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Jessie is part of a reading club that reads books from the following genres: science fiction, historical fiction, self-help, and mystery. In the first year, $20\%$ of the books that Jessie read were science fiction, $25\%$ were historical fiction, $15\%$ were self-help, and the rest were mystery.

In the second year, Jessie wants to halve the proportion of mystery she read, while keeping the ratios of the other $3$ genres to each other the same.

What percent of the time will she read a self-help novel?











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