yes, but it's nice as it isImagine, how it would look with our colors
Thanks.
Simple right grasped the basic idea. :wink:
I also believe the Brunswick 360 design one of the most outstanding of cue building design. And there are makers who make it now in this style perfectly. Such as Jerry-R for example.:bow-down:
On the other hand, also is a lot of famous works in the style of a combination of point and butterflies, but only on a half-splice cues. Here I tried to make this idea, but for a full splice cue. Where the main function is performed by butterflies, and V-points only complement them. In contrast to Brunswick 360 style, where the main roles on the points (full splice crown), and additional by butterflies.
This is the first attempt, in my opinion quite successful and has the right to life. But you decide.:smile: Thank you.
FANTASTIC WORK.
I keep saying it but I *need* to get one of your cues when I'm not so tied up in other stuff.
Thanks for the kind words.
Thanks. Always glad to help. Welcome.:wave3:
How even are your points? They look pretty even from pics but hard to tell in pictures.
This is the usual points in the V-figurative (90*) grooves. Only much longer than usual. So they got so thin and sharp. Now the main thing is not to lose the symmetry, which turned out now. Hope I can handle it. Thanks.
Usually his points have the same length even on 6 pointer full splices.
This is not entirely true . Talking about the length of the points, I had in mind that if we make half splice cue with a such long points, their length would be about 17-18". Whereas the usual length of points on the half splice cue is about 10". I tried to make the sketch.
Now I was limited by the holes depth for core, but have idea how to make a next full slice cue with slightly different proportions of butterflies and points.
What we were talking about was the end of the points matching up.
Like if you made a simple 4 point sneaky pete, are your points usually "even"? Do the tips of the points stop in the same spot?
Do the tips of the points stop in the same spot?