Margins
Pierrot Mon Ami book cover
Pierrot Mon Ami
1942
First Published
3.87
Average Rating
192
Number of Pages

Pierrot Mon Ami, is considered by many to be one of Raymond Queneau's finest achievements, it's a quirky coming-of-age novel concerning a young man's initiation into a world filled with deceit, fraud, and manipulation. From his short-lived job at a Paris amusement park where he helps to raise women's skirts to the delight of an unruly audience, to his frustrated and unsuccessful love of Yvonne, to his failed assignment to care for the tomb of the shadowy Prince Luigi of Poldevia, Pierrot stumbles about, nearly immune to the effects of duplicity. This "innocent" implies how his story, at almost every turn, undermines, upsets, and plays upon our expectations, leaving us with more questions than answers, and doing so in a gloriously skewed style (admirably re-created by Barbara Wright, Queneau's principle translator).

Avg Rating
3.87
Number of Ratings
655
5 STARS
30%
4 STARS
38%
3 STARS
24%
2 STARS
7%
1 STARS
2%
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Author

Raymond Queneau
Raymond Queneau
Author · 25 books

Novelist, poet, and critic Raymond Queneau, was born in Le Havre in 1903, and went to Paris when he was 17. For some time he joined André Breton's Surrealist group, but after only a brief stint he dissociated himself. Now, seeing Queneau's work in retrospect, it seems inevitable. The Surrealists tried to achieve a sort of pure expression from the unconscious, without mediation of the author's self-aware "persona." Queneau's texts, on the contrary, are quite deliberate products of the author's conscious mind, of his memory, and his intentionality. Although Queneau's novels give an impression of enormous spontaneity, they were in fact painstakingly conceived in every small detail. He even once remarked that he simply could not leave to hazard the task of determining the number of chapters of a book. Talking about his first novel, Le Chiendent (usually translated as The Bark Tree), he pointed out that it had 91 sections, because 91 was the sum of the first 13 numbers, and also the product of two numbers he was particularly fond of: 7 and 13.

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