Two secants intersect outside a circle such that the distances from the point of intersection to the circle are 3 and 4, respectively. The secant with a distance of 3 passes through the center of the circle. The secant with a distance of 4 intersects a chord inside the circle and divide the chord into two segments with lengths of 6 and 2. The chord resulting from the secant is bisected by the other chord. What is the diameter of the circle? (Round to the nearest tenth)

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