.tax-calculator{
  --crema:#E5E5E5;
  --hoja:#FFFFFF;
  --arena:#F1EDE5;
  --arena-borde:#DFD9CD;
  --sel:#F7E4BC;
  --sel-borde:#D9A441;
  --verde:#223843;
  --verde-2:#3C5A6B;
  --verde-txt:#5A6E7B;
  --oro:#C89B3C;
  --sello:#9E3B2C;
  --marca:#223843;
  --wm-op:.07;
  --tinta:#1A2A33;
  --radio:8px;
  --serif:'Source Serif 4',Georgia,serif;
  --sans:'IBM Plex Sans',system-ui,sans-serif;
  --mono:'IBM Plex Mono',ui-monospace,monospace;
}
.tax-calculator,.tax-calculator *{box-sizing:border-box}
.tax-calculator{background:var(--crema);color:var(--tinta);font-family:var(--sans);font-size:15px;line-height:1.5;-webkit-font-smoothing:antialiased;position:relative;overflow:hidden}
.tax-calculator .calculator-shell{max-width:1060px;margin:0 auto;padding:34px 20px 90px;position:relative;z-index:1}

/* ---------- marca de agua ---------- */
.tax-calculator .wm-page,.tax-calculator .wm{
  position:absolute;inset:0;z-index:0;pointer-events:none;opacity:var(--wm-op);
  background-image:url("data:image/png;base64,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");
  background-repeat:repeat;background-size:340px 340px;
}
.tax-calculator .wm{position:absolute;z-index:5;display:none}
.tax-calculator #exportable{position:relative}
.tax-calculator #exportable.exporting .wm{display:block}

/* ---------- encabezado ---------- */
.tax-calculator header.masthead{text-align:center;margin-bottom:24px}
.tax-calculator .masthead .logo{height:52px;width:auto;display:block;margin:0 auto 14px}
.tax-calculator .masthead h1{font-family:var(--serif);font-weight:700;font-size:clamp(27px,4.6vw,40px);line-height:1.12;margin:0 0 6px;color:var(--verde);letter-spacing:-.01em}
.tax-calculator .masthead .sub{font-size:13.5px;color:var(--verde-txt)}

/* ---------- pestañas ---------- */
.tax-calculator nav.tabs{display:flex;gap:8px;justify-content:center;margin-bottom:26px;flex-wrap:wrap}
.tax-calculator nav.tabs button{
  appearance:none;background:var(--arena);border:1px solid var(--arena-borde);border-radius:999px;
  font-family:var(--sans);font-size:13px;font-weight:600;color:var(--verde-txt);
  padding:9px 20px;cursor:pointer;
}
.tax-calculator nav.tabs button:hover{border-color:var(--sel-borde);color:var(--verde)}
.tax-calculator nav.tabs button[aria-selected="true"]{background:var(--verde);border-color:var(--verde);color:#fff}
.tax-calculator nav.tabs button:focus-visible{outline:2px solid var(--sel-borde);outline-offset:2px}
.tax-calculator .panel[hidden]{display:none}

/* ---------- recuadros ---------- */
.tax-calculator .box{background:var(--hoja);border:1px solid var(--arena-borde);border-radius:var(--radio);overflow:hidden;margin-bottom:18px}
.tax-calculator .box-head{background:var(--verde);color:#fff;padding:13px 20px;display:flex;align-items:center;justify-content:space-between;gap:12px}
.tax-calculator .box-head h2{font-family:var(--serif);font-size:18px;font-weight:600;margin:0;letter-spacing:-.005em}
.tax-calculator .box-head .tag{font-size:10.5px;letter-spacing:.13em;text-transform:uppercase;font-weight:600;opacity:.72}
.tax-calculator .box-body{padding:18px 20px 20px}
.tax-calculator .grid{display:grid;grid-template-columns:1fr 1fr;gap:18px;align-items:start}
@media(max-width:880px){.grid{grid-template-columns:1fr}}
.tax-calculator .grid .box{margin-bottom:0}
.tax-calculator .grid-calc{display:grid;grid-template-columns:minmax(0,1fr) minmax(0,1fr);gap:18px;align-items:start}
@media(max-width:940px){.grid-calc{grid-template-columns:1fr}}
.tax-calculator .grid-calc .col{display:flex;flex-direction:column;gap:18px}
.tax-calculator .grid-calc .box{margin-bottom:0}
.tax-calculator .grid-calc .actions{margin:0}
.tax-calculator #alertas:empty{display:none}

/* estado vacío */
.tax-calculator .vacio{
  border:2px dashed var(--arena-borde);border-radius:var(--radio);background:rgba(255,255,255,.55);
  padding:38px 26px;text-align:center;
}
.tax-calculator .vicono{
  width:46px;height:46px;margin:0 auto 14px;border-radius:50%;background:var(--arena);
  color:var(--oro);font-family:var(--serif);font-weight:700;font-size:22px;display:grid;place-items:center;
}
.tax-calculator .vacio h3{font-family:var(--serif);font-size:19px;font-weight:600;color:var(--verde);margin:0 0 8px}
.tax-calculator .vacio p{margin:0;font-size:13.5px;color:var(--verde-txt);line-height:1.6;max-width:38ch;margin-inline:auto}

.tax-calculator .hint{font-size:12.5px;color:var(--verde-txt);margin:0 0 15px;line-height:1.5}
.tax-calculator label.f{display:block;margin-bottom:14px}
.tax-calculator label.f > span{display:block;font-size:12.5px;font-weight:600;color:var(--verde);margin-bottom:5px}
.tax-calculator input[type=text], .tax-calculator input[type=number], .tax-calculator input[type=date]{
  width:100%;padding:10px 12px;border:1px solid var(--arena-borde);border-radius:6px;
  background:var(--arena);color:var(--tinta);font-family:var(--mono);font-size:14px;
}
.tax-calculator input::placeholder{color:#A79B85}
.tax-calculator input:focus{outline:none;border-color:var(--sel-borde);background:var(--sel);box-shadow:0 0 0 3px rgba(217,164,65,.22)}
.tax-calculator .two{display:grid;grid-template-columns:1fr 1fr;gap:12px}

.tax-calculator table.pagos{width:100%;border-collapse:collapse;margin-bottom:12px}
.tax-calculator table.pagos th{font-size:11px;letter-spacing:.08em;text-transform:uppercase;color:var(--verde-txt);text-align:left;font-weight:600;padding:0 0 6px}
.tax-calculator table.pagos td{padding:0 6px 8px 0;vertical-align:top}
.tax-calculator table.pagos td:last-child{padding-right:0;width:36px}
.tax-calculator .xbtn{width:34px;height:38px;border:1px solid var(--arena-borde);background:var(--arena);border-radius:6px;color:var(--verde-txt);cursor:pointer;font-size:16px;line-height:1}
.tax-calculator .xbtn:hover{border-color:var(--sello);color:var(--sello)}
.tax-calculator .linkbtn{background:none;border:0;padding:0;cursor:pointer;font-family:var(--sans);font-size:13.5px;font-weight:600;color:var(--verde-2)}
.tax-calculator .linkbtn:hover{color:var(--oro)}

.tax-calculator .actions{display:flex;gap:10px;align-items:center;flex-wrap:wrap;margin:22px 0 0}
.tax-calculator button.primary{background:var(--verde);color:#fff;border:0;border-radius:999px;padding:12px 30px;font-size:14px;font-weight:600;cursor:pointer;font-family:var(--sans)}
.tax-calculator button.primary:hover{background:var(--verde-2)}
.tax-calculator button.ghost{background:var(--arena);border:1px solid var(--arena-borde);border-radius:999px;padding:11px 20px;font-size:13.5px;font-weight:600;color:var(--verde-txt);cursor:pointer;font-family:var(--sans)}
.tax-calculator button.ghost:hover{border-color:var(--sel-borde);color:var(--verde)}

.tax-calculator button:disabled{opacity:.55;cursor:progress}
.tax-calculator .expmsg{font-size:13px;color:var(--verde-2);font-weight:600}
.tax-calculator .expmsg.err{color:var(--sello)}

/* ---------- avisos ---------- */
.tax-calculator .aviso{border-left:4px solid var(--sel-borde);background:var(--sel);color:#6B4E12;padding:12px 15px;font-size:13px;border-radius:0 6px 6px 0;margin-bottom:10px}
.tax-calculator .aviso.err{border-left-color:var(--sello);background:#F7E5E1;color:#7A2C1E}

/* ---------- resumen ---------- */
.tax-calculator .resumen{background:var(--hoja);border:1px solid var(--arena-borde);border-radius:var(--radio);overflow:hidden}
.tax-calculator .resumen .cabeza{background:var(--verde);color:#fff;padding:14px 20px}
.tax-calculator .resumen .cabeza .c{font-family:var(--serif);font-size:18px;font-weight:600;display:block}
.tax-calculator .resumen .cabeza .t{font-size:11.5px;opacity:.78;display:block;margin-top:3px}
.tax-calculator .rbody{padding:18px 18px 20px}
.tax-calculator .tiles{display:grid;grid-template-columns:repeat(auto-fit,minmax(158px,1fr));gap:10px}
.tax-calculator .tile{background:var(--arena);border:1px solid var(--arena-borde);border-radius:7px;padding:12px 14px}
.tax-calculator .tile .k{font-size:11.5px;font-weight:600;color:var(--verde-txt);letter-spacing:.02em}
.tax-calculator .tile .v{font-family:var(--mono);font-size:19px;font-weight:600;color:var(--verde);margin-top:4px;font-variant-numeric:tabular-nums}
.tax-calculator .tile.neg .v{color:var(--sello)}
.tax-calculator .tile.acc{background:#F0F4F7;border-color:#D8E2E9}
.tax-calculator .tile.total{
  grid-column:1/-1;background:var(--sel);border:2px solid var(--sel-borde);
  display:flex;align-items:center;justify-content:space-between;gap:14px;flex-wrap:wrap;padding:16px 18px;
}
.tax-calculator .tile.total .k{font-size:12.5px;text-transform:uppercase;letter-spacing:.11em;color:#6B4E12;font-weight:700}
.tax-calculator .tile.total .v{font-family:var(--serif);font-size:clamp(28px,4.6vw,36px);font-weight:700;margin:0;color:var(--verde)}
.tax-calculator .rajuste{font-size:12.5px;color:var(--verde-txt);margin:12px 2px 0;line-height:1.5}
.tax-calculator .rajuste b{font-family:var(--mono);color:var(--tinta)}
.tax-calculator table.datos{width:100%;border-collapse:collapse;font-size:13.5px}
.tax-calculator table.datos td{padding:11px 10px;border-bottom:1px solid #EFEADF;color:var(--verde-txt)}
.tax-calculator table.datos td:last-child{text-align:right;font-family:var(--mono);color:var(--tinta);font-variant-numeric:tabular-nums;white-space:nowrap;font-weight:500}
.tax-calculator table.datos tr.hi td{background:var(--sel);font-weight:600;color:#5E4410}
.tax-calculator table.datos tr.hi td:last-child{color:var(--tinta)}
.tax-calculator table.datos tr:last-child td{border-bottom:0}
.tax-calculator #panelResultado{display:flex;flex-direction:column;gap:14px}
.tax-calculator #exportable{display:flex;flex-direction:column;gap:14px}
.tax-calculator details.paso.info{margin-bottom:0}
.tax-calculator details.paso.info .paso-body{padding:0 12px 10px}
.tax-calculator .resumen .cabeza .c{display:flex;align-items:center;gap:9px}
.tax-calculator .cabeza .c svg{width:19px;height:19px;color:var(--oro);flex:none}
.tax-calculator .tile .k{display:flex;align-items:center;gap:6px}
.tax-calculator .tile .k svg{width:14px;height:14px;flex:none;color:var(--oro)}
.tax-calculator .tile.acc .k svg{color:var(--verde-2)}
.tax-calculator .tile.neg .k svg{color:var(--sello)}
.tax-calculator .tile.total .k svg{width:16px;height:16px;color:#8A6A12}
.tax-calculator .actions.mini{gap:8px;margin:0;align-items:center}
.tax-calculator .actions.mini button{padding:8px 15px;font-size:12.5px;display:inline-flex;align-items:center;gap:7px}
.tax-calculator .actions.mini button svg{width:14px;height:14px;flex:none}
.tax-calculator .actions.mini .expmsg{font-size:12px}
.tax-calculator .exporting details.paso summary{cursor:default}
.tax-calculator .exporting details.paso summary::after{display:none}

/* ---------- pasos ---------- */
.tax-calculator h2.sec{font-family:var(--serif);font-size:19px;font-weight:600;color:var(--verde);margin:32px 0 12px}
.tax-calculator h2.sec span{display:block;font-family:var(--sans);font-size:12.5px;font-weight:400;color:var(--verde-txt);margin-top:2px}
.tax-calculator details.paso{background:var(--hoja);border:1px solid var(--arena-borde);border-radius:var(--radio);margin-bottom:10px;overflow:hidden}
.tax-calculator details.paso[open]{border-color:var(--sel-borde)}
.tax-calculator details.paso summary{cursor:pointer;padding:14px 18px;display:flex;align-items:center;gap:12px;list-style:none;background:var(--arena)}
.tax-calculator details.paso[open] summary{background:var(--sel)}
.tax-calculator details.paso summary::-webkit-details-marker{display:none}
.tax-calculator details.paso summary::after{content:'+';margin-left:12px;font-family:var(--mono);color:var(--verde-2);font-size:17px}
.tax-calculator details.paso[open] summary::after{content:'–'}
.tax-calculator details.paso summary:focus-visible{outline:2px solid var(--sel-borde);outline-offset:-3px}
.tax-calculator .num{font-family:var(--mono);font-size:11px;font-weight:600;color:#fff;background:var(--verde);width:24px;height:24px;display:grid;place-items:center;border-radius:5px;flex:none}
.tax-calculator .paso-t{font-weight:600;font-size:14.5px;color:var(--verde)}
.tax-calculator .paso-r{margin-left:auto;font-family:var(--mono);font-size:13.5px;font-variant-numeric:tabular-nums}
.tax-calculator .paso-body{padding:4px 18px 18px}
.tax-calculator .paso-body p{font-size:13.5px;color:var(--verde-txt);margin:14px 0}
.tax-calculator .fund{font-size:12.5px;color:var(--verde-2);border-left:3px solid var(--verde-2);background:#F0F4F7;padding:10px 12px;border-radius:0 6px 6px 0;margin:14px 0;line-height:1.55}
.tax-calculator table.cinta{width:100%;border-collapse:collapse;font-family:var(--mono);font-size:13px;margin:14px 0 4px}
.tax-calculator table.cinta td{padding:7px 0;border-bottom:1px dotted var(--arena-borde);font-variant-numeric:tabular-nums}
.tax-calculator table.cinta td:last-child{text-align:right;white-space:nowrap}
.tax-calculator table.cinta tr.tot td{border-bottom:0;border-top:2px solid var(--verde);font-weight:600;padding-top:10px;color:var(--verde)}
.tax-calculator table.cinta td.lbl{color:var(--verde-txt);font-family:var(--sans);font-size:13px}
.tax-calculator .formula{background:var(--arena);border:1px solid var(--arena-borde);border-radius:6px;padding:13px 15px;font-family:var(--mono);font-size:13px;margin:14px 0;overflow-x:auto;line-height:1.95}
.tax-calculator .formula b{color:var(--sello);font-weight:600}
.tax-calculator .meses{display:flex;flex-wrap:wrap;gap:7px;margin:14px 0}
.tax-calculator .mes{font-family:var(--mono);font-size:11.5px;border:1px solid var(--arena-borde);background:var(--arena);padding:6px 10px;border-radius:6px}
.tax-calculator .mes b{color:var(--sello);font-weight:600}

/* ---------- tarjetas de referencia ---------- */
.tax-calculator .cards{display:grid;grid-template-columns:1fr 1fr;gap:18px;align-items:stretch}
@media(max-width:880px){.cards{grid-template-columns:1fr}}
.tax-calculator .card{background:var(--hoja);border:1px solid var(--arena-borde);border-radius:var(--radio);overflow:hidden;display:flex;flex-direction:column;height:100%}
.tax-calculator .card.vigente{border-color:var(--sel-borde);box-shadow:0 0 0 2px rgba(217,164,65,.28)}
.tax-calculator .card .ch{background:var(--verde);color:#fff;padding:16px 20px;min-height:124px;display:flex;flex-direction:column;justify-content:center}
.tax-calculator .card .ch .eyebrow{font-size:10.5px;letter-spacing:.13em;text-transform:uppercase;font-weight:700;color:var(--oro)}
.tax-calculator .card .ch h3{font-family:var(--serif);font-size:22px;font-weight:600;margin:4px 0 5px}
.tax-calculator .card .ch p{margin:0;font-size:12.5px;opacity:.82;line-height:1.45}
.tax-calculator .card .cb{padding:8px 20px 18px;flex:1;display:flex;flex-direction:column}
.tax-calculator .card .cb .foot{margin-top:auto;padding-top:14px}
@media(max-width:880px){.card .ch{min-height:0}}
.tax-calculator table.ref{width:100%;border-collapse:collapse;font-size:13.5px}
.tax-calculator table.ref th{font-size:10.5px;letter-spacing:.08em;text-transform:uppercase;color:var(--verde-txt);text-align:left;font-weight:700;padding:11px 6px;border-bottom:1px solid var(--arena-borde)}
.tax-calculator table.ref th:last-child, .tax-calculator table.ref td:last-child{text-align:right}
.tax-calculator table.ref td{padding:10px 6px;border-bottom:1px solid #EFEADF;font-variant-numeric:tabular-nums}
.tax-calculator table.ref td.n{font-family:var(--mono)}
.tax-calculator table.ref tr.hi td{background:var(--sel);font-weight:600}
.tax-calculator table.ref tr.hi td:first-child{box-shadow:inset 4px 0 0 var(--sel-borde)}
.tax-calculator .foot{font-size:12px;color:var(--verde-txt);margin:14px 0 0;line-height:1.55}

/* ---------- matriz INPC ---------- */
/* La matriz conserva todo el histórico, pero muestra como máximo 10 ejercicios a la vez.
   A partir del ejercicio 11 aparece scroll vertical; el horizontal sigue disponible para los 12 meses. */
.tax-calculator .scroller{
  --inpc-row-height:34px;
  overflow:auto;
  max-height:calc((var(--inpc-row-height) * 11) + 2px); /* encabezado + 10 ejercicios */
  border:1px solid var(--arena-borde);
  border-radius:var(--radio);
  background:var(--hoja);
  scrollbar-gutter:stable;
}
.tax-calculator table.inpc{border-collapse:collapse;font-family:var(--mono);font-size:12.5px;width:100%;min-width:760px}
.tax-calculator table.inpc th, .tax-calculator table.inpc td{height:var(--inpc-row-height);padding:8px 10px;text-align:right;border-bottom:1px solid #EFEADF;font-variant-numeric:tabular-nums;white-space:nowrap}
.tax-calculator table.inpc thead th{position:sticky;top:0;background:var(--verde);color:#fff;font-size:11px;letter-spacing:.06em;font-weight:500;border-bottom:0}
.tax-calculator table.inpc tbody th{text-align:left;font-family:var(--sans);font-weight:700;color:var(--verde);font-size:13px;background:var(--arena);position:sticky;left:0}
.tax-calculator table.inpc td.na{color:#C2B7A3}
.tax-calculator table.inpc td.use{background:var(--sel);font-weight:600;box-shadow:inset 0 0 0 2px var(--sel-borde)}
.tax-calculator .leyenda{font-size:12.5px;color:var(--verde-txt);margin:14px 0 0;display:flex;gap:18px;flex-wrap:wrap;align-items:center}
.tax-calculator .swatch{display:inline-block;width:13px;height:13px;background:var(--sel);border:1px solid var(--sel-borde);border-radius:3px;vertical-align:-2px;margin-right:6px}
.tax-calculator .prose{max-width:72ch}
.tax-calculator .prose p{font-size:14px;color:var(--verde-txt);line-height:1.65}
.tax-calculator .prose h3{font-family:var(--serif);font-weight:600;font-size:19px;margin:26px 0 6px;color:var(--verde)}
.tax-calculator .prose b{color:var(--tinta)}

@media print{
  .tax-calculator{background:#fff}
  .tax-calculator nav.tabs, .tax-calculator .actions, .tax-calculator .grid{display:none}
  .tax-calculator details.paso{break-inside:avoid}
  .tax-calculator details.paso .paso-body{display:block !important}
}

/* Phase 2: tarjetas históricas generadas desde calculator-data.json */
.tax-calculator #historicalRatesCards{display:contents}
.tax-calculator .calculator-load-error{margin:16px 0;padding:12px 14px;border:1px solid #9E3B2C;border-radius:8px;background:#fff4f1;color:#7b2d22}

/* ======================================================================
   Fase 9 - Responsive final
   Mantiene todo el comportamiento dentro de #tax-calculator para no
   interferir con estilos legacy de la One Page.
   ====================================================================== */
.tax-calculator .grid-calc > *,
.tax-calculator .grid-calc .col,
.tax-calculator .two > *,
.tax-calculator table.pagos td,
.tax-calculator #panelResultado,
.tax-calculator #exportable{
  min-width:0;
}

.tax-calculator input[type=text],
.tax-calculator input[type=number],
.tax-calculator input[type=date]{
  min-width:0;
  max-width:100%;
}

@media (max-width:940px){
  .tax-calculator .grid-calc{grid-template-columns:minmax(0,1fr)}
}

@media (max-width:600px){
  .tax-calculator{font-size:14px;overflow-x:hidden}
  .tax-calculator .calculator-shell{width:100%;max-width:100%;padding:24px 12px 64px}
  .tax-calculator header.masthead{margin-bottom:18px}
  .tax-calculator .masthead .logo{height:42px;margin-bottom:10px}
  .tax-calculator .masthead h1{font-size:clamp(25px,8vw,31px);line-height:1.08}
  .tax-calculator .masthead .sub{font-size:12px;line-height:1.45}

  .tax-calculator nav.tabs{gap:6px;margin-bottom:18px}
  .tax-calculator nav.tabs button{padding:8px 13px;font-size:11.5px;flex:1 1 auto}

  .tax-calculator .grid-calc{display:grid;grid-template-columns:minmax(0,1fr);gap:14px;width:100%}
  .tax-calculator .grid-calc .col{width:100%;max-width:100%;gap:14px}
  .tax-calculator .box{width:100%;max-width:100%}
  .tax-calculator .box-head{padding:12px 14px;align-items:flex-start}
  .tax-calculator .box-head h2{font-size:17px}
  .tax-calculator .box-head .tag{font-size:9px;text-align:right}
  .tax-calculator .box-body{padding:15px 14px 17px}

  .tax-calculator .two{grid-template-columns:minmax(0,1fr);gap:0}

  .tax-calculator table.pagos,
  .tax-calculator table.pagos tbody,
  .tax-calculator table.pagos tr,
  .tax-calculator table.pagos td{
    display:block;
    width:100%;
  }
  .tax-calculator table.pagos thead{display:none}
  .tax-calculator table.pagos tr{
    position:relative;
    padding:10px 46px 4px 0;
    border-top:1px solid #EFEADF;
  }
  .tax-calculator table.pagos tr:first-child{border-top:0;padding-top:0}
  .tax-calculator table.pagos td{padding:0 0 8px}
  .tax-calculator table.pagos td:last-child{
    position:absolute;
    right:0;
    top:10px;
    width:36px;
    padding:0;
  }
  .tax-calculator table.pagos tr:first-child td:last-child{top:0}
  .tax-calculator table.pagos td:first-child::before,
  .tax-calculator table.pagos td:nth-child(2)::before{
    display:block;
    margin-bottom:4px;
    font-size:10px;
    font-weight:600;
    letter-spacing:.08em;
    text-transform:uppercase;
    color:var(--verde-txt);
  }
  .tax-calculator table.pagos td:first-child::before{content:'Fecha del pago'}
  .tax-calculator table.pagos td:nth-child(2)::before{content:'Importe'}

  .tax-calculator .actions{width:100%;gap:8px}
  .tax-calculator .actions > button{flex:1 1 130px}
  .tax-calculator button.primary,.tax-calculator button.ghost{padding-left:16px;padding-right:16px}

  .tax-calculator .vacio{padding:28px 18px}
  .tax-calculator .rbody{padding:14px}
  .tax-calculator .tiles{grid-template-columns:minmax(0,1fr)}
  .tax-calculator .tile.total{display:block;padding:14px}
  .tax-calculator .tile.total .v{margin-top:6px;font-size:28px;overflow-wrap:anywhere}

  .tax-calculator details.paso summary{padding:12px 13px;gap:9px;align-items:flex-start}
  .tax-calculator .paso-r{font-size:12px;text-align:right;overflow-wrap:anywhere;max-width:40%}
  .tax-calculator .paso-body{padding:4px 13px 15px}
  .tax-calculator table.cinta{display:block;overflow-x:auto;max-width:100%}
  .tax-calculator .formula{max-width:100%;white-space:normal;overflow-wrap:anywhere;line-height:1.65}

  .tax-calculator .cards{grid-template-columns:minmax(0,1fr)}
  .tax-calculator .card .ch{padding:15px 16px;min-height:0}
  .tax-calculator .card .cb{padding:8px 14px 15px}

  .tax-calculator .scroller{max-width:100%;-webkit-overflow-scrolling:touch;overscroll-behavior:contain}
  .tax-calculator table.inpc{min-width:760px}

  .tax-calculator .leyenda{gap:10px;font-size:11.5px}
  .tax-calculator .prose p{font-size:13px}
}

@media (max-width:390px){
  .tax-calculator .calculator-shell{padding-left:10px;padding-right:10px}
  .tax-calculator nav.tabs button{font-size:11px;padding:8px 10px}
  .tax-calculator .box-head{gap:8px}
  .tax-calculator .box-head .tag{max-width:95px}
}