Abstract. In this paper, we consider curves of degree 10 of torus type (2,5), C: f5(x, y) 2 + f2(x, y) 5 = 0. Assume that f2(0, 0) = f5(0, 0) = 0. Then O = (0,0) is a singular point of C which is called an inner singularity. In this paper, we give a topological classification of singularities of (C, O). 1
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