Message #3765
From: Theodor Pramer <teodicen@gmail.com>
Subject: Introduction 331st solver :)
Date: Wed, 19 Jul 2017 01:50:37 +0200
Greetings!
My name is Theodor Anastasius Pramer coming from Sweden. I was 33 
earlier this year so an amusing number on the list :)
*Background:*
I discovered the idea of four dimensional geometry independently at the 
age of 10 in 5^th grade. This achievement earned me a place in the wrong 
type of special needs class. There they knew not what to do with me as I 
had nothing to do there and I was shuffled back and forth for two years. 
As I began making models and schematics and spending increasing time on 
them my teachers decided to show me I was wrong decisively. All was 
taken and burned. All but one I managed to keep safe and attached a 
photo of. Although of no monetary value it is one of my most priced 
possessions.
After some time I did not think about it. Not until I took an 
introductory course in pure mathematics from Oxford being introduced to 
hyper-geometry and higher dimensions with their theoretical framework. 
Some time after I was introduced to cubing and have solved my way up to 
7x7x7.
*The solve:*
I came across MC4D through Mathologer’s youtube introduction. I used a 
combination of intuition, his method and Roice Nelson’s guide. From 
first to last move it took a little over 10 hours. The faces were 
relatively easy. The edges I feel I was a bit unlucky with but also I 
solved them in wrong order. Too excited with each next step to think 
ahead! I ended up with the four last pieces dislocated with the needed 
switch always in the hidden plane so I needed to put them in 
placeholders. The corners I felt I got something wrong on as I spent the 
most time figuring out the basics on fixing orientation, had no problem 
getting them where they were supposed to be. Eventually I found a method 
with an ongoing reorientation of the 8 large cubes that worked. The 
solve took 36669 twists but I learnt as I went and I feel there is great 
possibility for easy improvements on my mixed method. Looking to tackle 
the 4^4 soon :) I assume it has been discussed and something to draw on 
from this list history :)
*Life & interests:*
My bachelor was in psychology although I have two additional half 
complete as I started a simultaneous trio. I am currently doing two 
masters in psychology and medicinal chemistry. Academically I am 
focusing on pain relief through a new receptor connected to the opioid 
and cannabis pathways developing new drug lead candidates that I intend 
to do my PhD on taking them further and hopefully *fingers crossed* 
leading to a patent down the road.
Professionally I am the founder of a startup developing a new 
construction method for skyscrapers with the promise of cutting 
construction time by up to 80%. We filed our first patent in January 
with more on the way :) We are just pre-revenue with industrial interest 
ready to build our first hardware and half the financing complete from 
the government. But it is contingent on the other half coming from 
private sources so looking for VC/angels/heavy machinery leasing to get 
us flying and establish my own billion empire :) If any leads feel free 
to put us in contact.
I practice Kendo, Iaido, sport climbing, golf, hiking, enjoy cubing and 
am an avid reader. I like books on grand ideas stretching the 
imagination. I have an interest in computer hardware and have the oddity 
of collecting historical CPU’s of interest with just a few missing. My 
big project in the days is my own little Amazon AWS EC2 GPU setup to run 
my chemistry simulations on. Presently at roughly 300 x performance 
compared to running it locally :) I’ll be running my first academic 
presentation on it soon.
A few days ago I made my three year goal plan, amongst it was solving 
the hypercube. It is the first item I have the pleasure to cross of my 
list! Many thanks to the Mathologer and Roice Nelson for their 
introductional guides that aided me greatly!
I’ve made a short video I posted on Facebook on the final piece solve, 
not from my first solve but a friend saw it and asked me to. Got a 
better solution now though. It is public but if you feel like minded 
feel free to friend me on FB!
So in a slightly few more words than was intended, that is my 
introduction :)
Best regards from Sweden,
Theodor Pramer