@import"https://fonts.googleapis.com/css2?family=Nunito:wght@400;600;700;800&family=Chewy&display=swap";#co2-calc{--text:#333;--heading:#2D5C4E;--card:#fff;--card-border:#E7E5DC;--sec-border:#D9E2DE;--sec-head-bg:#F3F7F5;--ho-forest:#253D2F;--ho-green:#2D5C4E;--ho-cream:#FBF7E4;--ho-cream-2:#F5EFD9;--surface-2:#F7F5EB;--surface-3:#FCFAF3;--ink-soft:#5A6A65;--sp-2:8px;--sp-3:12px;--sp-4:16px;--sp-5:22px;--r-sm:8px;--r-md:12px;--r-lg:16px;--ring:0 0 0 3px rgba(45,92,78,.22);--shadow-1:0 1px 2px rgba(49,71,58,.05);--shadow-2:0 2px 8px rgba(49,71,58,.08);--font-display:"Chewy", "Nunito", system-ui, sans-serif;--font-ui:"Nunito", system-ui, -apple-system, "Segoe UI", Roboto, Arial, sans-serif;--control-border:#878C7A;--btn-hover:#7F4F83;--danger:#A8443C;--warn-ink:#7A4F10;--warn-bg:#FBEEDD;--warn-border:#E7C99B;box-sizing:border-box;position:relative;background:transparent;color:var(--text);font-family:var(--font-ui);line-height:1.6;padding:28px clamp(12px,4vw,24px);width:100%;max-width:100vw;overflow-x:hidden;overflow-x:clip}#co2-calc *,#co2-calc *:before,#co2-calc *:after{box-sizing:border-box}#co2-calc input,#co2-calc select,#co2-calc button,#co2-calc textarea{font-family:var(--font-ui)}#co2-calc h1,#co2-calc h2,#co2-calc h3,#co2-calc p{margin:0}#co2-calc .hidden,#co2-calc [hidden]{display:none!important}#co2-calc .sr-only{position:absolute!important;width:1px;height:1px;padding:0;margin:-1px;overflow:hidden;clip:rect(0 0 0 0);white-space:nowrap;border:0}#co2-calc .vc-wrap{width:100%;max-width:1100px;margin:0 auto;padding:0}#co2-calc .calc-shell{position:relative;background:var(--card);border:1px solid var(--card-border);border-radius:var(--r-lg);box-shadow:0 6px 20px #0000000f;padding:24px;overflow:hidden;overflow:clip;isolation:isolate}#co2-calc .calc-shell:before,#co2-calc 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);background-size:contain;background-repeat:no-repeat}#co2-calc .calc-shell:before{top:-52px;left:-70px;transform:rotate(-18deg)}#co2-calc .calc-shell:after{bottom:-58px;right:-72px;transform:scaleX(-1) rotate(-12deg)}#co2-calc .calc-shell>*{position:relative;z-index:1}#co2-calc .mascot-watermark{display:block;width:min(140px,22%);height:auto;opacity:.12;margin:var(--sp-4) 0 0;pointer-events:none;-webkit-user-select:none;user-select:none}#co2-calc .title-block{text-align:center;margin:0 0 18px}#co2-calc .calc-title{font-family:var(--font-display);font-weight:400;letter-spacing:.5px;text-transform:none;color:var(--ho-green);margin:2px 0 6px;font-size:clamp(26px,4.4vw,42px);line-height:1.15}#co2-calc .calc-subtitle{color:#56645d;font-weight:400;font-size:clamp(12px,2.6vw,14px);line-height:1.5;margin:0}#co2-calc .mode-switch{margin:0 0 var(--sp-5);padding:0;border:0;min-width:0;text-align:center}#co2-calc .mode-legend{display:block;width:100%;margin:0 0 var(--sp-2);padding:0;text-align:center;font-size:.9em;font-weight:700;color:var(--ho-green)}#co2-calc .seg{display:inline-flex;padding:4px;gap:4px;background:var(--surface-2);border:1px solid var(--control-border);border-radius:999px}#co2-calc .seg-opt{position:relative;display:inline-flex;margin:0;cursor:pointer}#co2-calc .seg-opt input[type=radio]{position:absolute;top:0;right:0;bottom:0;left:0;width:100%;height:100%;margin:0;opacity:0;cursor:pointer}#co2-calc .seg-label{display:inline-flex;align-items:center;justify-content:center;min-width:120px;min-height:44px;padding:0 var(--sp-4);border-radius:999px;font-weight:800;font-size:.95em;color:var(--ho-green);transition:background-color .12s ease,color .12s ease}#co2-calc .seg-opt input[type=radio]:checked+.seg-label{background:var(--ho-green);color:#fff}#co2-calc .seg-opt:hover input[type=radio]:not(:checked)+.seg-label{background:#fff}#co2-calc input[type=radio]:focus{outline:none}#co2-calc input[type=radio]:focus-visible{outline:2px solid var(--ho-green);outline-offset:2px}#co2-calc .seg-opt input[type=radio]:focus-visible+.seg-label{outline:2px solid var(--ho-green);outline-offset:2px}#co2-calc .mode-help{margin:var(--sp-2) 0 0}#co2-calc .setup-panel{background:var(--ho-cream);border:1px solid var(--sec-border);border-radius:var(--r-lg);padding:var(--sp-4);margin:0 0 var(--sp-5)}#co2-calc .panel-pair{display:grid;grid-template-columns:repeat(2,minmax(0,1fr));gap:var(--sp-4);align-items:stretch}#co2-calc .panel-pair+.panel-pair{margin-top:var(--sp-4)}#co2-calc .adv-stack{display:grid;gap:var(--sp-4);margin-top:var(--sp-4)}#co2-calc .loss-check{margin-top:var(--sp-2)}#co2-calc .sources-panel{background:var(--surface-2);border-radius:var(--r-lg);box-shadow:var(--shadow-2);padding:0}#co2-calc .sources-summary{display:flex;align-items:center;gap:var(--sp-2);min-height:48px;padding:var(--sp-3) var(--sp-4);cursor:pointer;list-style:none;border-radius:var(--r-lg)}#co2-calc 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