Nice, absolutely amazing, I am lost for words when confronted by such beauties, not mentioning the heritage behind. If both of these cues are able to talk, I bet they will share with you one hell of a interesting journey.
how cool would that be. Imagine if every cue could talk, and they would tell you their whole life story.......oh well...back to earth now. Could be a good book.
Wasnt there a movie called the tatto man or something...where every tatoo was a story?
Hey Steve, was just wondering, with the vast amount of high end cues you are currently having in your arsenal. Imagine you do a group shot of just 3 cues, I was wondering how many combinations can you really get from your collection? Any mathematics expert out there that can do the maths.
I don't know how many cues Steve has. Suppose it is 100. The number of groups of 3 that can be chosen from 100, with the order mattering, is 100 x 99 x 98 = 970,200. These are called permutations. So if Steve were to take pictures of 3 cues, with cue A on the left, cue B in the center, and cue C on the right, for example, Steve would have almost a million different pictures!
However, if picture A-B-C was considered the same as B-A-C, i.e. we don't care about the order of the cues in the picture -- we just want to know how many groups of 3 can be chosen -- then we have to divide the answer above (the number of permutations) by 6, because cues A, B, and C can be ordered in the picture in 6 different ways (A-B-C, A-C-B, B-A-C, B-C-A, C-A-B, C-B-A). The answer is 161,700. These are called combinations. That would still keep Steve busy for a long time!
Steve, I don't know if there's a person on the planet that has such a comprehensive cue collection as you do. Props, man. You've got some beautiful cues!
Here are my two favorite Balabushklas. They do look good together. A traditionalist dream....LOL
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