The centers of two non-metallic fixed spheres with a radius R=10 cm, over the surface of which the same negative charge q1=5•10-7 C is uniformly distributed, are located at a distance l=35 cm from each other. Small holes are made in the spheres along the center line. A positively charged particle with a charge q2=7•10-7 C moves along this line, having a speed close to zero at the midpoint between the spheres. What is the maximum distance it will move from this point?
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