Comment on McLaren's latest

I decided to calculate the first 24 terms of McLarenUs
absolute interated base-10 Log of 2 series and was surprised
when I multiplied the values by 1200 that so many near
approximations to the cent valus of JI intervals appeared.
How ironic!

QJohn

Iterated Logs RCentsS

.3010299914836512 361.2359897803815 16/13
.5213902264448474 625.6682717338169
.2828371100931915 339.4045321118297 17/14
.5484636012214862 658.1563214657834
.2608521854571927 313.0226225486312 6/5
.5836055122402353 700.3266146882823 3/2
.2338806115358638 280.6567338430366 20/17
.6310057705055842 757.206924606701
.1999666663668159 239.9599996401791 8/7
.6990423837260028 838.8508604712034 13/8
.1554964895337534 186.5957874405041 10/9
.8082793998714722 969.9352798457667 7/4
9.243848837769722D-02 110.9261860532367 16/15
1.03414715067742 1240.976580812903
1.458233950348209D-02 17.4988074041785
1.836172769316191 2203.40732317943
.2639135387943072 316.6962465531687 6/5
.5785383218185376 694.2459861822451 3/2
.2376678652128183 285.201438255382 13/11
.6240295260730155 748.8354312876187
.2047948582633569 245.7538299160283 15/13
.6886809417258432 826.4171300710118
.1619819330864984 194.3783197037981 9/8,10/9
.7905334115065893 948.6400938079072

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