You still have not read any of the research on the 6.5 mm object, have you? Yes, we know the size of the object. Modern technology enables us to very precisely determine the size of objects on x-rays.[/size]
Let’s just deal with this point here. Let’s forget about the JFK assassination case for the moment, and narrowly focus on you claim that “Modern technology enables us to very precisely determine the size of objects on x-rays”.
Now, my understanding of X-Ray machines, is that you have:
1. An X-Ray source. This is essentially a point source of X-Rays. The X-Rays “beams” are not all parallel but radiate from this one point.
2. Next, you have an object you wish to X-Ray, like a head.
3. Finally, you have a X-Ray photographic plate.
The object to be X-Rayed is always in the middle. The X-Ray photographic place is always placed at right angles so it would be totally ‘lite up’ by the X-Ray source, if no object was in the way.
The photographic plate is like a negative. It shows black in the regions that were not blocked and received the X-Rays. And white in regions that were blocked by the object in the middle and received no or few X-Rays.
Now, let’s say we tape a penny to the front of the head and a penny to the back. We place them so they don’t both line-up with the X-Ray source. We place the head facing the X-Ray source.
An X-Ray of the head will produce two images of the pennies. The ‘front’ penny will cast a larger ‘shadow’, because it is closer to the X-Ray source, and further from the plate.
Question 1:
Do you agree that the ‘frontal’ penny should produce a larger shadow? Note: I think it will help if you draw on a piece of paper the diverting rays from the X-Ray source.
So, without knowing that the objects are pennies, without knowing their locations within the head in 3-D space, how can one tell the size of either object? How can one tell that these are objects of the same size at different distances, or two objects of different sizes at the same distance?
According to my calculation, if the X-Ray source was 2 meters from the X-Ray plate, and the center of the head only 20 cm from the place, three 6.5 mm objects, one at the very front of the head, one in the center, and one at the very back, will appear on the plate to be 7.8, 7.2 and 6.8 mm wide. The shadow cast on the image is larger the further it is from the plate. The shadow is always going to be wider than the true size.
How can one tell if any of these 3 images were made from an object that was 6.5 mm across? You can’t estimate this without knowing the location of the object within the head.
This is important point, because if one believes that the object in question precisely 6.5 mm across, then it might seem this is too much of a coincidence. But if one realizes that one cannot accurately estimate it’s size, it might be, 7.0 mm, or 6.5 mm or 6.1 mm across, depending on its location within the head, then this argument dissolves away.