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y nunca una pareja bailó descalza en la alfombra beige. De alguna forma, el
cuarto no resultaba cómodo para esas tareas.
Lo segundo fueron los muebles. Las estanterías se colocan al alcance
de la mano, las macetas en lugares donde llega el sol y los relojes se ubican
encima de las puertas. Pero estas reglas no se aplicaban al cuarto de la esquina.
Todas las mesas, las de día y las de noche. Todos los electrodomésticos, los
nuevos silenciosos y los viejos murmurantes. Instrumentos musicales varios
u elementos deportivos. Nada parecía encajar en él.
Como si fuera el síntoma de una enfermedad, las cosas siempre
parecían fuera de lugar. Era algo que iba más allá de la forma en que se lo
ordenara. Los muebles eran muy pequeños o muy grandes. El color de esa
pintura no combinaba o la luz que entraba por las ventanas era insuciente
para esas fotos. Incluso se descartó la posibilidad de usarlo como depósito,
pues, incluso el desorden se veía extraño.
Por esto el cuarto captó mi atención. Los muebles cambiaban con
las estaciones. Siempre aparecía alguien que sostenía haber encontrado la
solución al enigma, pero estas solo desembocaban en nuevas frustraciones.
De esta manera, durante años el cuarto se vio sujeto a modicaciones que
intentaban convertirlo en algo que no podría ser.
Eventualmente fue vaciado. Se habían agotado las ideas. Se había
consultado a expertos y a inexpertos. A jóvenes y adultos. El cuarto no tenía
caso y lo mejor que se podía hacer era dejar las paredes desnudas e ignorar
el problema.
Fue en ese momento que noté que el cuarto se hacía más pequeño.
Al principio, como era de esperar, nadie se percató. Pero yo estaba
embelesado con él y fui el primero en notarlo. Ocurría siempre luego de una
noche particularmente silenciosa. Centímetros. Nunca de forma abrupta.
Pero pasó el tiempo y los centímetros se hicieron metros. El techo pasó de
elevarse por encima de mi cabeza a estar al alcance de mi mano estirada.
Luego tuve que agacharme para poder permanecer en él. Posteriormente,
tuve que pasar a rastras por la puerta. Finalmente, solo podía ver a través de
ella y no pude ingresar más a la habitación.
Decidí que lo mejor que podía hacer era acompañarlo en ese proceso.
Comencé a viajar mucho más seguido a la casa y busqué excusas para
quedarme a dormir. Habitaciones sobraban. Pasaba mis días leyendo en una
silla y notaba como el cuarto me lo agradecía. Sentía que de verdad había algo
especial en sus blancas paredes y en la forma en la que la luz se arrojaba en
la alfombra.
Las tardes de lluvia pude ver como lloraban las ventanas.
Galo Ingignoli
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