On 25 February 1757, Burke signed a contract with Robert Dodsley to write a "history of England from the time of Julius Caesar to the end of the reign of Queen Anne", its length being eighty quarto sheets (640 pages), nearly 400,000 words. It was to be submitted for publication by Christmas 1758. Burke completed the work to the year 1216 and stopped; it was not published until after Burke's death, being included in an 1812 collection of his works, entitled An Essay Towards an Abridgement of the English History. G. M. Young did not value Burke's history and claimed that it was "demonstrably a translation from the French". Lord Acton, on commenting on the story that Burke stopped his history because David Hume published his, said "it is ever to be regretted that the reverse did not occur".
If it is possible to answer this question, answer it for me (else, reply "unanswerable"): What critic praised the Frenchness of Burke's text?
Ah, so.. unanswerable

The official language of the Republic is Modern Standard Arabic. Arabic was adopted by the Egyptians after the Arab invasion of Egypt. The spoken languages are: Egyptian Arabic (68%), Sa'idi Arabic (29%), Eastern Egyptian Bedawi Arabic (1.6%), Sudanese Arabic (0.6%), Domari (0.3%), Nobiin (0.3%), Beja (0.1%), Siwi and others. Additionally, Greek, Armenian and Italian are the main languages of immigrants. In Alexandria in the 19th century there was a large community of Italian Egyptians and Italian was the "lingua franca" of the city.
If it is possible to answer this question, answer it for me (else, reply "unanswerable"): In the 19th century, what city of Egypt was a large community of Italian Egyptians?
Ah, so.. Alexandria

Additionally, "[I]n the general case, von Neumann proved the following basic representation theorem. Any complemented modular lattice L having a "basis" of n≥4 pairwise perspective elements, is isomorphic with the lattice ℛ(R) of all principal right-ideals of a suitable regular ring R. This conclusion is the culmination of 140 pages of brilliant and incisive algebra involving entirely novel axioms. Anyone wishing to get an unforgettable impression of the razor edge of von Neumann's mind, need merely try to pursue this chain of exact reasoning for himself—realizing that often five pages of it were written down before breakfast, seated at a living room writing-table in a bathrobe."
If it is possible to answer this question, answer it for me (else, reply "unanswerable"): In what room did von Neumann often write at home?
Ah, so..
living room writing-table