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The "Least Common Multiple" (or LCM) of two (or more) numbers is the smallest number that contains each as a divisor. Examples: * The LCM of 15 and 21 is 105. * The LCM of 105 and 70 is 210. * The LCM of 154 and 455 is 70070. Given two numbers /x/ and /y/ we have: * EQN:xy=hcf(x,y)~lcm(x,y) where HCF is the Highest Common Factor.