03545, 137.03591, 137.03597, 137.0359895, 137.03599883, 137.0359997, 137.0360017, 137.0360017, 137.0360119, 137.036073. Now we have a range of values ...o look at. Let x denote the value obtained from the equation x + 1/x + 2.0023193043622 = e^(pi^2/2). It is 137.036020005 and 1/x = 0.0729735145521. It lies between the seventh and eighth estimate. Clearly this is a candidate, assuming that the Electron g Factor is correct. What can be done to ‘sharpen’ this estimate? It has been stated in several. We sat down on some pillars while waiting and up walked three young and very cute Asians who sat down on my left. After sneaking some glimpses of the three I was fortunate enough that one of them knocked over my beer. Woo hoo! What an icebreaker and a perfect way to weasel my way into their conversation. Just about this time the Thai tour guide showed up to see my friend which left me all alone with these three young beauties. The young lady next to me became very intrigued with what I had to. More

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