Question 1: Find the last two digits of the sum:
2005^11+2005^12+2005^13+...+2005^2006 ?
Question 2: Find the number of different positive integer triples (x,y,z) satisfying the equations: x^2+y-z=100 and x+y^2-z=124 ?
Question 3: What is the lảgest positive integer n satisfying the following inequality:
n^2006<7^2007

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