26 Children’s
Folklore
epidemic became a frightening subject in Europe and the United States in the
early 1980s, both children and adults began to tell AIDS jokes. The explosion of
the American space shuttle
Challenger
in 1986 gave rise
to such riddle-jokes as
“What does NASA stand for? Need Another Seven Astronauts” (Simons 263).
Other tasteless riddle-jokes have sprung up after the deaths of celebrities, includ-
ing England’s Princess Diana (“What does DIANA stand for? Died in a nasty
accident”). Through such jokes, children and adults have released tension by
laughing at subjects that have no intrinsic humorous value.
Similar in their level of social inappropriateness, ethnic jokes push the en-
velope of acceptability by disadvantageously comparing one ethnic group with
another. Such jokes tend to criticize relatively recent immigrants and people of
neighboring countries. In Norway, for example,
people tell Swedish jokes; resi-
dents of Sweden tell jokes about Norwegians. American ethnic jokes have tended
to characterize the targeted ethnic group as having little money, poor hygiene,
and low motivation to succeed. Just as tasteless jokes release tension about worri-
some subjects, ethnic jokes call for laughter about interethnic tension.
Less injurious but still offensive to some people are numskull jokes, which
make fun of stupidity. In the 1950s and 1960s, “little moron” riddle-jokes flour-
ished (“Why did the little moron throw his clock out the window? Because he
wanted to see time fly”). Blonde jokes have been popular in the 1990s and early
twenty-first century. In her essay “Dumb Blondes,
Dan Quayle, and Hillary
Clinton: Gender, Sexuality, and Stupidity in Jokes” (1997), Jeannie B. Thomas
suggests that “the contemporary rise of dumb-blonde jokes may be linked to
the rise in women’s visibility in public places and in places of power since the
women’s movement of the 1960s and 1970s” (278). One of the riddle-jokes in
her article, collected from a 13-year-old boy, is “Why does the blonde climb over
the glass wall? To see what’s on the other side” (281). Thomas aptly notes the
connection between this joke’s glass wall and the glass ceiling that has made it
difficult for women to seek higher-level employment (309).
Routines of Victimization
In routines of victimization, one child embarrasses
or shocks the other by
making him or her do something that ends badly. John H. McDowell explains
that routines of victimization “countenance such infractions as lying without
compunction, breaking frames without warning, openly contradicting self and
other, making unsavory allegations concerning other, and in some cases actu-
ally punishing other with physical violence” (39). Catch riddles belong to this
broader category, which includes both verbal and partly verbal interactions. Mary
and Herbert Knapp call routines of this kind “ambush games” (76 –77); the Opies
call them “tricks” and “traps” (
Lore and Language
57–72),
and Leea Virtanen calls
them “traps,” citing several examples (54).
De
fi
nitions and Classi
fi
cations 27
RHYMES
Counting-Out Rhymes
Counting-out rhymes give children formulae for choosing players or desig-
nating someone to take the role of “it.” H. C. Bolton’s
Th
e Counting-Out Rhymes
of Children
(1888) was the first study of such rhymes. Bolton states that people
used counting-out rhymes for divination, establishing patterns to identify sac-
rificial victims (26). The idea that counting-out rhymes originated in ancient
Druids’ sacrifices has appealed to many people. Elliott Oring’s essay “On the
Tradition and Mathematics of Counting-Out” (1997) refutes Bolton’s premise,
suggesting that stories about mathematical formulas for choosing victims have a
better basis in fact. The “Josephus problem,” for example, concerns legends about
Jewish soldiers’ determination of who will commit suicide
while trapped in a cave
by Roman soldiers during the Jewish-Roman War of the first century a.d. Flavius
Josephus carefully chooses his place in the circle of soldiers to make sure that he
will survive the counting process; he is the only soldier who lives to explain what
happened.
Studies of children’s counting-out rhymes have shown that children know how
to choose players they prefer. In Kenneth S. Goldstein’s “Strategy in Counting-
Out” (1971), based on fieldwork with children in Philadelphia, he identifies such
forms of manipulation as “skipping over,” “calculation,” and “rhyme extension”
(167–78). Later studies have had similar results. Andy Arleo’s essay “Strategy in
Counting-Out: Evidence from Saint-Nazaire, France” (1991) offers interesting
examples.
Sitting in a circle, children wait for the counter to tap one foot or fist
of each participant; occasionally the children stand up and wait for a tap on the
chest. To get the preferred outcome, a counter skips certain players, starts with a
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