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Few people who call themselves Marxists have ever even bothered to read “Das Kapital.”



Few people who call themselves Marxists have ever even bothered to read “Das Kapital.” If one did read it, he would see that people who call themselves Marxists have little in common with Marx.


For those who see Marx as their hero, there are a few historical tidbits they might find interesting. Nathaniel Weyl, himself a former communist, dug them up for his 1979 book, “Karl Marx: Racist.”


For example, Marx didn’t think much of Mexicans. When the United States annexed California after the Mexican War, Marx sarcastically asked, “Is it a misfortune that magnificent California was seized from the lazy Mexicans who did not know what to do with it?”


Engels shared Marx’s contempt for Mexicans, explaining: “In America we have witnessed the conquest of Mexico and have rejoiced at it. It is to the interest of its own development that Mexico will be placed under the tutelage of the United States.”


Marx had a racial vision that might be interesting to his modern-day black supporters. In a letter to Engels, in reference to his socialist political competitor Ferdinand Lassalle, Marx wrote:


It is now completely clear to me that he, as is proved by his cranial formation and his hair, descends from the Negroes who had joined Moses’ exodus from Egypt, assuming that his mother or grandmother on the paternal side had not interbred with a n—–. Now this union of Judaism and Germanism with a basic Negro substance must produce a peculiar product.


Marx enthusiastically supported the work of French ethnologist Pierre Tremaux to caricature the African community as backward people. In a letter Marx wrote to his peer Friedrich Engels, he states that Tremaux has scientifically proven that the “common Negro type is the degenerate form of a much higher one.” Engles, in his Notes to Anti-Duhring argues that the concept of acquired characteristics extended from individuals to species and that it would be difficult to teach an Australian black about mathematical axioms.




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