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Next, find the remainder of 4948 when divided by 7. We can simplify by finding each term modulo 7:
A neuromorphic computing developer is working on a modular arithmetic layer and needs a two-digit positive integer that is one more than a multiple of 11 to synchronize memory blocks. What is the largest two-digit integer with this property?
Solution: Since the divisor is quadratic, the remainder will be of the form $ ax + b $. We write:

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