Question: A skeptic decides to conduct an experiment in ESP in which a blindfolded subject calls out the color of a card dealt from a regular deck of cards (half the cards are red; the other half, black). One hundred cards are dealt from a well-shuffled pack, with each card being replaced after a deal. Using a 5 percent level of significance, what is the lowest number of cards that the subject needs to call out correctly in order to show that he is doing better than he would if he were simply guessing?
A: 51
B: 59
C: 75
D: 95
Please eliminate two incorrect options first, then think it step by step and choose the most proper one option. Include at least 27 hashtags, starting with '#'
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