UFT88 has been read at Cambridge a few times in the past two years, and also at more than two hundred of the world’s best universities. Cambridge is ranked third in the world by QS, fourth in the world by Times and Shanghai and fourteenth by webometrics. It was founded in 1209 and has over nineteen thousand students, having been associated with ninety Nobel Laureates. My ancestral cousin Sir Francis Bacon entered Cambridge at the age of twelve. After being cemented in dogma for a few hundred years my ancestral cousin Henry VIII reformed it in the sixteenth century using his personal authority, and over several hundred years it gradually became fairer when it comes to admissions. It is still very conservative, but evidently it is capable of recognizing an important paper when it sees one, a paper which neatly reduces its own dogmatists to sawdust. UFT88 is the classic refutation of Einsteinian dogma by incorporating torsion. It should be read with UFT99 and the definitive proofs which show that torsion cannot ever be left out of consideration. It was further developed in UFT109 and in UFT313 into the JCE identity, and most recently into UFT354, which applies torsion to metric compatibility. The result of UFT354 shows that the geometry used by Einstein in his field equation of 1915 is far too simple, and indeed meaningless. The hugely popular ECE2 has succeeded in doing everything that Einstein did, but in the correct way, and succeeds where Einstein fails in problems such as the velocity curve of a whirlpool galaxy. It is still dangerous to criticise Einstein too openly, so there is a huge and permanent invisible college studying ECE and ECE2 at all the best places in the world, all the time, all year round, even in deepest August of the long vacation, and even over the Christmas turkey. The politburo of standard physics is helpless in the face of this and cannot stop the march of ideas. In the new age of reason (the knowledge revolution), everyone has facts and libraries at their fingertips, so the closed shop of a place like Cambridge is becoming redundant. Members of the general public can see the revolution happening, even though they cannot understand the technicalities. In the same way one appreciates music without knowing how to play an instrument or any musical theory.