um, thanks for the input. you bring up another question I have had for a while:
What is the point of finishing on the same spot as you started?
The fifth form I was taught by this instructor does fit the linear road pattern and is supposed to finish you where you started.
One of my thoughts on the form I illustrated is that changes in foot work could 'collapse' the branching arm back into the square and finish on the starting corner. If a box form is somewhat traditional then maybe someone changed the last road to give this set the obvious shape of (heh, this just hit me) 'ursa major'
I can think of no 'combative' reason for a form to move so that it finishes on the starting point. What am I missing?
I do see, or at least I think I see, that if the form was built with specific footwork in it, and you weren't doing the footwork correctly then you would be off the mark at the end. Thereby indicating that you either didn't know the correct footwork or at least weren't hitting it right.
I am at a dead end with the person I learned these sets from. Not his fault, I blame the person who taught him for the lack of background. However, my old teacher's reactions to my questions are why I have moved on.
mantis108, I was just taught this as 'tong long' sometimes as 'tong long#1' as the 5th form was titled 'tong long#2'
I was initially told that we were studying 7 star. Then after I discovered that that definitely wasn't true, the story got changed to 'secret door'.
If anyone has a big enough email account I'd be happy to email some of the clips I do have of these sets. The are .wmv and around 1.5 mb. I don't have this one but I do have a couple of the others.
"George never did wake up. And, even all that talking didn't make death any easier...at least not for us. Maybe, in the end, all you can really hope for is that your last thought is a nice one...even if it's just about the taste of a nice cold beer."
"If you find the right balance between desperation and fear you can make people believe anything"
"Is enlightenment even possible? Or, did I drive by it like a missed exit?"
It's simpler than you think.
I could be completely wrong"