El precio del Oro se encuentra en 1793 (último vistazo), recuperándose del bajón de 2 meses, en parte por las compras realizadas por China, lo que levanta la obvia pregunta: si no era China quien estaba vendiendo el metal, entonces a que se debió la bajada no existiendo grandes vendedores del metal, aún suponiendo un mercado en extremo apalancado?. Lo cierto es que entre temores sobre la zona Euro, compra de Asia y especulación el precio ha surgido sistemáticamente. Es sostenible? dificil saberlo, con todas las manipulaciones de mercado en plena operación, lo más probable es que al llegar a un límite crítico, tipo año de fundación de la FED, Crisis de Misiles de Cuba, o Estallido de burbujas Punto Com, el equipo de protección de activos del gobierno de USA en conjunto con COMEX y el LBMA enviarán de nuevo el precio por el piso, caso contrario, estaremos en presencia de la expectativa de rondas de impresión en todo el espectro de divisas, por lo tanto el bárbaro metal llegará rápidamente al año de inicio de la guerra entre Morlocks y Eloi´s. En este escenario existe una sola recomendación, cuando se produzca BTFD ¡¡¡¡
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)
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