Jiri
Critical Thinker
- Joined
- Mar 5, 2007
- Messages
- 387
Well, all this wrestling with pigs and the excursion into dietetic preferences of simians have been interesting, but I think there's still an outstanding issue for Jiri to address.
Jiri, the scientific validity of your analysis has been competently challenged. Have you a response?
You haven't enumerated your objections to the 'torso-system', and so this is about those raised by others, albeit in a rude and incompetent manner.
The four lines 'a','b','c','d' are the lines under attack. What are they? They are lines generated not from the engraved lines, but from the 'Square' in CAD, as major system lines. The system is well visible in the torso2.gif.

We see most of the Square. We see the Golden Ratio circles centered in the left and right corners of the Square. We see a tangential line to the top of the left hand G.R. circle from the right-corner of the Square. From the point where this line intersects the y-axis, we make two tangential lines to the lower part of each G.R. circle. Next, we draw a circle from this point, which passes through the 0,0 point of the x,y axes. This move yields at once four more corners of the star's ten corners, which allows us to complete it. I refer to this star as 'Pyrostar'.
We have simulated the lines 'a' and 'b' originally extrapolated from the engraving.In my opinion, this result is very satisfactory.
All four lines have been challenged, but only one seriously, line 'b'. The reason given, we can just see daylight between it and the engraved line. We can see it because the image is at over two times lifesize. Yes, it is an imperfection, and there are two more just above.
Go to lifesize drafting on the classical board, in the best light conditiions, and using the thinnest pen, still the pen line will smooth out the edge of the engraved line, to where the imperfections would be rendered invisible.
Next, look at the small circle centered in the upper tip of the star. Near its top we see an intersection between the circle, one central axis of the star, and the line 'd', as well as a line, which is perpendicular to the line 'c', and intersects it at the y-axis. We just have to remember that line 'd' holds the angle of 30 degrees with the x-axis, and the rest just follows.
We have recreated, or simulated the original lines 'c' and 'd'. Let's look at 'd' in about six times lifesize:

That's pretty good, don't you think?
And here is line 'c' under serious magnification, as regenerated from the Square

Does this clear up any objections? Obviously, manifestly, there is a strong relationship here between the engraving, and the geometrical system of the Pyrostar, and of course the Square to see.

Can't see the rifle because of one cartridge? 