Find all integer solutions for k1 and k2, where 3/4 = k1/k2, and both values must be divisible by 64?

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I can think of k1 = 768 and k2 = 1024 as one of the solutions, but how does one generalize the problem to find all other integer values for k1 and k2 while maintaining the ratio of 3/4 and where each value must be divisible by 64?