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Operands of an arithmetic expression are written in numeral systems with bases 6, 8, and 9: (5x3y6)+(7x4z8)+(8y5z9) In the number notation, variables x, y, z denote unknown digits valid in the respective numeral systems. Determine the values of x, y, z for which the value of this arithmetic expression is minimal and divisible by 101. For the found values, compute the quotient of the arithmetic expression divided by 101 and specify it in decimal notation.

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