footer {
    margin-top: var(--size-xxl);
    column-gap: var(--size-m);
    row-gap: var(--size-m);
    z-index: 200;
}

#footer-rabbit {width: 100%;}
#footer-rabbit--container {width: var(--size-l);}

#footer-rabbit svg {width: 100%;}

footer p {width: calc(50% - var(--size-m));}


footer[data-theme="black"] #footer-rabbit svg {fill: black;}
footer[data-theme="black"] p {color: black;}

footer[data-theme="white"] #footer-rabbit svg {fill: white;}
footer[data-theme="white"] p {color: white;}

@media only screen and (min-width: 768px) {
    footer {
        column-gap: var(--size-xl);
        padding-top: var(--size-m) !important;
        padding-bottom: var(--size-m) !important;
    }

    #footer-rabbit {
        position: absolute;
        top: 18px;
        left: 50%;
        transform: translateX(-50%);
    }

    footer p {
        width: calc(50% - var(--size-xl));
    }
}

@media only screen and (min-width: 1096px) {
    #footer-rabbit {top: 20px;}

    body[data-template="work"] footer {
        position: fixed;
        bottom: 0;
        right: 0;
        left: 0;
        background: white;
    }
}


/* ---------------------------------------------------------------
   La liebre echa a correr al pasar el cursor.

   Sprite de 11 frames incrustado aqui mismo y usado como mascara,
   asi el color lo sigue poniendo el CSS y vale para los dos
   data-theme. En reposo no se toca nada: el logo es el de siempre.

   OJO con las medidas: el <svg> lleva width="63" height="38" como
   atributos y la regla de arriba solo le cambia el ancho, no el
   alto. Con el viewBox 63x38 eso hace que la liebre se pinte
   SIEMPRE a 63x38 px reales y centrada en el contenedor, no
   estirada a lo ancho. El sprite se ajusta a esa caja de 63x38
   para que el frame 0 caiga clavado encima del logo.
   --------------------------------------------------------------- */

#footer-rabbit--container {
    position: relative;

    --frames: 11;
    --logo: 63px;    /* tamano real al que se pinta el logo */

    /* los frames vienen en lienzo 2205x1600 y la liebre del frame 0
       ocupa 2189 de ancho: se escala para que midan los mismos 63px */
    --fw: calc(var(--logo) * 2205 / 2189);

    --sprite: url('data:image/png;base64,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');
}

#footer-rabbit--container::after {
    content: '';

    position: absolute;
    left: calc((100% - var(--logo)) / 2);   /* centrado, como el SVG */
    top: calc(var(--logo) * -94 / 2189);     /* clava el frame 0 sobre el logo */
    width: var(--fw);
    height: calc(var(--fw) * 1600 / 2205);
    opacity: 0;
    pointer-events: none;

    -webkit-mask-image: var(--sprite);
            mask-image: var(--sprite);
    -webkit-mask-repeat: no-repeat;
            mask-repeat: no-repeat;
    -webkit-mask-size: calc(var(--frames) * 100%) 100%;
            mask-size: calc(var(--frames) * 100%) 100%;
}

footer[data-theme="black"] #footer-rabbit--container::after {background: black;}
footer[data-theme="white"] #footer-rabbit--container::after {background: white;}

/* por si el footer se queda sin data-theme: que no desaparezca */
#footer-rabbit--container::after {background: currentColor;}

#footer-rabbit--container:hover svg {opacity: 0;}

#footer-rabbit--container:hover::after {
    opacity: 1;
    animation: rabbit-run .7s steps(var(--frames)) infinite;
}

@keyframes rabbit-run {
    from {-webkit-mask-position: 0 0;
                  mask-position: 0 0;}
    to   {-webkit-mask-position: calc(var(--frames) * var(--fw) * -1) 0;
                  mask-position: calc(var(--frames) * var(--fw) * -1) 0;}
}

@media (hover: none) {
    #footer-rabbit--container:hover svg {opacity: 1;}
    #footer-rabbit--container::after {display: none;}
}

@media (prefers-reduced-motion: reduce) {
    #footer-rabbit--container:hover svg {opacity: 1;}
    #footer-rabbit--container::after {display: none;}
}
