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Let N=2017×2027.N = 2017 \times 2027.N=2017×2027. Find the remainder when 20172026+20272016−12017^{2026} + 2027^{2016} - 120172026+20272016−1 is divided by N.N.N.
Note: 201720172017 and 202720272027 are both prime numbers.
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