Paging MagnumXL

MagnumXL,

You have PM’s and email turned off, so excuse this thread as a means of contact.

I have a small query I’m hoping that you can answer. If you could turn your PM’s on long enough to PM me an alternate contact point I’d be most grateful.

Thanks.

(Its nothing to do with what you are thinking)

memento,
you programmer, you!

“Later,
memento = ( Idiot* ) malloc(sizeof(Idiot))”

I like C :)

I hate C. add a ++ and I’m happy.

Second that.

Just ask me on this thread. MXL

Ok but I will have to leave out the backstory and most of the question.

Your V-stretch description from way back. When you state stretching a cord between two fixed points and placing the force contrally is this based on vectored force? If not what is the basis.

Thanks.

Yes it is vector math at work! An object supported by a single thread can be supported by a force equal to its own weight. But when supported from the center of a single thread (like hanging the mass on a clothes line) the forces needed to support the load increase greatly. As the angle approaches 180 degrees, the force approaches infinity. For example. If you put your car in park and put on the brake and tie a strong rope very tight to the bumper and to a distant tree, you can stand in the middle of the rope and your weight will pull the car toward the tree a bit. Or, a rope that will support your weight (when you tie it to a tree limb and grab the other end) may break if you tie it tight between two trees and you try to hang by it from the middle. It is vector math. That is how I came up with the V-Stretch. And, consistent with this math, the distribution of the force varies with the point at which you push down on your penis. You can get more force on ligs and less on tunic, or more on less on ligs and more on tunic. So I systematically apply the force at many distances from the base of the penis and from top, bottom and sides. MXL

OK but thats based ok two fixed points, so two siamese twins joined in the obvious place may have that to play with.

The majority of us have at most what could be considered a single fixed point (the base) though of course even this will shift with appropriate force. The second point is the first grip and liable to move under stress. So we have one fixed point, a second held point and a third fulcrum point. Adding stress will work but only as much as the arms can support.

To me that means the force will be improved by the v-stretch (and variants like inverted-v,a,fulcrum hanging) but the limits are not stated in a simple vector analysis, in fact the vector analysis of force on arms might be more elightening as to the maximal force.

Hopefully you understand better what I’m trying to get at than I do :)

So, you want two fixed points? Why not use a Bib-hanger and attach it to some unmovable object, like the wall? Wouldn’t that help?

Priapos

I’ve often thought about strapping on my bib and affixing it to a post in my basement, sitting down, so my shaft is horizontal, and hanging weights on a belt over my shaft, but have never had the time nor privacy to do so… :(

Do you think this could be a better way and get more force applied for a given weight? If so, it would make hanger attachment and stability much easier, I would think, based on the concept that it takes less gripping force for the hanger to hold 10 pounds as it does 20…

>So, you want two fixed points? Why not use a Bib-hanger and attach it to some unmovable object, like the wall? Wouldn’t that help?<
Maybe if you attach your body to the opposite wall.

RB,

Sounds like an interesting experiment.

I think thats the basis of fulcrum hanging. The application of force being the resultant of the weight pulling down and the fulcrum point pushing up and effects of the base, which would be the vectored equivalent of the weights and any downward force from the base.

Here’s a simple explanation of vectored force.

The one thing you can guarantee is that the constituent forces balance out (unless you have acceleration :) ) - newtons 3rd law .

Or I could just be talking bollocks.

Speaking of which relativity and Guiri, if his luggage goes all the way around the world 1 1/2 times before it ends up in NZ and Guiri only goes around 1/2 time it should be slightly old than when he last saw it. :D

Priapos

>Well, if you need extra force, why not sit close enough to the wall so that you can press your legs against it, or?<

Mental images are wonderful things sometimes.

>> Speaking of which relativity and Guiri, if his luggage goes all the way around the world 1 1/2 times before it ends up in NZ and Guiri only goes around 1/2 time it should be slightly old than when he last saw it.

Isn’t this true no matter what distance the luggage or Guiri has traveled?

:D