Richard wrote in replie to Newton's reply : >Your answer is of course the correct one. And it yeilds nearly exactly the< >same results as the 12th root of 2 in Duncans tables re< Newton's root 1.0005777895 for 1200 w 2on my table produces following results: 1200w2 12w2 110 110 116.4736431 116.5409404 123.3995262 123.4708253 130.7372438 130.8127827 138.5112848 138.5913155 146.7475943 146.832384 155.4736602 155.5634919 164.718605 164.8137785 174.5132829 174.6141157 184.8903825 184.9972114 195.8845367 195.997718 207.5324372 207.6523488 219.872958 220 < between 0.13 and 0.12 Hz difference. Too much. My root for 1200 w2 :1.0005782715387 produces: A 110 110 > A# 116.4791983 116.5409404 < between 0.07 and 0.06 hz difference.Still too much. > B 123.4113571 123.4708253 > C 130.7560774 130.8127827 > C# 138.5379123 138.5913155 > D 146.7828764 146.832384 > D# 155.5185324 155.5634919 > E 164.7740834 164.8137785 > F 174.5804706 174.6141157 > F# 184.9704764 184.9972114 > G 195.9788344 195.997718 > G# 207.6423453 207.6523488 > A 220 220 My goal is to have the numbers the same till 5 numbers behind the comma. other suggestions and comments anyone ? Duncan
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