@lewm : As I said to you in my post ( one of my latests to chakster. ) you have nothing special on what you bougth not even that " unique unidin ".
This I pasted from other forum:
"""
in 1938 by LÖFGREN and his solutions through his calculations/equations where the object was and is to calculate the overhang and offset angle in any tonearm/cartridge combination. These are the main outputs in those equations that between other things gives both null points in any kind of alignment choosed and distortion levels.
The input variables need it to make the calculations are:
1- most outer groove record distance 2- most inner groove record distance and 3- tonearm effective length.
Does not exist null points for Löfgren B ( example. ) as a one and only solution: NO.
Null points depends directly not the kind of alignment but which outer/inner most groove distances we choosed as inputs in the equations/calculations. If we change these inputs null points will change it does not matters which kind of alignment we are using.
For years those two inputs were specified by the IEC and latter exist other standard DIN and exist JIS too ( any one of us can have our self standard too. ).
The IEC values are: 146.05/60.325 mm where the DIN: 146.3/57.5 mm
Through the calculations we achieve too the distortion levels that depends on where " are " the calculated null points. The calculations tell us the distortion levels in between the null points and outer both null points.
Overall the UNIDIN is higher in distortion level than Löfgren B in MF. example/picture.
Now, UNIDIN is it something special?: NO.
As I said everyone can have its " own solution " changing the inputs. If we use DIN against IEC standard the overall distortion level will be higher as is the uni-din.
So Löfgren or Baerwald has not an exclusive null points it only depends on the input choosed in the calculations ( there are several calculators over the net. ).
If we change the most inner groove distance input using IEC, this is that instead of 60.325 mm we take as input 54 mm then we have those null points in the picture as uni-din....""
and you are correct when posted: "
I could do my own geometry, " and you can do it in less than 5 minutes ! ! !
R.