"If you are armed with knowledge, if you are aware that certain dynamics are at play then you have options. You can play defense, you can ignore certain person and take the consequences perhaps with a game plan in mind and it goes on, you've increased your options."

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There are two generic and invariable features that characterize utopias. One is the content: the authors of utopias paint what they consider to be ideal societies; translating this into the language of mathematics, we might say that utopias bear a + sign. The other feature, organically growing out of the content, is to be found in the form: a utopia is always static; it is always descriptive and has no, of almost no, plot dynamics.

— Yevgeny Zamyatin