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If {x=20082008200820082008...20082008⏟2008 repeated 2018 timesy=20072007200720072007...20072007⏟2007 repeated 2018 times\begin{cases} x= \underbrace{20082008200820082008...20082008}_{\text{2008 repeated 2018 times}} \\ y=\underbrace{20072007200720072007...20072007}_{\text{2007 repeated 2018 times}} \end{cases} ⎩⎪⎪⎨⎪⎪⎧x=2008 repeated 2018 times20082008200820082008...20082008y=2007 repeated 2018 times20072007200720072007...20072007 then find the value of 2007x−2008y2007x-2008y2007x−2008y.
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