data:image/jpeg;base64,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Al pueblo de México.
A las redes de resistencia y rebeldía.
A la Sexta Nacional e Internacional.
A los medios de comunicación.
A los organismos de Derechos Humanos.
A las organizaciones en defensa del territorio y de la madre tierra.



El 9 de marzo del presente año, el titular del ejecutivo federal anunció una consulta los días 21 y 22 de marzo, para determinar si la trasnacional Constellation Brands instala la que sería la mayor fábrica de cerveza a nivel mundial, en el municipio de Mexicali, Baja California. Esta fábrica utilizaría, para su funcionamiento, hasta 20 millones de metros cúbicos de agua al año; se trata de un proyecto que pone en peligro la disponibilidad de agua en toda la región, pues, se trata de una zona desértica que de por sí cuenta con muy pocas cantidades de agua, mientras que la empresa contará con una cantidad irracional para sus fines comerciales.