-mail: ${v('email')}`, '', v('mensagem'));\n    return `mailto:${EMAIL_EQUIPE}?subject=${encodeURIComponent(ASSUNTO)}&body=${encodeURIComponent(linhas.join('\\r\\n'))}`;\n  }\n\n  function mostrarFalha(formData) {\n    if (!falha) return;\n    falha.textContent = '';\n    const p = document.createElement('p');\n    p.textContent = 'Não foi possível enviar agora. O que você escreveu continua aqui. Tente de novo em instantes ou envie pelo seu aplicativo de e-mail:';\n    const a = document.createElement('a');\n    a.className = 'btn btn--secundario';\n    a.href = linkMailto(formData);\n    a.textContent = `Enviar para ${EMAIL_EQUIPE}`;\n    falha.append(p, a);\n    falha.hidden = false;\n  }\n\n  function limparFalha() { if (falha && !falha.hidden) { falha.hidden = true; falha.textContent = ''; } }\n\n  const regras = {\n    nome: (v) => (v.trim() ? '' : 'Informe seu nome.'),\n    email: (v) => {\n      if (!v.trim()) return 'Informe seu e-mail.';\n      return /^[^\\s@]+@[^\\s@]+\\.[^\\s@]{2,}$/.test(v.trim()) ? '' : 'Confira o e-mail. Exemplo: voce@empresa.com.br';\n    },\n    mensagem: (v) => (v.trim() ? '' : 'Conte em poucas linhas o que você precisa.'),\n  };\n\n  function validar(campo) {\n    const regra = regras[campo.name];\n    if (!regra) return true;\n    const erro = regra(campo.value);\n    const saida = document.getElementById(campo.id + '-erro');\n    if (erro) {\n      campo.setAttribute('aria-invalid', 'true');\n      if (saida) { saida.textContent = erro; saida.hidden = false; }\n      return false;\n    }\n    campo.removeAttribute('aria-invalid');\n    if (saida) { saida.textContent = ''; saida.hidden = true; }\n    return true;\n  }\n\n  const camposDe = (el) => Array.from(el.querySelectorAll('input, textarea, select')).filter((c) => c.name in regras);\n  const legenda = (i) => { const l = steps[i] && steps[i].querySelector('legend'); return l ? l.textContent.trim() : ''; };\n\n  function mostrar(i, { foco = true } = {}) {\n    const de = atual;\n    atual = Math.max(0, Math.min(steps.length - 1, i));\n    steps.forEach((s, n) => { s.hidden = n !== atual; });\n    const ultima = atual === steps.length - 1;\n    if (counter) { counter.hidden = false; counter.textContent = `Etapa ${atual + 1} de ${steps.length}`; }\n    if (btnBack) btnBack.hidden = atual === 0;\n    if (btnNext) btnNext.textContent = ultima ? 'Enviar' : 'Continuar';\n    form.setAttribute('data-form-step', String(atual + 1));\n    if (foco) {\n      status.textContent = `Etapa ${atual + 1} de ${steps.length}: ${legenda(atual)}.`;\n      const primeiro = steps[atual].querySelector('input, textarea, select');\n      if (primeiro) primeiro.focus();\n    }\n    document.dispatchEvent(new CustomEvent('form:step', { detail: { step: atual + 1, total: steps.length, from: de + 1 } }));\n  }\n\n  // Valida ao sair do campo; depois de um erro, revalida enquanto digita.\n  form.addEventListener('focusout', (e) => { if (e.target.name in regras && e.target.value) validar(e.target); });\n  form.addEventListener('input', (e) => { if (form.getAttribute('data-form-state') === 'erro') limparFalha(); if (e.target.getAttribute('aria-invalid') === 'true') validar(e.target); });\n\n  if (btnBack) btnBack.addEventListener('click', () => mostrar(atual - 1));\n\n  form.addEventListener('submit', async (e) => {\n    e.preventDefault();\n    const escopo = steps.length ? steps[atual] : form;\n    const invalidos = camposDe(escopo).filter((c) => !validar(c));\n    if (invalidos.length) {\n      status.textContent = invalidos.length === 1 ? 'Falta corrigir 1 campo.' : `Falta corrigir ${invalidos.length} campos.`;\n      invalidos[0].focus();\n      return;\n    }\n    // Enter ou \"Continuar\" numa etapa intermediária: avança.\n    if (steps.length && atual < steps.length - 1) { mostrar(atual + 1); return; }\n\n    // Última etapa: confere tudo (segurança se alguém pulou etapas).\n    const todos = camposDe(form).filter((c) => !validar(c));\n    if (todos.length) {\n      const idx = steps.findIndex((s) => s.contains(todos[0]));\n      mostrar(idx, { foco: false });\n      status.textContent = 'Falta corrigir um campo nesta etapa.';\n      todos[0].focus();\n      return;\n    }\n\n    if (enviando) return;\n    const formData = new FormData(form);\n    limparFalha();\n\n    // Honeypot preenchido: é robô. Finge que deu certo, sem enviar.\n    if (String(formData.get('bot-field') || '').trim()) {\n      form.reset();\n      mostrar(0, { foco: false });\n      status.textContent = 'Recebemos a sua ideia. Respondemos em breve.';\n      return;\n    }\n\n    enviando = true;\n    btnNext.setAttribute('aria-disabled', 'true');\n    form.setAttribute('aria-busy', 'true');\n    form.setAttribute('data-form-state', 'enviando');\n    status.textContent = 'Enviando…';\n    try {\n      const res = await enviarContato(formData);\n      if (res.ok) {\n        form.setAttribute('data-form-state', 'enviado');\n        if (res.mailto) {\n          // mailto não confirma envio: não limpa o formulário nem diz que foi enviado.\n          status.textContent = 'Abrimos o seu aplicativo de e-mail com a mensagem pronta. Falta só enviar por lá.';\n          mostrarMailto(res.mailto);\n        } else {\n          form.reset();\n          mostrar(0, { foco: false });\n          status.textContent = 'Enviado. Recebemos a sua ideia e respondemos em breve.';\n        }\n      } else {\n        throw new Error(res.mensagem || 'falha');\n      }\n    } catch (_) {\n      form.setAttribute('data-form-state', 'erro');\n      status.textContent = ''; // o aviso completo vai no bloco role=\"alert\", para não ser lido duas vezes\n      mostrarFalha(formData);\n    } finally {\n      enviando = false;\n      btnNext.removeAttribute('aria-disabled');\n      form.removeAttribute('aria-busy');\n    }\n  });\n\n  if (steps.length > 1) mostrar(0, { foco: false });\n})();\n\n</script>\n<script data-src=\"js/stage.js\">\n/*\n  PRISMFORM — coreografia do palco (frontend)\n  ------------------------------------------------------------------\n  Lê o motor (window.PrismScroll.subscribe, section:change) e move a luz.\n  Não toca na rolagem do documento nem no scrollLeft do trilho do Work.\n  Escreve só transform e variáveis CSS.\n\n  Gramática do isologo (rodada 4): feixe branco reto -> símbolo oficial -> faixa de\n  espectro reta e paralela. Nada gira nem abre em leque.\n\n  O feixe tem um estado por seção (KEY). Cada seção \"segura\" o seu estado\n  enquanto está na tela; a troca acontece enquanto a borda entre duas seções\n  sobe de 75% a 25% da altura da tela, com suavização (smoothstep) e um\n  amortecimento curto (o palco alcança o scroll, sem atrasar a leitura).\n\n  Também grava --r (0 a 1) em cada [data-revela] conforme o elemento sobe\n  do pé da tela: cartões, blocos, diagrama do Method. Os títulos h2 com\n  data-revela-gsap são do js/motion.js (cadeia do cabeçalho) e ficam de fora.\n\n  Loop: com GSAP, desenha dentro do gsap.ticker, no mesmo quadro do Lenis.\n\n  Movimento reduzido: sem intro, sem amortecimento, sem mistura. O palco\n  troca de estado por corte seco em section:change; --r fica em 1 (CSS).\n*/\n(() => {\n  'use strict';\n\n  const root = document.documentElement;\n  const S = window.PrismScroll;\n  const stage = document.querySelector('[data-stage]');\n  const feixe = stage && stage.querySelector('[data-feixe]');\n  if (!S || !feixe) return;\n  const camada = stage.querySelector('[data-stage-layer=\"feixe\"]');\n  const grade = stage.querySelector('[data-stage-layer=\"grade\"]');\n  const reduceMQ = window.matchMedia('(prefers-reduced-motion: reduce)');\n  const narrowMQ = window.matchMedia('(max-width: 767px)');\n  const landscapeMQ = window.matchMedia('(min-aspect-ratio: 21/20)');\n\n  // Gramática do isologo: feixe reto -> símbolo oficial -> faixa de espectro reta e paralela. Nada gira.\n  // x, y: fração da tela (origem = centro do feixe no eixo do símbolo). s: escala do símbolo.\n  // at/ay/dy: y ancorado num elemento (topo + ay × altura + dy px), para a luz andar COM o conteúdo\n  //   e nunca passar por trás do texto (Work: sob os cases; Contact: ao lado do título).\n  // Work: o símbolo sai pela esquerda e só a faixa fica, sob os cases, com uma cor acesa.\n  // Project e Contact: sem feixe de entrada (en 0), para a luz não atravessar o texto da seção seguinte.\n  // en: comprimento do feixe branco de entrada. ln: comprimento da faixa. fx: px entre as linhas (Project).\n  // sop: a faixa volta a ser branca (Contact). op: opacidade da camada. foco: só a cor do case em foco.\n  const KEY = {\n    hero:    { x: .70, y: .76, s: 1.40, en: 1, ln: 1, fx: 0,  sop: 0, op: 1,   foco: 0, cena: 1 },\n    method:  { x: .50, y: .50, s: 1.10, en: 1, ln: 1, fx: 0,  sop: 0, op: .9,  foco: 0, cena: 0 },\n    work:    { x: -.20, at: '[data-hscroll-sticky]', ay: 1, dy: -44, s: 2.2, en: 0, ln: 1, fx: 0, sop: 0, op: 1, foco: 1, cena: 0 },\n    project: { x: .50, y: .50, s: 1.00, en: 0, ln: 1, fx: 10, sop: 0, op: .9,  foco: 0, cena: 0 },\n    // Rodada 8 (briefing 02/10, item 6): no fechamento o prisma aparece uma vez só, na foto do .fecho. A luz recolhe e o isotipo apaga.\n    contact: { x: .78, at: '#contact-titulo', ay: .5, dy: 0, s: 1.25, en: 0, ln: 0, fx: 0, sop: 1, op: 0, foco: 0, cena: 0 },\n  };\n  // Tela vertical: o Papel cobre a largura toda (Method, Project): a luz só aparece onde não há texto.\n  const KEY_MOBILE = {\n    hero:    { x: .50, y: .86, s: 1.10 },\n    method:  { op: 0 },\n    work:    { x: -.32, s: 2.0, dy: -36 },\n    project: { op: 0, fx: 6 },\n    contact: { x: .80, at: '#contact', ay: 0, dy: 34, s: .70 },\n  };\n  const PROPS = ['x', 'y', 's', 'en', 'ln', 'fx', 'sop', 'op', 'foco', 'cena'];\n\n  const clamp01 = (v) => (v < 0 ? 0 : v > 1 ? 1 : v);\n  const smooth = (t) => t * t * (3 - 2 * t);\n  const easeMarca = (t) => (t < .5 ? 4 * t * t * t : 1 - Math.pow(-2 * t + 2, 3) / 2);\n\n  // Estado de uma seção com o y resolvido (âncora medida no quadro atual; sem layout forçado extra:\n  // o getBoundingClientRect roda depois da rolagem, com o layout já limpo).\n  const anchorEls = {};\n\n  // Cena do Hero (js/cena.js): a cena 3D segue o mesmo estado do isologo plano. No Hero, o estado plano é posto\n  // exatamente sobre o símbolo 3D (mesma âncora, mesma escala) e fica com opacidade 0; ao rolar para o Method o\n  // plano acende no mesmo lugar enquanto a cena perde intensidade. Sem WebGL (data-cena=\"off\") volta o Hero da rodada 4.\n  const cenaMode = () => stage.getAttribute('data-cena');\n  const probe = document.createElement('span');\n  probe.style.cssText = 'position:absolute;visibility:hidden;pointer-events:none;height:0;width:var(--prisma)';\n  stage.appendChild(probe);\n  let prismaPx = 110;\n  const medirPrisma = () => { prismaPx = probe.offsetWidth || prismaPx; };\n  function keyOf(id) {\n    const base = KEY[id] || KEY.hero;\n    const k = narrowMQ.matches ? Object.assign({}, base, KEY_MOBILE[id] || {}) : Object.assign({}, base);\n    if (k.at) {\n      const el = anchorEls[k.at] || (anchorEls[k.at] = document.querySelector(k.at));\n      const vh = window.innerHeight;\n      if (el) { const r = el.getBoundingClientRect(); k.y = (r.top + r.height * k.ay + k.dy) / vh; }\n      else k.y = .5;\n    }\n    const C = window.PrismCena;\n    if (id === 'hero' && cenaMode() !== 'off' && C && C.heroCam) {\n      const cw = window.innerWidth, ch = window.innerHeight, c = C.heroCam(cw, ch);\n      k.x = c.ax / cw; k.y = c.ay / ch; k.s = c.sc * 798 / prismaPx; k.op = 0; k.cena = 1;\n    }\n    // Sem a cena 3D, o isologo plano do Hero sobe: em paisagem o texto fica embaixo e o feixe passa por cima dele.\n    if (id === 'hero' && cenaMode() === 'off' && landscapeMQ.matches && !narrowMQ.matches) k.y = .27;\n    // Rodada 8 (briefing 02/10, item 2): no celular o texto fica embaixo e o símbolo ACIMA dele, inteiro, entre o header e o título.\n    // Se o espaço for curto (320 x 568), o símbolo fica atrás do topo do título; o véu do .hero__conteudo garante o contraste.\n    if (id === 'hero' && cenaMode() === 'off' && narrowMQ.matches && !landscapeMQ.matches) {\n      const cont = document.querySelector('.hero__conteudo');\n      const h1 = cont && cont.querySelector('h1');\n      const hdr = document.querySelector('[data-site-header]');\n      const vw = window.innerWidth, vh = window.innerHeight;\n      const topo = (hdr ? hdr.offsetHeight : 56) + 16;\n      const ini = cont && h1 ? cont.offsetTop + h1.offsetTop : vh * .5; // topo do título, sem depender da rolagem\n      const livre = Math.max(120, ini - topo - 8);\n      let wpx = Math.min(.62 * vw, 380), hpx = wpx * 480 / 517.31;\n      if (hpx > livre) { hpx = Math.max(livre, .42 * vw * 480 / 517.31); wpx = hpx * 517.31 / 480; }\n      k.s = wpx / prismaPx; k.x = .5;\n      k.y = (topo + Math.max(0, (livre - hpx) / 2) + hpx * 64 / 480) / vh;\n      return k;\n    }\n    // Rodada 6: em tela vertical (tablet em pé) o isologo plano fica inteiro e centrado no espaço livre abaixo do texto\n    // (antes ficava colado ao pé da tela e pequeno). Largura: 56% da tela (máx. 380 px); nunca mais de 80% da altura livre.\n    if (id === 'hero' && cenaMode() === 'off' && !landscapeMQ.matches) {\n      const cont = document.querySelector('.hero__conteudo');\n      const vw = window.innerWidth, vh = window.innerHeight;\n      const fim = cont ? cont.offsetTop + cont.offsetHeight : vh * .5; // fim do texto, sem depender da rolagem\n      const livre = Math.max(80, vh - fim - 24);\n      let wpx = Math.min(.56 * vw, 380), hpx = wpx * 480 / 517.31;\n      if (hpx > livre * .8) { hpx = livre * .8; wpx = hpx * 517.31 / 480; }\n      k.s = wpx / prismaPx; k.x = .5;\n      k.y = (fim + (livre - hpx) / 2 + hpx * 64 / 480) / vh;\n    }\n    return k;\n  }\n\n  // ---------- Alvo a partir do scroll ----------\n  let snap = S.state;\n  function target() {\n    const secs = S.sections;\n    const vh = snap.height || window.innerHeight;\n    const y = snap.y;\n    const maxY = Math.max(0, root.scrollHeight - vh);\n    if (!secs.length) return keyOf('hero');\n    if (reduced) return keyOf(snap.current || secs[0].id);\n    // Janela de troca entre a seção i e a i+1: a borda entre elas sobe de 75% a 25% da tela.\n    let a = null, b = null, t = 0;\n    for (let i = 0; i < secs.length; i++) {\n      const s = secs[i];\n      const next = secs[i + 1];\n      if (!next) { a = b = s.id; break; }\n      const edge = next.top;\n      let t0 = edge - vh * .75, t1 = edge - vh * .25;\n      // Última seção curta: a página acaba antes de a borda chegar a 25%. A troca termina no fim da rolagem.\n      if (t1 > maxY) { t1 = maxY; t0 = Math.min(t0, maxY - vh * .35); }\n      if (y < t0) { a = b = s.id; break; }\n      if (y < t1) { a = s.id; b = next.id; t = smooth((y - t0) / (t1 - t0)); break; }\n    }\n    const ka = keyOf(a), kb = b === a ? ka : keyOf(b);\n    const out = {};\n    // Cada propriedade tem a sua curva: a cena 3D perde intensidade cedo (0 a 70% da troca) e o isologo plano acende\n    // tarde (40 a 100%), para as duas luzes não se sobreporem ao texto que sai do Hero.\n    const tCena = smooth(clamp01(t / .7)), tPlano = smooth(clamp01((t - .4) / .6));\n    PROPS.forEach((p) => { out[p] = ka[p] + (kb[p] - ka[p]) * (p === 'cena' ? tCena : p === 'op' ? tPlano : t); });\n    out.lock = !!(ka.at && kb.at); // y preso ao conteúdo: sem amortecimento, senão a luz se atrasa em relação ao texto\n    return out;\n  }\n\n  // ---------- Estado exibido (amortecido) ----------\n  let reduced = reduceMQ.matches;\n  let cur = null;\n  let intro = 1;               // 0..1: feixe entrando na carga\n  let introStart = 0;\n  let raf = 0, last = 0, lastRun = 0;\n  // ms: quanto o palco demora para alcançar o scroll. Com Lenis a rolagem já chega suavizada:\n  // amortecer de novo faria o feixe \"boiar\" atrás do conteúdo. Sem Lenis (toque, sem biblioteca), 110 ms.\n  const tau = () => (S.lenis ? 40 : 110);\n  const gsap = S.gsap || null;\n\n  const hs = document.querySelector('[data-hscroll]');\n  let isoOn = false;\n  function apply(st) {\n    const w = window.innerWidth, h = window.innerHeight;\n    // Com o trilho preso, a cor acesa acompanha o case em foco (01 amarelo, 02 verde, 03 azul).\n    // Sem trilho (celular, movimento reduzido): fica a cor do Work, amarelo.\n    const preso = hs && hs.hasAttribute('data-hscroll-active');\n    const hp = preso && snap.hscroll && snap.hscroll[0] != null ? snap.hscroll[0] : 0;\n    // Intro: o feixe se desenha até o prisma (0–55%), o prisma acende (30–60%), a faixa sai dele (45–100%).\n    const iIn = easeMarca(clamp01(intro / .55));\n    const iPr = clamp01((intro - .3) / .3);\n    const iAb = easeMarca(clamp01((intro - .45) / .55));\n    // Escala por variável (--s), não por scale(): a camada composta arredondava a espessura do feixe HTML\n    // antes de escalar, e o feixe branco saía ~1 px mais fino que o toco do símbolo. --s só muda nas trocas de seção.\n    feixe.style.transform = `translate3d(${(st.x * w).toFixed(1)}px, ${(st.y * h).toFixed(1)}px, 0)`;\n    const v = feixe.style;\n    v.setProperty('--s', st.s.toFixed(3));\n    v.setProperty('--in', iIn.toFixed(3));   // intro: o feixe viaja da esquerda até o prisma\n    v.setProperty('--en', st.en.toFixed(3)); // seções: o feixe recolhe para dentro do prisma\n    v.setProperty('--prisma-op', iPr.toFixed(3));\n    v.setProperty('--len', (iAb * st.ln).toFixed(3));\n    // Faixa quase toda de volta ao prisma (e já branca): o símbolo aparece inteiro, com o toco direito (o isotipo).\n    const iso = st.ln < .03;\n    if (iso !== isoOn) { isoOn = iso; feixe.toggleAttribute('data-isotipo', iso); }\n    v.setProperty('--fx', st.fx.toFixed(2));\n    v.setProperty('--sop', st.sop.toFixed(3));\n    v.setProperty('--foco', st.foco.toFixed(3));\n    v.setProperty('--k', preso ? (-1 + 2 * hp).toFixed(3) : '-1');\n    if (camada) camada.style.setProperty('--feixe-op', st.op.toFixed(3));\n    if (window.PrismCena && window.PrismCena.set) window.PrismCena.set(st.x * w, st.y * h, prismaPx * st.s / 798, cenaMode() === 'off' ? 0 : clamp01(st.cena));\n    if (window.PrismCena && window.PrismCena.progresso) window.PrismCena.progresso(clamp01(snap.y / Math.max(1, snap.height || h))); // 0 a 1: o Hero saindo (interface de cena, README)\n  }\n\n  function frame(now) {\n    raf = 0;\n    lastRun = now;\n    const dt = last ? Math.min(64, now - last) : 16;\n    last = now;\n    const tgt = target();\n    let moving = false;\n    if (!cur || reduced) {\n      cur = tgt;\n    } else {\n      const k = 1 - Math.exp(-dt / tau());\n      PROPS.forEach((p) => {\n        const d = tgt[p] - cur[p];\n        if (Math.abs(d) > 0.0005) { cur[p] += d * k; moving = true; } else cur[p] = tgt[p];\n      });\n      if (tgt.lock) cur.y = tgt.y;\n    }\n    if (intro < 1) {\n      intro = clamp01((now - introStart) / 1700);\n      moving = true;\n    }\n    apply(cur);\n    moveGrade();\n    moveFoto();\n    revela();\n    if (moving) keepAlive(); else { sleep(); last = 0; }\n  }\n\n  // ---------- Loop ----------\n  // Com GSAP: o palco roda no gsap.ticker, o mesmo loop do Lenis e do ScrollTrigger.\n  // O quadro de rolagem chega por subscribe() DENTRO do tique (lenis.raf -> motor -> subscribe),\n  // e o palco desenha ali mesmo: feixe, grade e conteúdo andam no mesmo quadro (antes, um depois).\n  // O ticker só fica ligado enquanto algo se move (intro, amortecimento).\n  let onTicker = false;\n  function tick() {\n    const now = performance.now();\n    if (now - lastRun < 6) return;            // já desenhado neste quadro pelo subscribe\n    frame(now);\n  }\n  function keepAlive() {\n    if (gsap) { if (!onTicker) { onTicker = true; gsap.ticker.add(tick); } }\n    else if (!raf) raf = requestAnimationFrame(frame);\n  }\n  function sleep() {\n    if (gsap && onTicker) { onTicker = false; gsap.ticker.remove(tick); }\n  }\n  function kick() { keepAlive(); }\n\n  // ---------- Grade: parallax lento (módulo da altura do tile, a camada nunca acaba) ----------\n  const TILE = 207.846;\n  let gradeY = null;\n  function moveGrade() {\n    if (!grade) return;\n    const gy = reduced ? 0 : -((snap.y * .06) % TILE);\n    if (gy === gradeY) return;\n    gradeY = gy;\n    grade.style.transform = `translate3d(0, ${gy.toFixed(1)}px, 0)`;\n  }\n\n  // ---------- Foto do estúdio: respira com a rolagem (transform direto, sem variável na raiz) ----------\n  const foto = stage.querySelector('.stage__foto');\n  let fotoP = -1;\n  function moveFoto() {\n    if (!foto) return;\n    const p = reduced ? 0 : Math.round(clamp01(snap.global) * 1000) / 1000;\n    if (p === fotoP) return;\n    fotoP = p;\n    foto.style.transform = `translate3d(0, ${(-3 * p).toFixed(3)}%, 0) scale(${(1.02 + .08 * p).toFixed(4)})`;\n  }\n\n  // ---------- Revelação por elemento ----------\n  let revelas = [];\n  function docTop(el) { let t = 0; while (el) { t += el.offsetTop; el = el.offsetParent; } return t; }\n  function medir() {\n    revelas = Array.from(document.querySelectorAll('[data-revela], [data-section]')).map((el) => ({\n      el,\n      top: el instanceof SVGElement ? el.getBoundingClientRect().top + window.scrollY : docTop(el),\n      r: el.hasAttribute('data-revelado') ? 1 : -1,\n    }));\n  }\n  // Rodada 8 (briefing 02/10, item 7): a entrada não acompanha mais a rolagem quadro a quadro (um scrub deixava blocos\n  // presos em cinza/semitransparentes quando a rolagem parava no meio ou passava rápido). Agora é por tempo: quando o topo\n  // do elemento cruza 94% da tela (ou já passou dela, num salto de âncora), ganha data-revelado e o CSS leva --r de 0 a 1\n  // em 600 ms (motion.css). Uma vez revelado, fica revelado. As seções também ganham data-revelado (Papel acende).\n  function revela() {\n    const vh = snap.height || window.innerHeight;\n    revelas.forEach((o) => {\n      if (o.r === 1) return;\n      if (!reduced && snap.y + vh * .94 < o.top) return;\n      o.r = 1;\n      o.el.setAttribute('data-revelado', '');\n    });\n  }\n\n  // ---------- Ligações ----------\n  S.subscribe((s) => { snap = s; if (gsap) frame(performance.now()); else kick(); });\n  document.addEventListener('section:change', () => {\n    // Movimento reduzido: o palco troca por corte seco quando a seção muda.\n    if (reduced) { snap = S.state; cur = null; kick(); }\n  });\n  const remedir = () => { medir(); medirPrisma(); snap = S.state; kick(); };\n  window.addEventListener('resize', remedir);\n  window.addEventListener('load', remedir);\n  if (document.fonts && document.fonts.ready) document.fonts.ready.then(remedir);\n  if ('ResizeObserver' in window) new ResizeObserver(remedir).observe(document.body);\n  const onMQ = (mq, fn) => (mq.addEventListener ? mq.addEventListener('change', fn) : mq.addListener(fn));\n  onMQ(reduceMQ, () => { reduced = reduceMQ.matches; intro = 1; cur = null; remedir(); });\n  onMQ(narrowMQ, () => { cur = null; remedir(); });\n\n  // Intro do isologo plano: só se a cena 3D falhar (data-cena=\"off\"), na primeira tela e sem movimento reduzido.\n  // Com a cena ativa, quem faz a intro é o js/cena.js e o plano só acende na saída do Hero.\n  intro = 1;\n  document.addEventListener('cena:off', () => {\n    cur = null;\n    if (!reduced && window.scrollY < window.innerHeight * .5) { intro = 0; introStart = performance.now() + 150; }\n    kick();\n  });\n  medirPrisma();\n  medir();\n  root.classList.add('revela-on'); // o CSS só esconde o que ainda não entrou quando este script está rodando\n  revela();\n  kick();\n})();\n\n</script>\n<script data-src=\"js/motion.js\">\n/*\n  PRISMFORM — motion encadeado com GSAP (frontend)\n  ------------------------------------------------------------------\n  Só duas coisas, porque o resto já está bem no CSS e no stage.js:\n\n  1. Âncoras com peso. A rolagem até uma seção usa a curva de marca\n     (a mesma do feixe, --ease-marca): arranca devagar, cruza, pousa.\n     A curva exponencial anterior saltava no primeiro quadro, sem massa.\n\n  2. A cadeia do cabeçalho. Em cada seção (menos o Hero, que tem a intro),\n     rótulo -> título -> texto entram em sequência, uma vez, em 600 ms (rodada 8; antes era scrub):\n       - o rótulo técnico chega pela diagonal de 60°;\n       - o título abre pelo corte a 60° (mesma máscara do CSS, via --r);\n       - o texto chega pela mesma diagonal quando o título está quase inteiro.\n     O .section__inner continua do motion.css (escala e opacidade do bloco);\n     aqui só os filhos. O --r dos títulos passa do stage.js para cá\n     (data-revela-gsap), um dono só.\n\n  Regras do motor: PrismScroll.gsap/ScrollTrigger, nada de outro Lenis,\n  nada de pin, tudo dentro de matchMedia (movimento reduzido desfaz sozinho).\n*/\n(() => {\n  'use strict';\n  const S = window.PrismScroll;\n  const gsap = S && S.gsap, ST = S && S.ScrollTrigger;\n\n  // Curva de marca: cubic-bezier(.65, 0, .35, 1) ~ easeInOutCubic (igual ao easeMarca do stage.js).\n  const easeMarca = (t) => (t >= 1 ? 1 : t < .5 ? 4 * t * t * t : 1 - Math.pow(-2 * t + 2, 3) / 2);\n  if (S && S.anchor) { S.anchor.duration = 1.25; S.anchor.easing = easeMarca; }\n\n  if (!gsap || !ST) return; // sem biblioteca: CSS e stage.js seguem sozinhos\n\n  // Diagonal de 60°: para cada 24 px de subida, 13,9 px para a direita (24 × tan 30°).\n  const DY = 24, DX = -DY * Math.tan(Math.PI / 6);\n\n  const mm = gsap.matchMedia();\n  mm.add('(prefers-reduced-motion: no-preference)', () => {\n    const titulos = [];\n    document.querySelectorAll('.section:not(.section--hero) .cabecalho').forEach((cab) => {\n      const rotulo = cab.querySelector('.eyebrow');\n      const titulo = cab.querySelector('h2[data-revela]');\n      const texto = cab.querySelector('.cabecalho__texto');\n      if (!titulo) return;\n      titulo.setAttribute('data-revela-gsap', '');\n      titulos.push(titulo);\n\n      // Rodada 8 (briefing 02/10, item 7): a cadeia toca uma vez, por tempo, em 600 ms no total (antes era scrub e,\n      // no Contact, a página acabava antes do fim: o texto ficava deslocado da margem e semitransparente).\n      // Disparo: a seção a 88% da tela; se ela já passou (salto de âncora), o ScrollTrigger toca na hora.\n      const tl = gsap.timeline({\n        defaults: { ease: 'none' },\n        paused: true,\n        scrollTrigger: {\n          trigger: cab.closest('[data-section]'),\n          start: 'top 88%',\n          once: true,\n          onEnter: (self) => self.animation && self.animation.play(),\n        },\n      });\n      if (rotulo) tl.fromTo(rotulo, { opacity: 0, x: DX, y: DY }, { opacity: 1, x: 0, y: 0, ease: 'power3.out', duration: .3 }, 0);\n      tl.fromTo(titulo, { '--r': 0 }, { '--r': 1, ease: 'power2.inOut', duration: .45 }, .05);\n      if (texto) tl.fromTo(texto, { opacity: 0, x: DX, y: DY }, { opacity: 1, x: 0, y: 0, ease: 'power3.out', duration: .3 }, .3);\n    });\n    return () => titulos.forEach((t) => t.removeAttribute('data-revela-gsap'));\n  });\n})();\n\n</script>\n<script data-src=\"js/menu.js\">\n/*\n  PRISMFORM — menu do celular (frontend, rodada 5)\n  ------------------------------------------------------------------\n  Abaixo de 768 px o header fica só com o símbolo e o botão \"Menu\"; os quatro links abrem em tela cheia.\n  Acessível: aria-expanded no botão; o resto da página fica inerte enquanto o menu está aberto; o foco fica preso\n  no header (logo, botão, links); Esc fecha e devolve o foco ao botão; clicar num link fecha e deixa o motor\n  de rolagem levar ao destino. Em 768 px ou mais o botão não existe e o menu é o de sempre.\n  Sem JS: sem botão, os links ficam visíveis (o CSS só esconde o menu com html.js).\n*/\n(() => {\n  'use strict';\n  const root = document.documentElement;\n  const btn = document.querySelector('[data-menu-toggle]');\n  const nav = document.querySelector('[data-menu]');\n  const header = document.querySelector('[data-site-header]');\n  if (!btn || !nav || !header) return;\n  const mq = window.matchMedia('(max-width: 767px)');\n  const alheios = () => [document.querySelector('.skip-link'), document.getElementById('conteudo'), document.querySelector('.site-footer')].filter(Boolean);\n  let aberto = false;\n\n  function foco() {\n    return Array.from(header.querySelectorAll('a[href], button')).filter((el) => el.offsetParent !== null || el === btn);\n  }\n  function abrir() {\n    if (aberto || !mq.matches) return;\n    aberto = true;\n    root.classList.add('menu-aberto');\n    btn.setAttribute('aria-expanded', 'true');\n    alheios().forEach((el) => { el.inert = true; });\n    const S = window.PrismScroll;\n    if (S && S.lenis) S.lenis.stop();\n    root.style.overflow = 'hidden';\n    const primeiro = nav.querySelector('a');\n    if (primeiro) primeiro.focus({ preventScroll: true });\n  }\n  function fechar(devolverFoco) {\n    if (!aberto) return;\n    aberto = false;\n    root.classList.remove('menu-aberto');\n    btn.setAttribute('aria-expanded', 'false');\n    alheios().forEach((el) => { el.inert = false; });\n    root.style.overflow = '';\n    const S = window.PrismScroll;\n    if (S && S.lenis) S.lenis.start();\n    if (devolverFoco) btn.focus({ preventScroll: true });\n  }\n\n  btn.addEventListener('click', () => (aberto ? fechar(true) : abrir()));\n  // Clique num link: fecha antes de o motor rolar (a rolagem precisa estar liberada).\n  nav.addEventListener('click', (e) => { if (e.target.closest('a')) fechar(false); });\n  document.addEventListener('keydown', (e) => {\n    if (!aberto) return;\n    if (e.key === 'Escape') { e.preventDefault(); fechar(true); return; }\n    if (e.key !== 'Tab') return;\n    const f = foco();\n    if (!f.length) return;\n    const primeiro = f[0], ultimo = f[f.length - 1];\n    if (e.shiftKey && document.activeElement === primeiro) { e.preventDefault(); ultimo.focus(); }\n    else if (!e.shiftKey && document.activeElement === ultimo) { e.preventDefault(); primeiro.focus(); }\n  });\n  const sair = () => { if (!mq.matches) fechar(false); };\n  if (mq.addEventListener) mq.addEventListener('change', sair); else mq.addListener(sair);\n})();\n\n</script>\n<script data-src=\"embed-ancoras\">\n(function () {\n  'use strict';\n  window.addEventListener('click', function (e) {\n    if (e.defaultPrevented || e.button !== 0 || e.metaKey || e.ctrlKey || e.shiftKey || e.altKey) return;\n    var a = e.target && e.target.closest ? e.target.closest('a[href^=\"#\"]') : null;\n    if (!a || a.target) return;\n    var h = a.getAttribute('href');\n    if (!h || h.length < 2) return;\n    var el = null;\n    try { el = document.getElementById(decodeURIComponent(h.slice(1))); } catch (_) { return; }\n    if (!el) return;\n    e.preventDefault();\n    var reduzido = window.matchMedia && window.matchMedia('(prefers-reduced-motion: reduce)').matches;\n    try { el.scrollIntoView({ behavior: reduzido ? 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