Wednesday, 19 March 2025

 ....and what else, dazzlenation?...well, if you posited who were the 'across' ones vs the up-and-down ones...well, you know who the 'up-and-down' ones are - the sephardim.....see previous notes upon 'all of that'.....and if any 'lay-person' was to wonder why I include 'algorithmic' jobs after certain images....well, it is simply because they had been so easy to 'break'....in relation to being a mathematician....and i had wanted to make that clear to certain people, let us say...lol....nota bene that taschmann/baal shem tov number and his satellite-marr satmar joos etc etc....remember how hughes had been given a script with which to encrypt the maths that i had given her?...that script was then translated into etc etc......go figure:


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