>>0136

「Ⅱ. When n is not an odd prime and n≧6 holds.
We will take account of two cases depending on the order as follows.
ⅰ. When the order includes an odd prime
Let p_I be an odd prime and q_I and r be positive integers. Let h, j, x^', y' and z' be positive integers and j=∏_(i=1)^r▒p_i^(q_i) ×2^h holds. We suppose the following equation holds when the order is j. 」
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「ⅰ. When the order includes an odd prime
Let p_I be an odd prime and q_I and r be positive integers. Let h, j, x^', y' and z' be positive integers」
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「Let h, j, x^', y' and z' be positive integers」
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「x^'」

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